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Data Bank ISBN 92-64-02314-3
The JEFF-3.1 Nuclear Data Library
JEFF Report 21
Edited by
Arjan Koning Robin Forrest Mark Kellett Robert Mills
Hans Henriksson Yolanda Rugama
© OECD 2006 NEA No. 6190
NUCLEAR ENERGY AGENCY ORGANISATION FOR ECONOMIC CO-OPERATION AND DEVELOPMENT
ORGANISATION FOR ECONOMIC CO-OPERATION AND DEVELOPMENT
The OECD is a unique forum where the governments of 30 democracies work together to address the economic, social and environmental challenges of globalisation. The OECD is also at the forefront of efforts to understand and to help governments respond to new developments and concerns, such as corporate governance, the information economy and the challenges of an ageing population. The Organisation provides a setting where governments can compare policy experiences, seek answers to common problems, identify good practice and work to co-ordinate domestic and international policies.
The OECD member countries are: Australia, Austria, Belgium, Canada, the Czech Republic, Denmark, Finland, France, Germany, Greece, Hungary, Iceland, Ireland, Italy, Japan, Korea, Luxembourg, Mexico, the Netherlands, New Zealand, Norway, Poland, Portugal, the Slovak Republic, Spain, Sweden, Switzerland, Turkey, the United Kingdom and the United States. The Commission of the European Communities takes part in the work of the OECD.
OECD Publishing disseminates widely the results of the Organisation’s statistics gathering and research on economic, social and environmental issues, as well as the conventions, guidelines and standards agreed by its members.
* * *
This work is published on the responsibility of the Secretary-General of the OECD. The opinions expressed and arguments employed herein do not necessarily reflect the official views of the Organisation or of the governments of its member countries.
NUCLEAR ENERGY AGENCY
The OECD Nuclear Energy Agency (NEA) was established on 1st February 1958 under the name of the OEEC European Nuclear Energy Agency. It received its present designation on 20th April 1972, when Japan became its first non-European full member. NEA membership today consists of 28 OECD member countries: Australia, Austria, Belgium, Canada, the Czech Republic, Denmark, Finland, France, Germany, Greece, Hungary, Iceland, Ireland, Italy, Japan, Luxembourg, Mexico, the Netherlands, Norway, Portugal, Republic of Korea, the Slovak Republic, Spain, Sweden, Switzerland, Turkey, the United Kingdom and the United States. The Commission of the European Communities also takes part in the work of the Agency.
The mission of the NEA is:
� to assist its member countries in maintaining and further developing, through international co-operation, the scientific, technological and legal bases required for a safe, environmentally friendly and economical use of nuclear energy for peaceful purposes, as well as
� to provide authoritative assessments and to forge common understandings on key issues, as input to government decisions on nuclear energy policy and to broader OECD policy analyses in areas such as energy and sustainable development.
Specific areas of competence of the NEA include safety and regulation of nuclear activities, radioactive waste management, radiological protection, nuclear science, economic and technical analyses of the nuclear fuel cycle, nuclear law and liability, and public information. The NEA Data Bank provides nuclear data and computer program services for participating countries.
In these and related tasks, the NEA works in close collaboration with the International Atomic Energy Agency in Vienna, with which it has a Co-operation Agreement, as well as with other international organisations in the nuclear field.
© OECD 2006 No reproduction, copy, transmission or translation of this publication may be made without written permission. Applications should be sent to OECD Publishing: [email protected] or by fax (+33-1) 45 24 13 91. Permission to photocopy a portion of this work should be addressed to the Centre Français d’exploitation du droit de Copie, 20 rue des Grands-Augustins, 75006 Paris, France ([email protected]).
3
FOREWORD
The Joint Evaluated Fission and Fusion (JEFF) Project is a collaborative effort among the member countries of the NEA Data Bank to develop a reference nuclear data library. The JEFF library contains sets of evaluated nuclear data, mainly for fission and fusion applications; it contains a number of different data types, including neutron and proton interaction data, radioactive decay data, fission yield data, thermal scattering law data and photo-atomic interaction data.
The latest version of the JEFF library, JEFF-3.1, was released by the NEA in May 2005. JEFF-3.1 combines the efforts of the JEFF and EFF/EAF (European Fusion File/European Activation File) working groups who have contributed to this combined fission and fusion library. The neutron general purpose library contains incident neutron data for 381 materials from 1H to 255Fm. The activation library (based on the European Activation File, EAF-2003) contains 774 different targets from 1H to 257Fm. The radioactive decay data library contains data for 3 852 isotopes, of which 226 are stable. The proton special purpose library contains incident proton data for 26 materials from 40Ca to 209Bi. The thermal scattering law library covers 9 materials, and the fission yield library covers 19 isotopes of neutron induced fission yield from 232Th to 245Cm and 3 isotopes with spontaneous fission yields (242Cm, 244Cm and 252Cf).
Acknowledgements
We acknowledge the support and dedication of many colleagues in the nuclear data community in Europe, Japan and the United States without whom this work would not have been possible, in particular: C. Chabert, J-P. Delaroche, H. Derrien, H. Duarte, B. Duchemin, I. Duhamel, A. Filatenkov, E. Fort, F. Froehner, J. Galy, C-S. Gil, W. Haeck, F-J. Hambsch, M. Herman, S. Hilaire, M. Honusek, T. Ivanova, D-H. Kim, N. Larson, P. de Leege, R. MacFarlane, A. Mengoni, L. Mercatali, C. Mihaelescu, W. Mannhart, M.C. Moxon, S. Pelloni, P. Ribon, D. Ridikas, G. Rimpault, J.L. Rowlands, E Simeckova, J. Tommasi, B. Zefran, M. Zmitko, and Harm Gruppelaar, who left us too soon to experience the impact of his work.
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TABLE OF CONTENTS
Foreword ............................................................................................................................................ 3
Introduction ........................................................................................................................................ 7
The general-purpose neutron data library........................................................................................... 8
The need for a new library.......................................................................................................... 8
New evaluations.......................................................................................................................... 8
Thermal scattering law library............................................................................................................ 8
Expected performance relative to JEF-2.2 ......................................................................................... 9
Benchmarking and quality assurance ................................................................................................. 9
Present status .............................................................................................................................. 9
The library format and contents.................................................................................................. 10
Outlook ....................................................................................................................................... 11
Activation library, JEFF-3.1/A........................................................................................................... 11
Summary..................................................................................................................................... 11
Background................................................................................................................................. 11
Library description...................................................................................................................... 11
Radioactive decay data library, JEFF-3.1/RDD ................................................................................. 12
Summary..................................................................................................................................... 12
Data sources available ................................................................................................................ 12
Fission yield libraries, JEFF-3.1/NFY and SFY................................................................................. 13
Proton special-purpose library............................................................................................................ 13
The JEFF Team .................................................................................................................................. 15
References .......................................................................................................................................... 17
Working papers from JEFF meetings 2002-2005............................................................................... 19
JEFF documents.......................................................................................................................... 19
EFF documents ........................................................................................................................... 26
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Tables ................................................................................................................................................. 33
Table 1. Origin of evaluations in the JEFF-3.1 general-purpose neutron data library .............. 35
Table 2. Origin of evaluations in the JEFF-3.1 thermal scattering law library.......................... 48
Table 3. Contents of the JEFF-3.1 general-purpose neutron data library. List of available reactions (MTs) in files MF=3 to MF=6 ...................................................... 49
Table 4. Contents of the JEFF-3.1 general-purpose neutron data library. List of available reactions (MTs) in photon production files MF=12 to MF=15.................... 65
Table 5. Contents of the JEFF-3.1 general-purpose neutron data library. List of covariance data (MF=33to MF=36)............................................................................. 69
Table 6. Resonance data in the JEFF-3.1 general-purpose neutron data library ....................... 71
Table 7. Contents of the JEFF-3.1 thermal scattering law library ............................................. 84
Table 8. Contents of the JEFF-3.1 proton special-purpose library. List of available reactions (MTs) in files MF=3 to MF=6...................................................................... 85
Table 9. Simple integral neutron cross-section data from JEFF-3.1 calculated with the INTER computer code........................................................................................... 86
Available on CD-ROM
Appendix 1. Selection of data for the JEFF-3.1 general-purpose neutron data file
Appendix 2. Performance reports on the JEFF-3.1 general-purpose neutron data library
�eff calculations using JEFF-3.1 nuclear data
Shielding benchmark calculations with MCNP-4c3 using JEFF-3.1 nuclear data
Criticality safety benchmark calculations with MCNP-4c3 using JEFF-3.1 nuclear data
Appendix 3. List of definitions to the ENDF-6 file format for JEFF-3.1
Table A3.1. Definitions of file types (MF)
Table A3.2. Definitions of reaction types (MT)
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Introduction
The objective of the OECD Nuclear Energy Agency (NEA) co-ordinated Joint Evaluated Fission and Fusion (JEFF) data project is to develop and promote the use of high quality evaluated nuclear data sets in standard formats for a wide range of scientific and technical applications. The JEFF project assesses the needs for nuclear data improvements and brings together experts in different areas such as experiments, data evaluations, verification and compilation of the data under strict quality assurance procedures, file processing and benchmarking.
JEFF is a collaborative effort among NEA Data Bank member countries. The project maintains close links with other similar international efforts and projects aimed at producing evaluated nuclear data, for example through active participation in the NEA Working Party on International Nuclear Data Evaluation Co-operation (WPEC). While the objective of the JEF-2.2 library (1992) was to achieve improved performance for existing reactors and fuel cycles, its successor, the JEFF-3 project, aims at providing users with a more extensive set of data for a wider range of applications. While existing reactors and fuel cycles remain the essential application areas of the nuclear data library, innovative reactor concepts (Gen-IV systems), transmutation of radioactive waste, fusion, medical applications, and various non-energy related industrial applications are now also envisaged as scientific application areas that will make use of the JEFF data. The European Fusion File (EFF) also contributes to the JEFF project through evaluations and data validation.
Figure 1 illustrates the evolution of the JEFF project, including the latest release of JEFF-3.1. The JEFF-3.1 release consists of the following libraries:
� neutron general-purpose library;
� thermal scattering library;
� neutron activation library;
� decay data library;
� fission yield data library;
� proton special-purpose library.
Figure 1: The evolution of the JEFF project
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The general-purpose neutron data library
The need for a new library
Following the release of the JEFF-3.0 library in April 2002, various benchmark tests have confirmed the expected performance improvements of this general-purpose neutron data library over JEF-2.2. However, they have also shown that the reactivity of small low-enriched uranium systems, relevant to LWR analyses, is underestimated by about 500 pcm when using JEFF-3.0 data. The 238U inelastic, scattering and capture cross-sections have been identified as the possible reasons for this underestimation. A new 238U evaluation has been assembled, resulting in appreciably improved keff values. Subgroup 22 of WPEC has contributed significantly to these improvements. Very extensive automated benchmark tests have been conducted, probing the current quality of the new data library. These benchmark tests include for example criticality calculations performed with MCNP, TRIPOLI and APOLLO for an unprecedented set of benchmark cases. Current-day computer power enables future revisions of the JEFF library to be quickly tested with such benchmarking schemes.
It was decided to adopt an eight-time group representation for delayed neutron data, as suggested by Subgroup 6 of WPEC. It is considered that this representation has two advantages – the longest lived, dominant precursors are explicitly represented and the calculation convenience of having the same set of time constants for all fissioning isotopes.
A final justification for releasing JEFF-3.1 is that there was a desire from the nuclear industry (in particular in France) to start validating the new JEFF library in the fall of 2005.
New evaluations
Another reason to develop the JEFF-3.1 general-purpose neutron data library is that a significant number of isotopes have undergone a major revision over the last few years. This holds both for the general-purpose and the special-purpose libraries. This report contains a table with the justification for the choice of the various isotopes for JEFF-3.1 (see Appendix 1). New evaluations are included for the Ti isotopes (IRK Vienna), the Ca, Sc, Fe, Ge, Pb and Bi isotopes (NRG Petten), 103Rh, 127I, 129I, the Hf isotopes, 236-238U, and 241Am (CEA). For other isotopes, more recent evaluations from other libraries were adopted.
Revised thermal scattering data have been produced for all important moderator and structural materials and this was included in JEFF-3.1.
Various experimental nuclear data activities have taken place during the development of JEFF-3.1. The programme at the nTOF facility at CERN comprised capture and fission cross-section measurements including isotopes of relevance to the thorium fuel cycle and several transuranic isotopes. The measurement programme at IRMM Geel mainly covered neutron data related to waste transmutation and other innovative concepts, as well as basic nuclear physics and standards data.
Thermal scattering law library
The thermal scattering law library contains the following nine evaluations: hydrogen bound in water, zirconium, polyethylene (CH2) and CaH2, deuterium bound on D2O, 9Be, graphite, 24Mg and finally calcium bound in CaH2. All files are new evaluations, except 9Be and hydrogen in polyethylene, which are from the JEFF-3.0 library. Many of the evaluations are the result of an IAEA co-ordinated project on thermal neutron scattering. Calculations for a variety of temperatures were made with the
9
LEAPR module of NJOY to obtain thermal scattering data that are accurate over a wider range of energy and momentum transfer. To validate these files on a microscopic level, detailed comparisons with a significant number of measurements of differential and integral neutron cross-sections and other relevant data have been performed. The current models used for these files are able to describe the experimental data reasonably well. The generating and processing chain for the thermal neutron scattering files with NJOY was carefully investigated.
Expected performance relative to JEF-2.2
In the coming years, benchmarking studies will provide quantitative evidence of the JEFF-3.1 library performance with respect to the previous file versions, in particular JEF-2.2. The latter is a “natural” reference, as it has benefited from many years of validation and users’ feedback (see JEF Report 17). However, it is already possible to give some indications or trends concerning the JEFF-3.1 expected impact on fission reactor applications.
For LWR applications, the longstanding JEF-2.2 problem of 236U under-prediction in actinide inventory calculations has been corrected (increase of the 235U epithermal capture cross-section). Similarly, the underestimation of the 242Pu content and correlated 243Am build-up in spent fuel has been fixed (increase of 241Pu capture and decrease of fission near the 0.3 eV resonance). Reactivity predictions for fresh UOX-fuelled cores should be slightly lower than with JEF-2.2, in agreement with measurements. The reactivity of systems containing significant quantities of 27Al will also be improved (higher thermal capture). For MOX cores, however, JEFF-3.1 will yield larger values than JEF-2.2, thus over-predicting reactivity. Individual fission product poisoning effects should be better predicted with JEFF-3.1 as a result of improved capture cross-sections (103Rh, 133Cs, 95Mo, 143Nd, 154Eu, 155Eu, 149Sm). Important thermal fission product yields used for fission rate normalisation have been revised for a better agreement with measurements (increased 235U yield of 137Cs, decrease 239Pu yield of 148Nd).
For fast reactor applications, the reactivity of un-irradiated uranium systems should no longer be overestimated (larger 235U capture). On the other hand, the reactivity of plutonium-fuelled fast reactors should still be underestimated, being even lower than with JEF-2.2 as a result of the changes in the 238U inelastic scattering. 241Pu build-up should be improved (lower 240Pu capture cross-section above 100 eV), as well as the 238Pu, 242Pu, 242Cm and 242mAm produced from 241Am (branching ratio of 0.85, lower capture cross-section above 20 keV). Calculated sodium-void effects should no longer require a posteriori corrections (revised 23Na inelastic and elastic cross-sections). Finally, steel reflector effects should also be better predicted (improved 56Fe and 52Cr scattering cross-sections).
Compared with JEF-2.2, a better agreement between JEFF-3.1-based calculations and measurements is expected in neutron transmission applications containing the following materials: Fe, 16O, 9Be, W, Na.
Initial testing of the JEFF-3.1 file has also indicated that further improvements will be needed, in particular for 237Np capture, 239Pu fission and capture, 242Pu capture, 241Am capture, 56Fe scattering, fission product cross-sections (fast range), decay data and yields of short-lived fission products.
Benchmarking and quality assurance
Present status
Extensive benchmarking of the JEFF-3.1 data library is now under way for both the general-purpose and the special-purpose sub-libraries. In order to avoid further delays in the publication of the present
10
report, only results from the extensive benchmarking effort on criticality, effective delayed neutron parameters, and shielding using a Monte Carlo approach (MCNP) are reported on here (see Appendix 2). At a later stage, a wider validation of benchmark results using different methods (deterministic and Monte Carlo), codes and for various integral quantities, can be expected.
A quality assurance procedure has been developed at NEA for the assembly, basic testing and loading of the JEFF-3.1 library into a database. Verifications performed at the loading stage include format checks (CHECKR), physics checks (FIZCON and PSYCHE), processing using different versions of NJOY and graphical comparisons with other data libraries. Specific tools were developed within this framework (e.g. the JANIS data display program and database loading programs) and existing programs (e.g. FIZCON, INTER) were extended to enable more stringent consistency checks.
The library format and contents
Each material in the JEFF-3.1 library is given in the ENDF-6 format. This format stores nuclear data in various sections or files (MF). Each file contains data for different reactions (MT). Appendix 3 gives the list of MF and MT numbers and their meaning in the ENDF-6 format.
Table 1 provides the list of materials in the neutron general-purpose library and the origin of the file. A material corresponds to a nucleus of a single isotope or to a nucleus of a natural element. A nucleus is either in its ground state or in an isomeric state. In the first column of Table 1, the material is represented as ZZZ-SY-AAA where AAA and ZZZ are the atomic charge and mass given as three-digit integers. SY is the symbol of the material represented with two characters. Note that AAA is equal to zero when the material represents a natural element. In addition, when the nucleus is in its first isomeric state, the letter “M” is appended to the end of the column (e.g. 95-Am-242M). The materials are classified in ascending atomic charge order. The second column provides the material number used to identify the isotope or the element in the library. The third column gives the source library from where the data originates. The forth to sixth columns specify the laboratory that performed the evaluation, the date of the evaluation and the authors.
Table 2 provides the same information as Table 1, for neutron thermal scattering data in JEFF-3.1. The following compounds are included: hydrogen bound in water, zirconium, polyethylene (CH2) and CaH2, deuterium bound on D2O, 9Be, graphite, 24Mg and finally calcium bound in CaH2.
Table 3 provides some details concerning the available cross-section data in the general-purpose neutron data library. The first two columns identify the material, and the third column lists the MTs found in file 1 (MF=1, general information). Reactions (MTs) for which cross-section data are available (MF=3, reaction cross-sections) are listed in the forth column. Columns 5 through 7 provide the list of reactions for which angular distributions, energy distributions or energy-angle distributions are given in MF=4, 5 and 6 respectively. Table 4 gives the list of materials for which photon production data is available (MF = 12 to 15) in the general-purpose neutron data library. Table 5 provides information on available covariance data in MF=31 to 36 in the general-purpose neutron data library, and Table 6 gives details on resonance data given in MF=2. The third column of Table 6 states whether resonance data is present, and the forth column gives the formalism used. The remaining columns give details on the resonance parameters in the resolved resonance range (RRR) and the unresolved resonance range (URR) with the energy of the first three s-wave resonances.
Table 7 lists the contents of MF=1 and MF=7 of the thermal scattering law library. Table 8 lists similarly the contents of the proton special purpose library, with information from MF=1, 3 and 6.
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Table 9, finally, gives simple integral neutron cross-section data from the neutron general-purpose library of JEFF-3.1 calculated with the INTER-7.0 computer code. All input parameters are listed as well.
Outlook
For the next release, JEFF-3.2, we foresee more efforts on fission product evaluations, minor actinide evaluations, and inclusion of more covariance data in the files.
Activation library, JEFF-3.1/A
Summary
The activation data library in ENDF-6 format, JEFF-3.1/A, is based on the European Activation File (EAF-2003). The JEFF-3.1/A library contains 12 617 excitation functions involving 774 different targets from 1H to 257Fm, atomic numbers Z=1 to Z=100, in the energy range 10–5 eV to 20 MeV. Uniquely, an uncertainty file is also provided that quantifies the degree of confidence placed in the data for each reaction channel.
Background
Calculations of the activation of materials, arising from the operation of fusion devices producing large fluxes of neutrons from the D-T reaction, play an important role in fusion technology studies. In order to have confidence in the results of such calculations, it is necessary that the inventory code and the data libraries be thoroughly validated. This is accomplished by comparing the predictions of the code system with activation measurements made on materials relevant to fusion technology in well-characterised neutron fields.
The European Activation File (EAF) project has been an ongoing process performed through European and world-wide co-operation, leading to the creation of successive EAF versions. The EAF-2003 release [1] has benefited from the generation and maintenance of comprehensive activation files and the development of the new processing code SAFEPAQ-II [2]. Therefore, the JEFF project has adopted this version of the activation files for the JEFF-3.1/A library.
Library description
The EAF nuclear data library has been developed as part of the European Fusion Development Agreement (EFDA) Fusion Technology Programme. A series of measurements on fusion-relevant materials in several complementary neutron fields have been carried out over the last few years. In addition, analyses of measurements, carried out outside Europe and outside the fusion programme, have been undertaken.
Cross-section validation exercises, performed against both experimental data and systematics, enable a comprehensive assessment of the data. The SAFEPAQ-II software is used to apply a series of modifications to the original source data. A very important set of modifications concerns re-normalisation and branching using experimental or systematic data. A total of 3 225 reactions (26% of all the reactions) have thus been changed. This is a challenging task as the source contains non-threshold reactions with an energy-dependent branching ratio.
12
Validation using integral data has been performed by means of direct comparison with measurements of sample materials under fusion-relevant neutron spectra. Irradiations have been carried out at ENEA FNG, FZK Isochron-cyclotron, Sergiev Posad SNEG-13 and JAERI FNS and integral C/E comparisons made (C/E is the ratio of the library value to the experimental value). The results of these benchmark exercises, in concurrence with differential data, have indicated where modifications to the data should be applied.
The results from the experiments used to validate the activation data are presented in a series of tables in Ref. [3], including the pathways responsible for production of the various radionuclides. In cases where a single pathway dominates, it is possible to extract the effective cross-section for the reaction and compare this with the library value calculated in the same neutron spectrum. About 290 reactions from the JEFF-3.1/A library are plotted in the reference. The graphs include uncertainty estimates as well as experimental differential data from the EXFOR database. C/E graphs showing the available integral data are also given and, using these graphs, a statement is made indicating whether the EAF data are consistent with the experimental data or whether changes to data would be needed. It should be noted that most of the measurements were carried out with fusion-relevant materials, resulting in small uncertainties for activities produced in major nuclides, but larger uncertainties for activities produced in minor nuclides or impurities.
Radioactive decay data library, JEFF-3.1/RDD
Summary
Radioactive decay data forms an integral part of the nuclear data requirements for nuclear applications. The JEFF-3.1 decay data library contains 3 852 nuclides from neutron to 272Rg. The decay data sub-group of the JEFF Project decided that a completely new start should be made in the construction of this library compared to the previous versions. The JEFF-3.1/RDD library is described in detail in JEFF Report 20 [4]. Some background information concerning the evolution of the project is provided below.
Data sources available
The basis for the selection of isotopes were taken from the NUBASE-2003 file [5], which contains basic nuclear properties, hence all known isomers were identified from here. Three evaluated libraries, from within Europe, were used to replace individual NUBASE files, for almost 600 nuclei in all. Two libraries originated from the UK (UKPADD-6.4 and UKHEDD-2.4) [7] and the third from the Decay Data Evaluation Project (DDEP) [8] conducted by the Laboratoire National Henri Bequerel (LNHB) at Saclay, France.
Files were also selected from the ENSDF library [9] – these files contain decay data derived from basic nuclear structure data. Approximately 900 nuclei, containing sufficient data to allow calculation of their energy balance to a consistency of better than 1%, were selected from ENSDF.
The JEFF-3.1 library stores all data in the internationally-accepted ENDF-6 format [6]. Recent enhancements, allowing the storage of basic nuclear properties for stable nuclei (i.e. spin and parity), have been adopted in this library. The isotopic abundances for all appropriate nuclei (taken from NUBASE-2003) have been added as the last line in the comments section (MF=1, MT=451) whilst an unused field in the format is investigated.
13
Throughout the compilation process the library has followed NEA quality assurance procedures and been checked with the standard ENDF utility codes STANEF, CHECKR and FIZCON [10]. Significant enhancements to the FIZCON code have been added for the verification of decay data [11] and minor corrections to the latest versions (7.00/7.01) have also been implemented following problems noted in checking this JEFF library, most notably the checking of the symbol field for meta-stable states and the inclusion of stable nuclei. Users should be warned that earlier versions of the checking codes, e.g. version 6.11, should not be used in testing this library.
Fission yield libraries, JEFF-3.1/NFY and SFY
The fission product yield libraries include independent and cumulative yields for neutron-induced fission of 232Th, 233,234,235,236,238U, 237,238Np, 238,239,240,241,242Pu, 241,242m,243Am, 243,244,245Cm and spontaneous fission of 242,244Cm and 252Cf. The data represent a development of the UKFY3 file described in Ref. [12], which was itself developed from earlier UK evaluations described in Refs. [13-15].
The principle changes from earlier libraries include an extended experimental database, calculation of the cumulative yields using the JEFF-3.1 decay data, improved calculation of uncertainties in the yields, improved adjustment to the physical constraints and the inclusion of new ternary yield data for 3H and 4He from Serot, Wagemans, et al. [16].
Proton special-purpose library
The proton special purpose library consists of 26 evaluated isotopes. The data are based primarily on a theoretical analysis with the nuclear model code TALYS [17]. The nuclear model parameters of TALYS have been adjusted to reproduce the existing experimental data. For several materials that are of key importance to transmutation programs (ADS), valuable experimental data was provided by the EU FP5 HINDAS project. Together, this results in data files that provide a complete representation of nuclear data needed for transport, damage, heating, radioactivity and shielding applications over the incident proton energy range from 1 to 200 MeV. This collection of isotopic evaluations is created by running TALYS with input parameters that do not, or only slightly, deviate from the default values.
These isotopic evaluations are thus of comparable quality. The same set of nuclear models is used and, equally important, the same ENDF-6 formatting procedures for each isotope. These data files are complete in their description of reaction channels, and use a compact method to store the data.
All transport data for particles, photons and residual nuclides are filed using a combination of MF=1, MF=3 and MF=6. This includes cross-sections, angular distributions, double-differential spectra, photon production cross-sections, and residual production (activation) cross-sections. These evaluations can thus be used as both transport and activation libraries.
The files have been checked by the BNL checking codes CHECKR, FIZCON and PSYCHE and have been successfully processed into an MCNP library by the processing code NJOY.
15
THE JEFF TEAM
The following scientists and institutes have contributed to the successful release of the JEFF-3.1 nuclear data libraries.
Chairs
O. Bersillon (Decay Data), R.A. Forrest (EFF) and A.J. Koning (JEFF)
Evaluation
O. Bouland (CEA), A. Courcelle (CEA), M.C. Duijvestijn (NRG), E. Dupont (CEA), J. Kopecky (JUKO), D. Leichtle (FZK), F. Marie (CEA),
M. Mattes (Stutt), E. Menapace (ENEA), B. Morillon (CEA), C. Mounier (CEA), G. Noguerre (CEA), P. Pereslavtsev (FZK),
P. Romain (CEA), O. Serot (CEA), S. Simakov (FZK), S. Tagesen (IIK), H. Vonach (IIK)
Experimental nuclear data
P. Batistoni (ENEA), P. Bem (Rez), F. Gunsing (CEA), M. Pillon (ENEA), A. Plompen (IRMM), P. Rullhusen (IRMM), K. Seidel (TUD)
Nuclear modelling and theory
M. Avrigeanu (NIP), V, Avrigeanu (NIP), E. Bauge (CEA), H. Leeb (TUW), M.J. Lopez Jimenez (CEA)
Processing, benchmarking and validation
D. Bernard (CEA), A. Bidaud (CEN), R. Dagan (FZK), C. Dean (Serco), P. Dos-Santos-Uzarralde (CEA), U. Fischer (FZK), A. Hogenbirk (NRG), R. Jacqmin (CEA),
C. Jouanne (CEA), I. Kodeli (IAEA), J. Leppanen (VTT), S.C. van der Marck (NRG), R. Perel (RIP), R. Perry (Serco), M. Pescarini (ENEA), A. Santamarina (CEA), J-C. Sublet (CEA), A. Trkov (IAEA)
Decay data and fission yields
M.M. Be (CEA), T.D. Huynh (CEA), M.A. Kellett (IAEA), R. Mills (Nexia), A. Nichols (IAEA)
NEA Data Bank
H. Henriksson, C. Nordborg, A. Nouri, Y. Rugama, E. Sartori
16
Participating institutions
Technische Universitaet Wien (TUW), Vienna, Austria Institut fuer Isotopenforschung und Kernphysik (IIK), Vienna, Austria
Nuclear Physics Institute Rez (Rez), Czech Republic VTT Processes (VTT), Finland
Commisariat à l’Énergie Atomique (CEA) Bruyères-le-Chatel, France Commisariat à l’Énergie Atomique (CEA) Cadarache, France
Commisariat à l’Énergie Atomique (CEA) Saclay, France CEN de Bordeaux (CEN), France
Forschungszentrum Karlsruhe (FZK), Germany Stuttgart University (Stutt), Germany
Technische Universitaet Dresden (TUD), Germany Racah Institute of Physics (RIP), Jerusalem, Israel
National Agency for New Technology, Energy and the Environment (ENEA), Italy Nuclear Research and Consultancy Group (NRG), Petten, the Netherlands
JUKO Research (JUKO), Alkmaar, the Netherlands National Institute of Physics and Nuclear Engineering (NIP), Bucharest, Romania
UK Atomic Energy Authority Fusion (UKAEA), Abingdon, United Kingdom Nexia Solutions Ltd., Seascale (Nexia), United Kingdom
Serco Assurance (Serco), Winfrith, United Kingdom
International organisations
Institute for Reference Materials and Measurements (JRC/IRMM) International Atomic Energy Agency (IAEA)
Nuclear Energy Agency (OECD/NEA) Data Bank
17
REFERENCES
[1] Forrest, R.A., J. Kopecky, J-Ch. Sublet, The European Activation File: EAF-2003 Cross-section Library, UKAEA Report UKAEA FUS 486, Dec. 2002.
[2] Forrest, R.A., SAFEPAQ-II User Manual, UKAEA report UKAEA FUS 454, Issue 6, Jan. 2005.
[3] Forrest R.A., M. Pillon, U. von Möllendorff, K. Seidel, J. Kopecky, J-Ch. Sublet, Validation of EASY-2003 Using Integral Measurements, UKAEA report UKAEA FUS 500, Dec. 2003.
[4] JEFF Report 20, The JEFF-3.1 Decay Data and Fission Yields Libraries, OECD Nuclear Energy Agency, forthcoming.
[5] Audi, G., O. Bersillon, J. Blachot, A.H. Wapstra, “The NUBASE Evaluation of Nuclear and Decay Properties”, Nucl. Phys. A, 729, 3-128 (2003).
[6] McLane, V., ENDF-102: Data Formats and Procedures for the Evaluated Nuclear Data File ENDF-6, BNL-NCS-44945-01/04-Rev., April 2001.
[7] Nichols, A., UKHEDD-2.4 and UKPADD-6.4.
[8] Bé, M.M., E. Browne, V. Chechev, V. Chisté, R. Dersch, C. Dulieu, R.G. Helmer, N. Kuzmenco, A.L. Nichols, E. Schönfeld, Nucléide, Table de Radionucléides sur CD-Rom, Version 2-2004, http://www.nucleide.org/NucData.htm.
[9] Tuli, J.K., The Evaluated Nuclear Structure Data file (ENSDF), BNL-NCS-51655 Rev. 87, April 1987.
[10] Dunford, C., ENDF Utility Checking Codes, 7.01, Brookhaven National Laboratory, Upton, NY, USA.
[11] Perry, R., C.J. Dean, FIZCON Enhancements, UKNSF report.
[12] Mills, R.W., Fission Product Yield Evaluation, Thesis, University of Birmingham, UK (1995).
[13] James, M.F., R.W. Mills, D.R. Weaver, UKFY2 Part 1: Methods and Outline, AEAT report, AEA-TRS-1015 (1991).
[14] James, M.F., R.W. Mills, D.R. Weaver, UKFY2 Part 2: Tables of Measured Data, AEAT report, AEA-TRS-1018 (1991).
[15] James, M.F., R.W. Mills, D.R. Weaver, UKFY2 Part 3: Tables of Discrepant Data, AEAT report, AEA-TRS-1019 (1991).
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[16] Serot, O., C. Wagemans, Jan Heyse “New Results on Helium and Tritium Gas Production From Ternary Fission”, Proceedings of the International Conference on Nuclear Data for Science and Technology, R.C. Haight, M.B. Chadwick, T. Kawano, P. Talou (eds.), American Institute of Physics, ISBN 0-7354-0254-X/05, CP769, 857 (2005).
[17] Koning, A.J., S. Hilaire, M.C. Duijvestijn, “TALYS: Comprehensive Nuclear Reaction Modeling”, Proceedings of the International Conference on Nuclear Data for Science and Technology, R.C. Haight, M.B. Chadwick, T. Kawano, P. Talou (eds.), American Institute of Physics, ISBN 0-7354-0254-X/05, CP769, 857 (2005).
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WORKING PAPERS FROM JEFF MEETINGS 2002-2005
The papers listed below were presented at the JEFF working group meetings from April 2002 until November 2005. The papers are for internal use within the JEFF group, and can therefore only be requested from the NEA and distributed after permission from the authors. The papers are considered as non-official publications having draft status.
JEFF documents
JEF/DOC-1125 ALEPH-DLG 1.1.0 Creating Cross-section Libraries for MCNP(X) and ALEPH, W. Haeck, B. Verboomen
JEF/DOC-1124 Thermal Neutron Scattering Data at Low Temperatures, M. Mattes JEF/DOC-1123 Sensitivities of keff Calculated with Monte Carlo Methods: Theory and First Results,
R. Perel JEF/DOC-1122 Qualification of JEFF-3.1 Evaluations: LWR Reactivity and Fuel Inventory
Prediction, D. Bernard JEF/DOC-1121 Assessing Uncertainties in the Continuum Region with the Backward-forward
Monte Carlo Method: Example n+89Y Evaluation, E. Bauge JEF/DOC-1120 Documentation for the JEFF-3.1 Decay Data Library, M. Kellett JEF/DOC-1119 Recently Launched IAEA Nuclear Data Section Projects, M. Kellett JEF/DOC-1118 TRIPOLI-4.4 Benchmarks, C. Jouanne JEF/DOC-1117 Photonuclear Data Evaluation of Uranium-235, I. Raskinyte JEF/DOC-1116 Experimental Activities at n_TOF CERN, F. Gunsing JEF/DOC-1115 Fission Products for BUC Applications, L. Leal JEF/DOC-1114 Present Status of JEFF-3.1 Benchmarking with ERANOS-2.0, J. Tommasi JEF/DOC-1113 Status of 238U Resolved and Unresolved Evaluation and Impact of JEFF-3.1 in
Burn-up Calculation, A. Courcelle JEF/DOC-1112 TRIPOLI-4.4 – JEFF-3.1 & ENDB/B-VII b1 with the ICSBEP Criticality Models,
J-Ch. Sublet, C. Jouanne, Y. Peneliau, F-X. Hugot JEF/DOC-1111 ECCOLIB-JEFF-3.1 Libraries, J-Ch. Sublet, C.J. Dean, D. Plisson-Rieunier JEF/DOC-1110 Analysis of New Data for Hydrogen Bound in Zirconium Introduced in TRIGA
Cores, R. Dagan JEF/DOC-1109 Validation of the JEFF-3.1 Fission Yields and Decay Data by Decay Heat and
Fission Product Inventories, R. Mills JEF/DOC-1108 Benchmark Calculations for Fast Reactors Using JEFF-3.1, ENDF/B-VII and
JENDL-3.3, D-H. Kim JEF/DOC-1107 Criticality Safety Benchmark Calculations with MCNP-4C3 Using JEFF-3.1
Nuclear Data, S. Van der Marck JEF/DOC-1106 Shielding Benchmark Calculations with MCNP-4C3 Using JEFF-3.1 Nuclear Data,
S. Van der Marck JEF/DOC-1105 Beta-eff Calculations Using JEFF-3.1 Nuclear Data, S. Van der Marck JEF/DOC-1104 Experimental Activities at IRMM, P. Rullhusen
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JEF/DOC-1103* Review of Spectral Data for Important Nuclides in JEFF-3.1 Decay Data Files, C. Dean
JEF/DOC-1103 Review of Spectral Data for Important Nuclides in JEFF-3.1 Decay Data Files, C. Dean
JEF/DOC-1102 Proposal for an Optimized European Multigroup Mesh: The SHEM-281g Mesh, A. Santamarina
JEF/DOC-1101 The New OECD-NEA High Priority Request List for Nuclear Data, A. Plompen JEF/DOC-1100 Neutron (n,xn?) Cross-section Measurements for 52Cr, 209Bi and 206,207,208Pb from
Threshold Up to 20 MeV, C. Mihailescu JEF/DOC-1099 Verification and Validation of a Multi-temperature JEFF-3.1 Library for MCNP(X),
W. Haeck JEF/DOC-1098 Minutes of the Meeting of the Sub-group on Decay Data and Fission Yields,
May 2005, Y. Rugama JEF/DOC-1097 Minutes JEFF Meeting, May 2005, Y. Rugama JEF/DOC-1096 Impact of Nuclear Data Uncertainties on a GEN IV-Thorium-reactor at
Equilibrium. Proposition of an Update of the High Priority List, A. Bidaud JEF/DOC-1095 Analysis of MASURCA-1A�/-1B Experiments, J. Tommasi, R. Jacqmin JEF/DOC-1094 Recent Activities on Innovative Radionuclide Production for Metabolic
Radiotherapy and PET and on Relevant Experimental and Evaluated Nuclear Data, E. Menapace
JEF/DOC-1093 JEFF: The Next Twenty Years?, M. Salvatores JEF/DOC-1092 Some Questions Related to Data Accuracies and Covariances, H. Weigmann JEF/DOC-1091 The Development of Nuclear Data Libraries in Western Europe and the JEF Project,
J. Rowlands JEF/DOC-1090 JEFF-3.1 Decay Data and Pulse Fission calculations, Huynh T.D. JEF/DOC-1089 A New Neutron + 235U Evaluation from 2.25 keV Up to 30 MeV, P. Romain,
B. Morillon JEF/DOC-1088 A New Neutron-deuterium Data Evaluation, R. Lazaukas JEF/DOC-1087 JENDL-3.3 and JEFF-3.1 NJOY99.90 Deterministic Code Module Updates,
J-Ch. Sublet, K. Kosako JEF/DOC-1086 Revised Evaluation of the 241Am Isotope, O. Bouland, D. Bernard JEF/DOC-1085 Summary Record of the JEFF Scientific Co-ordination Group Meeting, NEA
Secretariat JEF/DOC-1084 TRIPOLI-4.4 & JEFF-3.1, ENDF/B-VII b0 and JENDl-3.3 with the ICSBEP
Criticality Models, J-Ch. Sublet, C. Jouanne, Y. Peneliau, F-X. Hugot JEF/DOC-1083 COGEND: A Code to Generate Nuclear Decay Scheme Data in ENDF-6 Format,
R.J. Perry, C.J. Dean JEF/DOC-1082 Update of Previous LWR Cross-section Library Comparison Calculations at VTT,
J. Leppanen JEF/DOC-1081 COGEND: Improvements to the Processing of Continuous Spectra, R.J. Perry JEF/DOC-1080 Comparisons Between JEFF31 and JEF-2, C. Mounier JEF/DOC-1079 Brief Report on 95Mo, 99Tc and 245Cm: JEFF-3.1 Status, O. Serot JEF/DOC-1078 Comparative Study of Certain Aspects of the JENDL3.3, JEF-2.2 (UKFY2) and
JEFF-3.1 (UKFY3.6) Fission Yields files, O. Serot JEF/DOC-1077 Low Neutron Cross-sections of the Hafnium Isotopes, G. Noguere JEF/DOC-1076 Neutron Data Evaluation of Iodine-127 and Iodine-129 Isotopes, E. Dupont,
G. Noguere, E. Bauge JEF/DOC-1075 ORNL-CEA Evaluation of 238U Resonance Parameters Up to 20 keV, A. Courcelle
* Presentation.
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JEF/DOC-1074 New Evaluation of 238U Cross-section in the Unresolved Range (20 keV-150 keV), A. Courcelle
JEF/DOC-1073 Delayed Neutron Yield and Relative Abundance Data for some Minor Isotopes, Missing from Current Compilations, J. Rowlands
JEF/DOC-1072 Assessment and Evaluation of Decay Data for EAF-2004/05, A.L. Nichols, R.J. Perry
JEF/DOC-1071 Comparison of Fission and Radiative Capture Cross-section Data for 235U and 238U, M. Venhart
JEF/DOC-1070 Initial Bechmarking of the JEFF-3.1 Fission Yields and Decay Data, R. Mills JEF/DOC-1069 Test of JEFF-3.1 with MCNP: Criticality and Beta-effective Benchmarks,
A. Hogenbirk JEF/DOC-1068 VALDUC with JEFF-3.1T4 235U and 238U, C. Dean, R.J. Perry JEF/DOC-1067 Status of the Photonuclear Activation File (PAF): Reaction Cross-sections, Fission
Fragments and Delayed Neutron, D. Ridikas JEF/DOC-1066 Recent Activities of the IAEA Nuclear Data Section, M. Kellett JEF/DOC-1065 The JEFF-3.1 Decay Data Library, M. Kellett JEF/DOC-1064 Experimental Activities at IRMM, P. Rullhusen JEF/DOC-1063 Proposal for Nuclear Data Dispersion Matrix, G. Palmiotti, M. Salvatores, Argonne
National Laboratory JEF/DOC-1062 Systematic Comparison of Evaluated Nuclear Data Files, J. Leppanen JEF/DOC-1061 Evaluation of the Resonance Region for 58Fe, M.C. Moxon JEF/DOC-1060 Theoretical Models and Relevant Calculations of Photon Production and
Photonuclear Reaction Data, E. Menapace, G. Maino, F. Groppi JEF/DOC-1059 Comparison Between Theoretical Calculation and Experimental Results of
Excitation Functions for Production of Relevant Biomedical Radionuclides, E. Menapace,C. Birattari, M.L. Bonardi, F. Groppi, S. Morzenti, C. Zona
JEF/DOC-1058 Sensitivity and Uncertainty Analysis of a Thorium Molten Salt Reactor, A. Bidaud JEF/DOC-1057 Current Projects of the IAEA-NDS, A. Trkov JEF/DOC-1056 Short comments on the resolved range of 166Er and 167Er in JEFF-3.0: Proposals for
JEFF-3.1, A. Courcelle, C. Chabert, O. Serot JEF/DOC-1055 Review of the Most Reactor Relevant Fission Product Cumulated Yields, O. Serot,
B. Roque, A. Santamarina JEF/DOC-1054 Progress on 99Tc Evaluation, F. Gunsing, O. Serot JEF/DOC-1053 Thermal Neutron Scattering Cross-section for H in CaH2 and Ca in CaH2, O. Serot JEF/DOC-1052 56Fe Benchmarking Results, R. Jacqmin JEF/DOC-1051 Benchmark Results for 233U and Thorium, S. van der Marck JEF/DOC-1050 Proposal for a Revised 241Am Evaluation in JEFF-3.1, O. Bouland, A. Santamarina JEF/DOC-1049 Proposal for General Purpose Library JEFF-3.1T, A. Koning, J-Ch. Sublet JEF/DOC-1048 Assembly and Feedback of the JEFF-3.0T3 Radioactive Decay Data File,
M. Kellett JEF/DOC-1047 A Survey on Nuclear Data Status and Needs for Special Purposes, Following Items
Discussed in Previous JEFF Meetings and NEA-NSC Workshop on “R&D Needs”, E. Menapace
JEF/DOC-1046 JEFF Meeting Presentation, I. Kodeli JEF/DOC-1045 VALDUC with JEFF-3.1 Hydrogen, C. Dean, S. Connolly JEF/DOC-1044 TRIPOLI4.3 Benchmarks, C. Jouanne JEF/DOC-1043 JEFF-3.0/JEF-2 Improvement on Fuel Inventory Prediction. Trends from Integral
Experiments and Proposal for JEFF-3.1 Evaluations, D. Bernard JEF/DOC-1042 Summary Record of the JEFF Scientific Co-ordination Group Meeting, NEA
Secretariat JEF/DOC-1041 Summary Record of the Joint JEFF/EFF/EAF Meeting, NEA Secretariat
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JEF/DOC-1040 Summary Record of the Decay Data and Fission Yields Meeting, NEA Secretariat JEF/DOC-1039 LWR Cross-section Library Comparison Calculations at VTT, J. Leppanen JEF/DOC-1038 From JEFF-3.0 to JEFF-3.1T: The Way Forward, A. Koning, J-Ch. Sublet JEF/DOC-1037 Report from the CSEWG Meeting, A. Koning JEF/DOC-1036 Overview of the 238U Evaluation in the Resolved Resonance Range, H. Derrien,
A. Courcelle, L. Leal, N. Larson JEF/DOC-1035 Experimental Activities at IRMM, P. Rullhusen JEF/DOC-1034 ICSBEP JEFF-3.1T Benchmarkings: Preliminary Results, J-Ch. Sublet, C. Jouanne,
Y. Peneliau JEF/DOC-1033 On the Use of S(�,�) Tables for Isotopes with Pronounced Resonances, R. Dagan JEF/DOC-1032 Benchmarking of Uranium-238 Evaluations Against Spherical Transmission and
(n,xn)-reaction Rxperimental Data, S. Simakov (presented at ND2004) JEF/DOC-1031 Status of the UKFY3 Fission Yield Evaluation December 2004, R. Mills JEF/DOC-1030 Use of JEFF-3T3 Decay Data with FISPACT-2003, R. Forrest JEF/DOC-1029 Status of UK Decay Data Evaluations, C. Dean JEF/DOC-1028 Comparison of Evaluated Data Libraries: “Chosen Physical Constants of Chosen
Nuclides in Spent Fuel”, M. Venhart, V. Chrapciak, Comenius University Bratislava, Department of Nuclear Physics and Biophysics, Study in Diploma Thesis
JEF/DOC-1027 The Testing of Recent JEF(F) Decay Data and Fission Product Yields Files for Irradiated Nuclear Fuel Decay Heat Calculations, Drs. R.W. Mills, D.R. Parker, BNFL Sellafield
JEF/DOC-1026 Experimental Validation of the APOLLO2 Code for High Burn-up MOX Fuels. JEF-2.2 Results and JEFF-3.0 Improvements, D. Bernard, et al.
JEF/DOC-1025 Summary Record of the Joint JEFF/EFF/EAF Meeting, 11-12 May 2004, A. Nouri JEF/DOC-1024 Summary Record of JEFF Scientific Co-ordination Group Meeting, 12 May 2004,
A. Nouri JEF/DOC-1023 Recent Nuclear Data Activities at the IAEA Nuclear Data Section, A. Trkov JEF/DOC-1022 Summary Record of the Decay Data and Fission Yields Meeting, 10 May 2004,
A. Nouri JEF/DOC-1021 Thermal Neutron Scattering Data, M. Mattes, J. Keinert JEF/DOC-1020 Working Group Experimental Activities, P. Rullhusen JEF/DOC-1019 Experimental Activities at IRMM, Activity Report May 2004, P. Rullhusen JEF/DOC-1018 Implementation of the Delayed Neutron Data Recommendation, A. Nouri JEF/DOC-1017 Benchmarking pre-JEFF-3.1 238U, S.C. van der Marck JEF/DOC-1016 New Evaluations for All Ca and Ge Isotopes, M.C. Duijvestijn, A.J. Koning JEF/DOC-1015 New Data Evaluations for the Fe isotopes, A.J. Koning, M.C. Duijvestijn JEF/DOC-1014 Evaluation of 238U Resonance Parameters from 0 to 20 keV, H. Derrien,
A. Courcelle, et al. JEF/DOC-1013 238U Effective Capture Integral Calculations Using Recent Resonance Parameters
Sets, A. Courcelle JEF/DOC-1012 JEFF-3.0 Based APOLL02 Library – Processing and Validation, S. Mengelle JEF/DOC-1011 JEFF-3.0 Feedbacks – Pre-JEFF-3.1 Proposals, J-Ch. Sublet, B. Roque, F. Laugier,
J. Tommasi JEF/DOC-1010 TRIPOLI-4.3 JEFF-3.0, Pre-JEFF-3.1 Benchmarkings, J-Ch. Sublet, C. Jouanne,
Y. Peneliau JEF/DOC-1009 Testing of BRC 238U Evaluations with Fast Benchmarks, E. Dupont, B. Morillon,
P. Romain, J-Ch. Sublet JEF/DOC-1008 JEF-2.2 and JEFF-3.0 Comparison: Prediction of Isotopic Concentrations and
Reactivity for Thermal Lattices Configurations, A. Courcelle, D. Bernard, A. Santamarina
23
JEF/DOC-1007 First Conclusions of the WPEC/Subgroup-22 Nuclear Data for Improved LEU-LWR Reactivity Predictions, A. Courcelle, et al.
JEF/DOC-1006 Mg Thermal Neutron Scattering Cross-sections, C. Mounier JEF/DOC-1005 CaHx Thermal Neutron Scattering Cross-sections, O. Serot JEF/DOC-1004 Neutron Data Evaluation of Rhodium, E. Dupont, E. Bauge, S. Hilaire, A. Koning JEF/DOC-1003 On the Importance of the New Formula for the Double Differential Scattering
Kernel, R. Dagan JEF/DOC-1002 Final results of the Evaluation of All Important Neutron Induced Reactions on
46,47,48,49,50Ti Including Full Covariance Information, S. Tagesen, H. Vonach JEF/DOC-1001 Motivation for New Measurements on Am Isotopes, O. Bouland JEF/DOC-1000 Comparative Study of the Independent Fission Yields in JEF-2.2 (UKFY2) and
JEFF3T2 (UKFY 3.4), O. Serot, R. Mills JEF/DOC-999 Progress on the Production of UKFY3.5, R. Mills JEF/DOC-998 Modifications to COGEND to Process �-n and �-� Decay Data, R. Perry JEF/DOC-997 COGEND: A Code to Generate Nuclear Decay Scheme Data in ENDF-6 Format,
R. Perry, C. Dean JEF/DOC-996 JEFF-3.0/DD T3 Library – Assembly and First Verification, M.A. Kellett,
O. Bersillon JEF/DOC-995 Summary Record of the JEFF Scientific Co-ordination Group, 19 Nov. 2003,
A. Nouri JEF/DOC-994 Summary Record of the Joint JEFF/EFF/EAF Meeting, 18-19 Nov. 2003, A. Nouri JEF/DOC-993 Summary Record of the JEFF Experimentalist Sub-group Meeting, 17 Nov. 2003,
A. Nouri JEF/DOC-992 Summary Record of the Sub-group on Decay Data and Fission Yields,
17 Nov. 2003, A. Nouri JEFDOC-991 Status of Decay Data Evaluations, M.A. Kellett, C.J. Dean JEFDOC-990 Status of UK Decay Data Evaluations, C.J. Dean JEFDOC-989 Measurement Needs for Thermal Reactor Applications: A Short List, Nov. 2003,
A. Courcelle JEFDOC-988 New Nuclear Data Libraries for Pb and Bi, November 2003, A.J. Koning,
M.C. Duijvestijn, R. Klein Meulekamp, S. van der Marck, A. Hogenbirk JEFDOC-987 First Validation of the New BRC 238U Evaluated File, November 2003,
M.J. Lopez Jimenez. JEFDOC-986 Iodine-127 and Iodine-129 Neutron Capture and Total Cross-sections from 0.5 eV
to 100 keV for Nuclear Waste Transmutation Studies, New version from Jan. 2005, G. Noguère, A. Brusegan, A. Leprêtre, N. Hérault, E. Macavero, O. Bouland, G. Rudolf
JEFDOC-985 Experimental Activities at IRMM, Nov. 2003, P. Rullhusen JEFDOC-984 Impressions from the CSEWG Meeting, Nov. 2003, A. Koning JEFDOC-983 ENDF-6 Formatted Neutron Activation File Improvements, November 2003,
P. Dos-Santos-Uzarralde, J-Ch. Sublet JEFDOC-982 The JEFF-3.0/A Neutron Activation File, Nov. 2003, J-Ch. Sublet, A.J. Koning,
R.A. Forrest, J. Kopecky JEFDOC-981 Milestones for the Development of the JEFF-3 Decay Data File, Nov. 2003,
O. Bersillon JEFDOC-980 Experimental Test of the Crystal Lattice Model of the R-Matrix Code SAMMY,
Nov. 2003, A. Courcelle, et al. JEFDOC-979 Summary Report of the WPEC/Subgroup-22 “Nuclear Data for LEU-LWR
Reactivity Prediction”, Nov. 2003, A Courcelle, et al. JEFDOC-978 Improvements of Isotopic Ratios Prediction Through Takahama-3 Chemical
Assays with the JEFF-3.0 Nuclear Data Library, Nov. 2003, A. Courcelle, et al.
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JEFDOC-977 JEF-2.2 Nuclear Data Statistical Adjustment Using Post-irradiation Experiments, Nov. 2003, A. Courcelle, et al.
JEFDOC-976 Delayed Neutron Data in 8 Time Groups, Nov. 2003, J.L. Rowlands JEFDOC-975 Spectral Index Calculations for Dimple, TRX, Proteus, Godiva, Jezebel and Skidoo,
Nov. 2003, S.C. van der Marck, A. Hogenbirk JEFDOC-974 Criticality Results for Many Benchmark Cases – The Releases JEFF-3.0, ENDF-B/
VI.8, JENDL-3.3, and ENDF-B/VII-prelim, Nov. 2003, S.C. van der Marck, A. Hogenbirk
JEFDOC-973 Benchmark Results for the Effective Delayed Neutron Fraction, Nov. 2003, S.C. van der Marck, R. Klein Meulekamp
JEFDOC-972 The Thermal Activation Cross-section of 58Fe, May 2003, M. Moxon JEFDOC-971 Summary Record of the April 2003 JEFF SCG Meeting, A. Nouri JEFDOC-970 Summary Record of the April 2003 JEFF Meeting, A. Nouri JEFDOC-969 Summary Content of the JEFF-3.0 General Purpose Library, April 2003, A. Nouri JEFDOC-968 235U Evaluations Used in Molten Salt Project (MOST), April 2003, Kophazi,
Szieberth, Fehér, de Leege JEFDOC-967 JEFF-3.0 Feedback: Status April 2003, A. Nouri JEFDOC-966 Comparison of Thermal Cross-sections and Resonance Integrals for Dosimetry
Reactions, April 2003, A. Trkov JEFDOC-965 Investigation of 238U Inelastic Data from JEF-2.2, JEFF-3.0, ENDF/B-VI.2 and
ENDF/B-VI.8, April 2003, O. Litaize, O. Serot, E. Dupont JEFDOC-964 Brief Report on 99Tc: Status and Recommendation, April 2003, O. Serot,
F. Gunsing JEFDOC-963 Progress on 52Cr Inelastic Scattering and Zr Activation Cross-sections, April 2003,
A. Plompen JEFDOC-962 Modifications to COGEND, April 2003, R. Perry JEFDOC-961 Further Analysis of JEFF-3T2 Decay Data Using FIZCON, April 2003, R. Perry,
C. Dean JEFDOC-960 Installation and Testing of FIZCON6.13, April 2003, R. Perry JEFDOC-959 Specification and Maintenance Document for Decay Data Checking in FIZCON,
April 2003, M. Grimstone, R. Perry, C. Dean JEFDOC-958 Preliminary Testing of the JEFF-3T2RDD Decay Data Starter File, April 2003,
R. Forrest JEFDOC-957 Nuclides of Importance to Decay Heat Calculations, April 2003, R. Mills JEFDOC-956 Preliminary Analysis of JEFF-3.0 vs. JEF-2 Trends in Fast Spectrum Experiments,
April 2003, E. Dupont JEFDOC-955 Criticality Benchmark Results – The New Releases JEFF-3.0, ENDF/B-VI.8 and
JENDL-3.3, April 2003, S. van der Marck, A. Hogenbirk JEFDOC-954 Needs for 238U Cross-section Measurements to Improve LWR Reactivity Prediction,
April 2003, A. Courcelle JEFDOC-953 Analysis of Hellstrand Experimental Correlations, April 2003, A. Courcelle, et al. JEFDOC-952 Summary Report of the WPEC/Subgroup 22, Nuclear Data for Improved
LEU-LWR Reactivity Prediction, April 2003, A. Courcelle JEFDOC-951 Microscopic Evaluation of Eu Isotopes, April 2003, E. Bauge JEFDOC-950 MONK8B Analysis of the Hellstrand Experiment, April 2003, D. Hanlon,
C.J. Dean JEF/DOC-949 The Generation of Beta Spectra from ENDF6 Evaluations, April 2003, C.J. Dean JEF/DOC-948 Measurements of Thermal Neutron Capture Cross-sections of 241Am, 242gsAm,
243Am and 242Pu, April 2003, F. Marie JEFDOC-947 Comparison of 133Cs and 153Eu Neutron Capture from New Evaluations to JEF-2.2
for a Range of Thermal Reactors, April 2003, R. Mills
25
JEFDOC-946 Evaluation of the Neutron Cross-section for 153Eu, April 2003, M.C. Moxon JEFDOC-945 Evaluation of the Neutron Cross-section for 133Cs, April 2003, M.C. Moxon JEFDOC-944 Summary Records of the JEFF Meeting, December 2002, A. Nouri JEFDOC-943 Calculation of the VALDUC Lattices with Revised 235U Data, April 2003,
D. Hanlon JEFDOC-942 Nuclear Data Networking: Minutes of the Informal Meeting Between OECD/NEA
Data Bank and EC/DG Research, 17 February 2003 JEFDOC-941 Summary Records of the JEFF/SCG Meeting, December 2002, A. Nouri JEFDOC-940 Cross-section Covariance Data Available in Recent Evaluated Nuclear Data
Libraries, I. Kodeli JEFDOC-939 Status of IRDF-2002 Development, A. Nichols JEFDOC-938 Cross-section Evaluation for the System n + 238U, M.J. Lopez JEFDOC-937 Status of the CERN-nTOF Facility, H. Leeb JEFDOC-936 Status of 99Tc Evaluation, F. Gunsing JEFDOC-935 Nuclear Data Status and Needs for Medical Applications, E. Menapace JEFDOC-934 JEFF-3.0: NJOY99 and CALENDF-2002 Processing – Viewpoint, Prospect and
Solutions, J-Ch. Sublet, P. Ribon JEFDOC-933 Validation of Depletion Calculation Through Takahama-3 Chemical Assays with
JEFF-3.0, A. Courcelle, A. Santamarina JEFDOC-932 Brief Progress Report of the WPEC-SG22, A. Courcelle JEFDOC-931 Motivation for New 241Am Measurements, O. Bouland JEFDOC-930 Status of the JANIS Software, December 2002, A. Nouri JEFDOC-929 SAMQUA – A Program for Generating All Possible Combinations of Quantum
Numbers Leading to the Same Compound Nucleus State in the Framework of the R-matrix Code SAMMY, O. Bouland, R. Babut, N.M. Larson
JEFDOC-928 MYRRHA: A European Multipurpose ADS for R&D. Pre-design Phase Completion, April 2002, N. Messaoudi
JEFDOC-927 HINDAS, A European Project on High- and Intermediate-energy Nuclear Data for Accelerator-driven Systems, April 2002, F. Haddad
JEFDOC-926 Light-charged Particle Emission in Fast Neutron-induced Reactions, April 2002, J.P. Meulders, et al.
JEFDOC-925 JEFF Proposals for ENDF-7 Format, P. Ribon, et al. (not available) JEFDOC-924 Current Status and Proposals Concerning Hf Evaluation in JEFF-3, April 2002,
J-M. Palau JEFDOC-923 FP6 Integrated Projects: Networks of Excellence and Expression of Interest,
April 2002 JEFDOC-922 The Difference Between Thermal and Fast Spectrum Values of Fission Product
Yields – The Information Obtained in Measurements of Delayed Neutron Yields, April 2002, A. D’Angelo, J. Rowlands
JEFDOC-921 JEFF-3.0 Trends Derived from the PROFIL Fast Spectrum Experiments, April 2002, E. Dupont, et al.
JEFDOC-920 Conclusions Concerning the Delayed Neutron Data for the Major Actinides, April 2002, A. d’Angelo, J.L. Rowlands
JEFDOC-919 New Evaluation of 239Pu Data, April 2002, P. Romain, et al. JEFDOC-918 Integral Validation of the 239Pu CEA Evaluation Adopted in JEFF-3.0, April 2002,
E. Dupont, et al. JEFDOC-917 Re-evaluation of the 240Pu Cross-sections in the Unresolved Resonance Energy
Range, April 2002, O. Bouland JEFDOC-916 Re-evaluation and Validation of the 241Pu Resonance Parameters in the Energy
Range Thermal to 20 eV, April 2002, H. Derrien A. Courcelle A. Santamarina
26
JEFDOC-915 JEFF-3.0 235U and 238U Trends in Fast Spectrum Experiments, April 2002, E. Dupont, et al.
JEFDOC-914 238U JEFF-3.0 Benchmarking, April 2002, A. Courcelle, E. Dupont, O. Litaize JEFDOC-913 Aluminium Data Measurements and Evaluation for Criticality Safety Applications,
April 2002, L.C. Leal, et al. JEFDOC-912 Progress Report on Main Fission Products: Recommendations for 103Rh, 152Eu and
153Eu, April 2002, O. Serot, et al. JEFDOC-911 Comparative Validation Results of JEFF-3T2, JEF-2.2, ENDF/B-VI.5 and
JENDL-3.2, April 2002, A. Hogenbirk JEFDOC-910 Data Sensitivity of Design Calculations for High Conversion D2O Reactors,
April 2002, S. Pelloni JEFDOC-909 The UKFY3.4 Fission Product Yield Evaluation, April 2002, R.W. Mills JEFDOC-908 Possible Re-evaluations of Decay Data for JEFF (UK Sponsorship), April 2002,
A. Nichols JEFDOC-907 Spectral Data in JEF-2.2 and JEFF-3T2, April 2002, R.J. Perry, C.J. Dean JEFDOC-906 Analysis of JEFF-3T2 Decay Data Using FIZCON, April 2002, R. Perrey, et al. JEFDOC-905 Experimental Activities at IRMM, April 2002, P. Rullhusen JEFDOC-904 Status of the nTOF Facility at CERN, April 2002, F. Gunsing JEFDOC-903 Measurement of the 232Th Cross-section in the Unresolved Region, April 2002,
G. Lobo JEFDOC-902 Reserved to A. Nouri (JEFF minutes), April 2002 JEFDOC-901 Reserved to A. Nouri (JEFF/SCG minutes), April 2002 JEFDOC-900 Energy Release in 239Pu Fission, April 2002, O. Serot, et al.
EFF documents
EFFDOC-959 Requirements for Nuclear Data Development and Neutronic Analysis Efforts in the EU Fusion Technology Program 2007-2013 (FP7), P. Batistoni, U. Fischer, R. Forrest
EFFDOC-958 Report of the IAEA TC Meeting on Nuclear Data for IFMIF, Karlsruhe, 4 October 2005, U. Fischer, R. Forrest, A. Mengoni
EFFDOC-957 Theoretical Calculations of Covariance Matrices for Li Isotopes, H. Leeb, M.T. Pigni EFFDOC-956 Measurement of Tritium Production Rates and of Neutron and Gamma-ray Flux
Spectra in the TBM Mock-up, K. Seidel EFFDOC-955 Validation Experiment of Gamma-activities of Tantalum Irradiated in Fusion Peak
Neutron Field, K. Seidel EFFDOC-954 Monte-Carlo-based Transport and Sensitivity/Uncertainty Analyses of the Tritium
Production in the HCPB Breeder Blanket Mock-up Experiment, U. Fischer, D. Leichtle, R. Perel
EFFDOC-953 Evaluation of 181Ta Cross-sections for the EFF Data Library Up to 150 MeV, P. Pereslavtsev
EFFDOC-952 First Benchmark Analyses of Ta Evaluated Data for Fusion Neutron Transport Calculations, S.P. Simakov, U. Fischer
EFFDOC-951 Analyses of the NPI/Rez Validation Experiment for Ta Activation Cross-sections in an IFMIF-like Neutron Spectrum, S.P. Simakov, et al.
EFFDOC-950 Deterministic 3-D Analysis of HCPB Breeder Blanket Mock-up Experiment, I. Kodeli
EFFDOC-949 Comparison of Covariance Matrices Calculated by A. Koning (2005) and Covariance Matrices from Evaluation of Experimental Data for 56Fe, S. Tagesen, H. Vonach
EFFDOC-948 Nuclear Decay Heat in Molybdenum Measurements and Analysis, M. Pillon
27
EFFDOC-947 Validation Report for EAF-2005 and Deuteron Data, R. Forrest EFFDOC-946 Validation Experiment on Tantalum Activation in the NPI p-D2O Neutron Field of
IFMIF-like Spectrum, M. Honusek EFFDOC-945 Validation Experiment on Tungsten Activation in the NPI p-D2O Neutron Field of
IFMIF-like Spectrum, E. Simeckova EFFDOC-944 Experimental Determination of the NPI p-D2O Neutron Source Spectrum for
Activation Benchmark Tests, P. Bém EFFDOC-943 Comparison of new 48Ti Measurements with 2002 Evaluation, S. Tagesen EFFDOC-942 Evaluation of 182,183,184,186W Neutron Cross-sections Up to 20 MeV for Combination
with the FZK Theoretical 150 MeV Evaluation, S. Tagesen EFFDOC-941 Progress on Deuteron-induced Activation Cross-section Evaluation by Means of
Optical Model Potential Analysis, M. Avrigeanu EFFDOC-940 Progress on Calculation of the Activation Cross-sections for Ta and Hf up to
60 MeV, V. Avrigeanu EFFDOC-939 Release of EAF-2005.1 Library, J. Kopecky EFFDOC-938 Status of the TBM Neutronics Experiment, P. Batistoni EFFDOC-937 Summary Record of the EFF/EAF Monitor Group Meeting, May 2005,
H. Henriksson EFFDOC-936 Evaluation of All Important Neutron Cross-sections for 184W Including Full
Covariance Information, S. Tagesen EFFDOC-935 New Evaluation of d+Li Data Up to 50 MeV for IFMIF, P. Pereslavtsev EFFDOC-934 Progress Report of TU Dresden, K. Seidel EFFDOC-933 HCPB Breeder Blanket Mock-up Experiment Pre-analysis Using TORT Code,
I. Kodeli EFFDOC-932 Benchmark Analyses of 9Be JEFF-3.1T Data for Fusion Applications, D. Leichtle EFFDOC-931 Testing of New W Data Evaluations for EFF-3, U. Fischer EFFDOC-930 Benchmark Analyses of Ti JEFF-3.1T Data for Fusion Applications, U. Fischer EFFDOC-929 Benchmark Analyses of Pb JEFF-3.1T Data for Fusion Applications, S. Simakov EFFDOC-928 Activation Cross-sections of the Hf and Ta Stable Isotopes and their Sensitivity
to Nuclear Reaction Mechanisms, M. Avrigeanu, V. Avrigeanu, R.A. Forrest, F.L. Roman
EFFDOC-927 The Release of EASY-2005 and Current Work, R.A. Forrest EFFDOC-926 Testing MCSEN Track-length Sensitivity Calculations for the TBM Mock-up
Experiment, R. Perel EFFDOC-925 Status of Test Blanket Module (TBM) Neutronics Experiment, P. Batistoni EFFDOC-924 Validation of EAF-2005 – New Tools, J. Kopecky EFFDOC-923 Summary Record of the EFF/EAF Monitor Group Meeting, November 2004,
H. Henriksson EFFDOC-922 Validation Analyses of IEAF-2001 Activation Cross-section Data for SS-316
and F82H Steels Irradiated in a White d-Li Neutron Field, S.P. Simakov, et al. (Presented at the ND2004 in Santa Fe, USA)
EFFDOC-921 Evaluation of n+W Cross-section Data Up to 150 MeV Neutron Energy, P. Pereslavtsev, U. Fischer (Presented at the ND2004 in Santa Fe, USA)
EFFDOC-920 Nuclear Data for Fusion Energy Technologies: Requests, Status and Development Needs, U. Fischer, et al. (Presented at the ND2004 in Santa Fe, USA)
EFFDOC-919 TALYS, Monte Carlo and Covariances, A.J. Koning EFFDOC-918 HCPB Breeder Blanket Mock-up Experiment Analysis Using DORT and SUSD3D
Codes, I. Kodeli EFFDOC-917 Nuclear Decay Heat in Tantalum – Measurements and Analysis, M. Pillon (presented
by P. Batistoni)
28
EFFDOC-916 Validation Experiment of Gamma Activities of Pb Irradiated in Fusion Peak Neutron Field, R. Eichin, R.A. Forrest, H. Freiesleben, K. Seidel, S. Unholzer
EFFDOC-915 Implementation and Testing of Sensitivity Calculations of Monte Carlo Track Length Estimators in MCSEN, R. Perel (presented by U. Fischer)
EFFDOC-914 Analysis of Rez Data for Dosimetry Foils Using EAF-2004, R. Forrest EFFDOC-913 Analysis of the NPI Validation Experiment for Tungsten Activation Cross-sections
in an IFMIF-like Neutron Spectrum, S. Simakov, et al. EFFDOC-912 Evaluation of n + 182,183,184,186W Cross-sections for EFF Up to 150 MeV,
P. Pereslavtsev, U. Fischer EFFDOC-911 First Benchmark Analyses for Ti Data Evaluations, U. Fischer, S. Simakov EFFDOC-910 Activation Benchmark Tests at the NPI Fast Neutron Facility, P. Bém EFFDOC-909 Status of EAF-2005, J. Kopecky EFFDOC-908 Status of Neutronics Experiment on a Mock-up of a Test Blanket Module (TBM),
P. Batistoni EFFDOC-907 Calculation of D-Li Cross-sections for Energies Up to 50 MeV Using Realistic
Nucleon-nucleon Interactions, M. Avrigeanu EFFDOC-906 Development of Theoretical Tools and Their Use to Calculate Cross-sections
Relevant to the EAF and EFF Files, V. Avrigeanu EFFDOC-905 Summary Record of the EFF/EAF Monitor Group Meeting 10 May 2004,
R. Forrest EFFDOC-904 Radiation Shielding and Dosimetry Experiments Updates in the SINBAD Database,
I. Kodeli, H. Hunter, E. Sartori EFFDOC-903 Nuclear Decay Heat in Yttrium, Revised Measurements and Analysis, M. Pillon EFFDOC-902 Decay Heat Estimate Based on EAF-2003 and FENDL/A-2 Nuclear Data Libraries
for Fusion Relevant Materials in Comparison with FNS-JAERI Experiments, 10 May 2004, D. Cepraga, G. Cambi, M. Frisoni, E. Menapace
EFFDOC-901 Coupled Channels Calculations for d + 6Li, M. Avrigeanu EFFDOC-900 Post-analysis of the NPI Irradiation Experiment on Eurofer Up to 35 MeV Using
IEAF-2001 Activation Cross-sections, S. Simakov, et al. EFFDOC-899 Status of n + W Cross-section Evaluations for EFF Up to 150 MeV, P. Pereslavtsev,
U. Fischer EFFDOC-898 Monte-Carlo-based Pre-analysis of the HCPB Breeder Blanket Mock-up Experiment:
Neutron Spectra, Tritium Production and Sensitivities to Cross-sections, U. Fischer, R. Perel
EFFDOC-897 Re-analysis of TUD Benchmark Experiment on Tungsten Using JENDL-3.3 Data, U. Fischer
EFFDOC-896 Status of TBM Neutronics Experiment, 10 May 2004, P. Batistoni EFFDOC-895 International Benchmark Comparison on Tritium Measurements, 10 May 2004,
P. Batistoni EFFDOC-894 Progress Report of TU Dresden, 10 May 2004, K. Seidel EFFDOC-893 Progress Report on Fast-neutron Reaction Analysis for Fusion Low-activation
Materials, 10 May 2004, V. Avrigeanu EFFDOC-892 New Actions for EAF-2005, 10 May 2004, J. Kopecky EFFDOC-891 Summary Record of the EFF/EAF Monitor Group Meeting, 17 November 2003,
M.A. Kellett EFFDOC-890 High Priority Request List: Fusion, A.J. Koning EFFDOC-889 Inelastic Scattering on 52Cr with the n,n�g Technique, A.J.M. Plompen EFFDOC-888 Covariance Determination for Evaluations Including Extensive Modelling, H. Leeb EFFDOC-887 Calculation of Deuterium-lithium Cross-sections for Energies Up to 50 MeV Using
Realistic Nucleon-nucleon Interactions, M. Avrigeanu EFFDOC-886 Pre-analysis of TBM Experiment Using DORT and SUSD3D Codes, I. Kodeli
29
EFFDOC-885 Tungsten Benchmark Experiments: Re-analysis Using JENDL-3.3, I. Kodeli EFFDOC-884 TBM Neutronics Experiment: Design of the Measurements of Tritium Production
and of Neutron and Gamma-ray Flux Spectra, K. Seidel EFFDOC-883 Validation Experiment of Gamma Activities of Yttrium Irradiated in Fusion Peak
Neutron Field, K. Seidel EFFDOC-882 Validation of EASY-2003, R.A. Forrest EFFDOC-881 EASY-2004, R.A. Forrest, J. Kopecky EFFDOC-880 Progress Report on Fast-neutron Reaction Analysis for Fusion Low-activation
Materials, V. Avrigeanu EFFDOC-879 Status of the Evaluation of all Ti Isotopes, S. Tagesen, H. Vonach EFFDOC-878 Modification to GLUCS to Avoid a Systematic Underestimation of Cross-sections
(In Particular with Inconsistent and Highly Correlated Experimental Data), S. Tagesen, H. Vonach
EFFDOC-877 Design of TBM Neutronics Experiment, P. Batistoni EFFDOC-876 IEAF-2001 Cross-section Data Library for Activation and Transmutation Analyses
of Intermediate Energy Systems with the FISPACT Inventory Code, U. Fischer, et al. EFFDOC-875 Pre-analysis of the Validation Experiment on Eurofer Up to 55 MeV in an IFMIF-
like Neutron Spectrum Benchmark, S. Simakov EFFDOC-874 Benchmark Analysis of the EFF-3.03 52Cr Data Evaluation, U. Fischer, S. Simakov,
I. Schmuck EFFDOC-873 Sensitivity Calculation of Monte-Carlo Track-length Estimators for Cross-section
Sensitivity and Uncertainty Analyses, R. Perel EFFDOC-872 Evaluation of n + 184W Cross-section Data for EFF Up to 150 MeV, P. Pereslavtsev EFFDOC-871 Measurement and Analysis of Nuclear Decay Heat in Yttrium, M. Pillon EFFDOC-870 IEAF-2001 Cross-section Data Libraries for Activation and Transmutation Analyses
of Intermediate-energy Systems, U. Fischer, et al. (presented at the TRAMU Workshop, Darmstadt, 2-5 Sept. 2003)
EFFDOC-869 Production of 62mCo in Copper Irradiated in the Karlsruhe d-Be Neutron Field, U. von Möllendorff, S. Simakov
EFFDOC-868 Summary Record of the EFF/EAF Monitor Group Meeting, 29 April 2003, M.A. Kellett
EFFDOC-867 Analysis of FNG Benchmark Experiment on Tungsten Using DORT, TWODANT and SUSD3D Deterministic Codes, I. Kodeli
EFFDOC-866 Recent Progress in the SINBAD Project, I. Kodeli EFFDOC-865 Progress Towards EASY-2004, R.A. Forrest EFFDOC-864 Design of TBM Neutronics Experiment (2003), P. Batistoni EFFDOC-863 Final Report on the Tungsten Experiment (2002), P. Batistoni, M. Angelone,
L. Petrizzi, M. Pillon EFFDOC-862 Preliminary Measurements and Analysis of Nuclear Decay Heat in Sc, Sm, Gd and
Dy, M. Pillon EFFDOC-861 EAF-2003 Versus 252Cf Integral Data, J. Kopecky EFFDOC-860 Monte Carlo Transport and Sensitivity Analyses for the TUD Neutron Transport
Benchmark Experiment on Tungsten, U. Fischer, et al. EFFDOC-859 Validation Analyses of IEAF-2001 Activation Cross-section Data for SS-316 Steel,
S. Simakov, et al. EFFDOC-858 Measurement and Analysis of Induced Activation in CuCrZr Irradiated in Fusion
Peak Neutron Field, R. Eichin, R.A. Forrest, H. Freiesleben, S.A. Goncharov, V.D. Kovalchuk, D.V. Markovskij, D.V. Maximov, K. Seidel, S. Unholzer
EFFDOC-857 Measurement and Analysis of Neutron and Gamma-ray Flux Spectra in Tungsten, H. Freiesleben, C. Negoita, K. Seidel, S. Unholzer, U. Fischer, D. Leichtle, M Angelone, P. Batistoni, M. Pillon
30
EFFDOC-856 Comparison of Different Existing Cross-section Calculations for 46,47,49,50Ti, H. Vonach, S. Tagesen
EFFDOC-855 Results of Inclusion of New Geel Data for 58Ni into the Recent Evaluation, H. Vonach, S. Tagesen
EFFDOC-854 Progress Report on Fast-neutron Analysis for Fusion Low-activation Materials, V. Avrigeanu
EFFDOC-853 Progress Report on Calculation of D-Li Cross-sections for Energies Up to 50 MeV, M. Avrigeanu
EFFDOC-852 Nuclear Data for Design Analyses of the Test Blanket Modules in ITER: Review and Recommendations for EFF/JEFF Evaluations, U. Fischer
EFFDOC-851 Summary Record of the EFF/EAF Monitor Group Meeting, 5-6 December 2002, M.A. Kellett
EFFDOC-850 Neutronics and Nuclear Data: Status and Perspectives for Fusion Technology Applications (presented at the Dresden Workshop on Fast Neutron Physics in September 2002), U. Fischer
EFFDOC-849 EFDA, G. Le Marois EFFDOC-848 Processed Covariance Matrices for 28Si, Evaluation EFF-3.0, I. Kodeli EFFDOC-847 Processed Covariance Matrices for 56Fe, Evaluation JEFF-3.0/EFF-3.1, I. Kodeli EFFDOC-846 ALARA/IEAF-2001: Validation and Application for IFMIF Activation and
Transmutation Analyses, S. Simakov EFFDOC-845 Monte Carlo Sensitivity Analysis of FNS and KANT Be Experiments Using the
9Be EFF3.0/NMOD=5 Evaluation, R. Perel EFFDOC-844 Benchmark Analysis of EFF and FENDL Carbon Cross-section Data, D. Leichtle EFFDOC-843 Integral Data for EAF-2003, J. Kopecky EFFDOC-842 Status of EAF libraries, R.A. Forrest EFFDOC-841 A Complementary Report on Decay Heat Estimate for Fusion-relevant Materials
Based on EAF-99 and FENDL/A-2 Libraries in Comparison with FNS-JAERI Experiments, E. Menapace
EFFDOC-840 FNS Experimental Validation of the Decay Power Calculation Code and Nuclear Databases – FISPACT-2001 and EAF-99 & EAF-2001 & EAF-2001 Decay Libraries – 7 Hours Irradiation, J-Ch. Sublet, F. Maekawa
EFFDOC-839 New FNS Experimental Validation of the Decay Power Calculation Code and Nuclear Databases – FISPACT-2001 and EAF-99 & EAF-2001 & EAF-2001 Decay Libraries – 5 Minutes Irradiation, J-Ch. Sublet, F. Maekawa
EFFDOC-838 Measurement and Analysis of Nuclear Decay Heat in CuCrZr, M. Pillon EFFDOC-837 ZZ-VITAMIN-J/COVA/EFF-3 Cross-section Covariance Matrix Library, I. Kodeli EFFDOC-836 Progress Report of TUD, K. Seidel EFFDOC-835 Completion of Model Calculation of Fast Neutron Reaction Cross-sections for all
Stable Isotopes of Ni and Mo, V. Avrigeanu, M. Avrigeanu, T. Glodariu EFFDOC-834 Inelastic Scattering of 58Ni and Progress with Activation Measurements, paper
from PHYSOR’2002 supplied, A. Plompen EFFDOC-833 Status of the Complete Evaluation of all Important Neutron Reactions on 48Ti
Including Full Covariance Information, H. Vonach, S. Tagesen EFFDOC-832 Final Full Documentation of the Evaluations of 58Ni, 60Ni and 28Si, H. Vonach,
S. Tagesen EFFDOC-831 Progress Report on W Experiment at FNG, P. Batistoni EFFDOC-830 A Brief Overview of the European Fusion File (EFF) Project (presented at IAEA
FEC 2002, Lyon), M.A. Kellett, R.A. Forrest, P. Batistoni, on behalf of the EFF Project members
EFFDOC-829 Summary Record of the EFF/EAF Monitor Group Meeting, 25 April 2002, M.A. Kellett
31
EFFDOC-828 Needs for Nuclear Data Development and Improvement in the Fusion Technology Program in 2003-2006 and Beyond, P. Batistoni, U. Fischer, R.A. Forrest
EFFDOC-827 Measurements on Neutron-irradiated Chromium (report sent to EFDA), M. Pillon, M. Angelone
EFFDOC-826 Neutronics and Nuclear Data for the IFMIF Neutron Source (ISFNT-6 paper), U. Fischer, S.P. Simakov, A. Konobeev, P. Pereslavtsev, P. Wilson
EFFDOC-825 Nuclear Data for the IFMIF Neutron Source – Status and Future Plans (presented to the JEFF IE group), U. Fischer
EFFDOC-824 Status of the New Evaluation of Neutron Cross-sections for 12C and 16O, A. Mengoni
EFFDOC-823 Progress with Ni Cross-section Measurements, A. Plompen EFFDOC-822 Measurement and Analysis of Neutron and Gamma-ray Flux Spectra in SiC,
H. Freiesleben, C. Negoita, K. Seidel, S. Unholzer, Y. Chen, U. Fischer, M. Angelone, P. Batistoni, M. Pillon
EFFDOC-821 Activation Experiment with Tungsten in Fusion Peak Neutron Field, K. Seidel, R.A. Forrest, H. Freiesleben, S.A. Goncharov, V.D. Kovalchuk, D.V. Markovskij, D.V. Maximovich, S. Unholzer, R. Weigel
EFFDOC-820 Validation of the EASY-2001 Activation System (ISFNT-6 paper), R.A. Forrest, M. Pillon, U. von Möllendorff, K. Seidel
EFFDOC-819 EAF-2001 Validation Against Integral Experiments, J. Kopecky EFFDOC-818 Deterministic Transport, Sensitivity and Uncertainty Analysis of SiC Benchmark
Experiment Using EFF-3 and FENDL-2 Evaluations, I. Kodeli EFFDOC-817 First Results from Monte Carlo Sensitivity Calculations Using the 9Be EFF3.05
Evaluation, D. Leichtle EFFDOC-816 EAF-2001 in ENDF-6 Format and NJOY99-68 Processing, J-Ch. Sublet,
A.J. Koning, R.E. MacFarlane EFFDOC-815 Monte Carlo Transport, Sensitivity and Uncertainty Analyses for the TUD
Benchmark Experiment on SiC, U. Fischer, R. Perel, Y. Chen EFFDOC-814 Analysis of the Shutdown Dose Rate Experiment: Comparison of Results with
EFF/EAF, JENDL and FENDL Libraries, P. Batistoni EFFDOC-813 Final Results of the Analysis of Benchmark Experiment on SiC, P. Batistoni EFFDOC-812 Measurements of Decay Heat and Validation of the European Activation Code
System for Fusion Power Plant Applications, M. Pillon EFFDOC-811 Measurements on Neutron-irradiated Chromium, M. Pillon EFFDOC-810 Summary Record of the EFF/EAF Monitor Group Meeting, 20 November 2001,
M.A. Kellett
33
TABLES
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
1-H
-1
125
EN
DF/
B-V
I.8
LA
NL
E
VA
L-F
EB
98
G.M
. Hal
e, P
.G. Y
oung
1-H
-2
128
EN
DF/
B-V
I.8
LA
NL
E
VA
L-F
EB
97
P.G
. You
ng, G
.M. H
ale,
M.B
.Cha
dwic
k
1-H
-3
131
JEFF
-3.0
C
ND
C
EV
AL
-JA
N91
Z
huan
g Y
ouxi
ang
2-H
e-3
225
JEFF
-3.0
L
AN
L
EV
AL
-MA
Y90
G
. Hal
e, D
. Dod
der,
P. Y
oung
2-H
e-4
228
JEN
DL
-3.3
JA
ER
I E
VA
L-F
EB
87
K. S
hiba
ta
3-L
i-6
325
JEFF
-3.0
L
AN
L
EV
AL
-APR
89
G.M
. Hal
e, P
.G. Y
oung
3-L
i-7
328
JEFF
-3.0
E
CN
E
VA
L-A
UG
90
Bir
min
gham
, Pet
ten,
Gee
l, L
AS
L
4-B
e-9
425
EFF
3 M
OD
6 IR
K, V
IEN
NA
E
VA
L-J
AN
97
Vie
nna,
Obn
insk
5-B
-10
525
JEFF
-3.0
L
AN
L
EV
AL
-NO
V89
G
.M. H
ale,
P.G
. You
ng
5-B
-11
528
EN
DF/
B-V
I.8
LA
NL
E
VA
L-M
AY
89
P.G
. You
ng
6-C
-0
600
EN
DF/
B-V
I.8
LA
NL
, OR
NL
E
VA
L-J
UN
96
M.B
. Cha
dwic
k, P
.G. Y
oung
, C.Y
. Fu
7-N
-14
725
EN
DF/
B-V
I.8
LA
NL
E
VA
L-J
UN
97
M.B
. Cha
dwic
k, P
.G. Y
oung
7-N
-15
728
JEFF
-3.0
L
AN
L
EV
AL
-SE
P83
E. A
rthu
r, P
. You
ng, G
. Hal
e
8-O
-16
825
EN
DF/
B-V
I.8
LA
NL
E
VA
L-A
PR01
H
ale,
You
ng, C
hadw
ick,
Car
o, L
ubitz
8-O
-17
828
JEFF
-3.0
N
EA
R
CO
M-J
UN
91
JEF
SCG
9-F-
19
925
Pre-
EN
DF/
B-V
II
CN
DC
, OR
NL
E
VA
L-J
UN
90
Z.X
. Zha
o, C
.Y. F
u, D
.C. L
arso
n
11-N
a-22
11
22
JEFF
-3.0
N
EA
R
CO
M-J
UN
83
Scie
ntif
ic C
o-or
dina
tion
Gro
up
11-N
a-23
11
25
JEFF
-3.0
N
EA
E
VA
L-A
PR99
E
. For
t, et
al.
12-M
g-24
12
25
JEN
DL
-3.3
D
EC
, NE
DA
C
EV
AL
-MA
R87
M
. Hat
chya
(D
EC
), T
. Asa
mi (
NE
DA
C)
12-M
g-25
12
28
JEN
DL
-3.3
D
EC
, NE
DA
C
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AL
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R87
M
. Hat
chya
(D
EC
), T
. Asa
mi (
NE
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12-M
g-26
12
31
JEN
DL
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D
EC
, NE
DA
C
EV
AL
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R87
M
. Hat
chya
(D
EC
), T
. Asa
mi (
NE
DA
C)
13-A
l-27
13
25
JEFF
-3.0
L
AN
L
EV
AL
-FE
B97
M
.B. C
hadw
ick,
P.G
. You
ng
14-S
i-28
14
25
JEFF
-3.0
IR
K
EV
AL
-MA
Y96
S.
Tag
esen
, H. V
onac
h, A
. Trk
ov
14-S
i-29
14
28
JEN
DL
-3.3
T
IT, J
AE
RI
EV
AL
-MA
R88
H
. Kit
azaw
a,Y
. Har
ima,
T. F
ukah
ori
14-S
i-30
14
31
JEN
DL
-3.3
T
IT, J
AE
RI
EV
AL
-MA
R88
H
. Kit
azaw
a,Y
. Har
ima,
T. F
ukah
ori
15-P
-31
1525
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
16-S
-32
1625
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
16-S
-33
1628
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
16-S
-34
1631
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
16-S
-36
1637
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
35
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
17-C
l-35
17
25
Pre-
EN
DF/
B-V
II
OR
NL
E
VA
L-O
CT
03
R. S
ayer
, K. G
uber
, L. L
eal,
N. L
arso
n
17-C
l-37
17
31
Pre-
EN
DF/
B-V
II
OR
NL
E
VA
L-O
CT
03
R. S
ayer
, K. G
uber
, L. L
eal,
N. L
arso
n
18-A
r-36
18
25
JEFF
-3.0
N
EA
R
CO
M-J
UN
83
Scie
ntif
ic C
o-or
dina
tion
Gro
up
18-A
r-38
18
31
JEFF
-3.0
N
EA
R
CO
M-J
UN
83
Scie
ntif
ic C
o-or
dina
tion
Gro
up
18-A
r-40
18
37
JEN
DL
-3.3
K
HI
EV
AL
-MA
R94
T
. Wat
anab
e
19-K
-39
1925
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
19-K
-40
1928
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
19-K
-41
1931
JE
ND
L-3
.3
FUJI
E.C
. E
VA
L-M
AY
87
H. N
akam
ura
20-C
a-40
20
25
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
20-C
a-42
20
31
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
20-C
a-43
20
34
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
20-C
a-44
20
37
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
20-C
a-46
20
43
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
20-C
a-48
20
49
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
21-S
c-45
21
25
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
22-T
i-46
22
25
New
eva
l. IR
K
EV
AL
-JA
N04
V
ienn
a: S
. Tag
esen
, H. V
onac
h
22-T
i-47
22
28
New
eva
l. IR
K
EV
AL
-JA
N04
V
ienn
a: S
. Tag
esen
, H. V
onac
h
22-T
i-48
22
31
New
eva
l. IR
K
EV
AL
-JA
N04
V
ienn
a: S
. Tag
esen
, H. V
onac
h
22-T
i-49
22
34
New
eva
l. IR
K
EV
AL
-JA
N04
V
ienn
a: S
. Tag
esen
, H. V
onac
h
22-T
i-50
22
37
New
eva
l. IR
K
EV
AL
-JA
N04
V
ienn
a: S
. Tag
esen
, H. V
onac
h
23-V
-0
2300
JE
FF-3
.0
EC
N
EV
AL
-OC
T91
G
rupp
elaa
r, v
an d
er K
amp,
Kop
ecky
, Nie
rop
24-C
r-50
24
25
JEFF
-3.0
O
RN
L
EV
AL
-NO
V89
D
.C. H
etri
ck, N
.M. L
arso
n, F
u
24-C
r-52
24
31
New
eva
l. IR
K, C
EA
E
VA
L-D
EC
95
S. T
ages
en, H
. Von
ach,
O. B
oula
nd
24-C
r-53
24
34
JEFF
-3.0
O
RN
L
EV
AL
-NO
V89
Sh
ibat
a, D
.C. H
etri
ck, N
.M. L
arso
n, F
u
24-C
r-54
24
37
JEFF
-3.0
O
RN
L
EV
AL
-NO
V89
D
.C. H
etri
ck, N
.M. L
arso
n, F
u
25-M
n-55
25
25
JEN
DL
-3.3
JA
ER
I, M
AP
I E
VA
L-M
AR
87
K. S
hiba
ta,T
. Hoj
uyam
a
26-F
e-54
26
25
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
26-F
e-56
26
31
New
eva
l. N
RG
E
VA
L-F
EB
04
Eur
opea
n Jo
int C
olla
bora
tion
26-F
e-57
26
34
NR
G-2
004
NR
G
EV
AL
-OC
T04
A
.J. K
onin
g
26-F
e-58
26
37
NR
G-2
004
NR
G
EV
AL
-OC
T04
A
.J. K
onin
g
36
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
27-C
o-58
27
22
JEFF
-3.0
N
EA
R
CO
M-J
UN
83
Scie
ntif
ic C
o-or
dina
tion
Gro
up
27-C
o-58
M
2723
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
27-C
o-59
27
25
JEFF
-3.0
A
NL
, OR
NL
E
VA
L-J
UL
89
A. S
mit
h, G
. Des
auss
ure
28-N
i-58
28
25
JEFF
-3.0
IR
K, I
JS
EV
AL
-AU
G99
E
urop
ean
Join
t Col
labo
ratio
n
28-N
i-59
28
28
JEFF
-3.0
N
EA
, EC
N
RC
OM
-NO
V87
G
rupp
elaa
r,va
n de
r K
amp,
Kop
ecky
, Nie
rop
28-N
i-60
28
31
JEFF
-3.0
IR
K, I
JS
EV
AL
-JA
N00
E
urop
ean
Join
t Col
labo
ratio
n
28-N
i-61
28
34
EN
DF/
B-V
I.8
LA
NL
,OR
NL
E
VA
L-S
EP9
7 S.
Chi
ba, M
.B. C
hadw
ick,
Het
rick
28-N
i-62
28
37
EN
DF/
B-V
I.8
LA
NL
,OR
NL
E
VA
L-S
EP9
7 S.
Chi
ba, M
.B. C
hadw
ick,
Het
rick
28-N
i-64
28
43
EN
DF/
B-V
I.8
LA
NL
, OR
NL
E
VA
L-S
EP9
7 S.
Chi
ba, M
.B. C
hadw
ick,
Het
rick
29-C
u-63
29
25
EN
DF/
B-V
I.8
LA
NL
, OR
NL
E
VA
L-F
EB
98
A.J
. Kon
ing,
M..B
. Cha
dwic
k, H
etri
ck
29-C
u-65
29
31
EN
DF/
B-V
I.8
LA
NL
, OR
NL
E
VA
L-F
EB
98
A.J
. Kon
ing,
M..B
. Cha
dwic
k, H
etri
ck
30-Z
n-0
3000
JE
FF-3
.0
FEI
EV
AL
-DE
C89
M
.N. N
ikol
aev,
S.V
. Zab
rods
kaja
31-G
a-0
3100
JE
FF-3
.0
KH
I E
VA
L-M
AR
94
T. W
atan
abe
32-G
e-70
32
25
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
32-G
e-72
32
31
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
32-G
e-73
32
34
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
32-G
e-74
32
37
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
32-G
e-76
32
43
New
eva
l. N
RG
E
VA
L-O
CT
04
A.J
. Kon
ing
33-A
s-75
33
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-74
34
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-76
34
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-77
34
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-78
34
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-79
34
40
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
34-S
e-80
34
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
34-S
e-82
34
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
35-B
r-79
35
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
35-B
r-81
35
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
36-K
r-78
36
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
36-K
r-80
36
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
37
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
36-K
r-82
36
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
36-K
r-83
36
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
36-K
r-84
36
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
36-K
r-85
36
46
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
36-K
r-86
36
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
37-R
b-85
37
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
37-R
b-86
37
28
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
37-R
b-87
37
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-84
38
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-86
38
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-87
38
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-88
38
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-89
38
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
38-S
r-90
38
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
39-Y
-89
3925
JE
FF-3
.0
AN
L, L
LN
L
EV
AL
-JA
N86
R
. How
erto
n (L
LN
L),
A. S
mit
h (A
NL
)
39-Y
-90
3928
JE
FF-3
.0
NE
A
RC
OM
-JU
L82
Sc
ient
ific
Co-
ordi
nati
on G
roup
39-Y
-91
3931
JE
FF-3
.0
NE
A
RC
OM
-JU
L82
Sc
ient
ific
Co-
ordi
nati
on G
roup
40-Z
r-90
40
25
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
40-Z
r-91
40
28
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
40-Z
r-92
40
31
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
40-Z
r-93
40
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
40-Z
r-94
40
37
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
40-Z
r-95
40
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
40-Z
r-96
40
43
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
41-N
b-93
41
25
EN
DF/
B-V
I.8
LA
NL
, AN
L
EV
AL
-DE
C97
M
. Cha
dwic
k, P
. You
ng, D
.L. S
mit
h
41-N
b-94
41
28
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
41-N
b-95
41
31
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-92
42
25
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-94
42
31
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-95
42
34
Pre-
EN
DF/
B-V
II
BN
L, K
AE
RI
EV
AL
-OC
T03
L
ee, O
h, M
ugha
bgha
b, O
bloz
insk
y
38
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
42-M
o-96
42
37
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-97
42
40
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-98
42
43
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-99
42
46
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
42-M
o-10
0 42
49
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
43-T
c-99
43
31
New
eva
l. C
EA
, NR
G
EV
AL
-FE
B05
G
unsi
ng, S
erot
, Kon
ing
44-R
u-96
44
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
44-R
u-98
44
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
44-R
u-99
44
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
44-R
u-10
0 44
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
44-R
u-10
1 44
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
86
H. G
rupp
elaa
r
44-R
u-10
2 44
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
44-R
u-10
3 44
46
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
44-R
u-10
4 44
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
44-R
u-10
5 44
52
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
44-R
u-10
6 44
55
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
45-R
h-10
3 45
25
New
eva
l. C
AD
, BR
C, +
E
VA
L-F
EB
05
E. D
upon
t, E
. Bau
ge, M
.C. M
oxon
45-R
h-10
5 45
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
46-P
d-10
2 46
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
46-P
d-10
4 46
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
46-P
d-10
5 46
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
46-P
d-10
6 46
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
46-P
d-10
7 46
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
46-P
d-10
8 46
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
46-P
d-11
0 46
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
47-A
g-10
7 47
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
47-A
g-10
9 47
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
47-A
g-11
0m
4735
JE
ND
L-3
.3
JND
C
EV
AL
-MA
R90
JN
DC
FP
Nuc
lear
Dat
a W
G
47-A
g-11
1 47
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
48-C
d-10
6 48
25
JEFF
-3.0
U
A, A
NL
, +
EV
AL
-AU
G94
J.
McC
abe,
A.B
. Sm
ith, +
39
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
48-C
d-10
8 48
31
JEFF
-3.0
U
A, A
NL
, +
EV
AL
-AU
G94
J.
McC
abe,
A.B
. Sm
ith, +
48-C
d-11
0 48
37
JEFF
-3.0
U
A, A
NL
E
VA
L-A
UG
94
J. M
cCab
e, A
.B. S
mith
48-C
d-11
1 48
40
JEFF
-3.0
U
A, A
NL
E
VA
L-A
UG
94
J. M
cCab
e, A
.B. S
mith
48-C
d-11
2 48
43
JEFF
-3.0
U
A, A
NL
, +
EV
AL
-AU
G94
J.
McC
abe,
A.B
. Sm
ith, +
48-C
d-11
3 48
46
JEFF
-3.0
U
A, A
NL
E
VA
L-A
UG
94
J. M
cCab
e, A
.B. S
mith
48-C
d-11
4 48
49
JEFF
-3.0
U
A, A
NL
, +
EV
AL
-AU
G94
J.
McC
abe,
A.B
. Sm
ith, +
48-C
d-11
5m
4853
JE
FF-3
.0
NE
A
RC
OM
-JU
L82
Sc
ient
ific
Co-
ordi
nati
on G
roup
48-C
d-11
6 48
55
JEFF
-3.0
U
A, A
NL
, +
EV
AL
-AU
G94
J.
McC
abe,
A.B
. Sm
ith, +
49-I
n-11
3 49
25
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
49-I
n-11
5 49
31
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
2 50
25
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
4 50
31
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
5 50
34
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
6 50
37
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
7 50
40
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
8 50
43
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-11
9 50
46
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-12
0 50
49
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-12
2 50
55
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-12
3 50
58
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
50-S
n-12
4 50
61
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
50-S
n-12
5 50
64
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
50-S
n-12
6 50
67
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
51-S
b-12
1 51
25
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
51-S
b-12
3 51
31
JEN
DL
-3.3
JN
DC
E
VA
L-A
UG
89
JND
C F
P N
ucle
ar D
ata
WG
51-S
b-12
4 51
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
51-S
b-12
5 51
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
51-S
b-12
6 51
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
0 52
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
2 52
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
40
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
52-T
e-12
3 52
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
4 52
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
5 52
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
6 52
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
52-T
e-12
7m
5247
JE
FF-3
.0
NE
A
RC
OM
-JU
L82
Sc
ient
ific
Co-
ordi
nati
on G
roup
52-T
e-12
8 52
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
52-T
e-12
9m
5253
JE
FF-3
.0
NE
A
RC
OM
-JU
L82
Sc
ient
ific
Co-
ordi
nati
on G
roup
52-T
e-13
0 52
55
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
52-T
e-13
2 52
61
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
53-I
-127
53
25
New
eva
l. C
AD
, BR
C, +
E
VA
L-F
EB
05
G. N
ogue
re, E
. Dup
ont,
E. B
auge
53-I
-129
53
31
New
eva
l. C
AD
, BR
C, +
E
VA
L-F
EB
05
G. N
ogue
re, E
. Dup
ont,
E. B
auge
53-I
-130
53
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
53-I
-131
53
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
53-I
-135
53
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-12
4 54
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-12
6 54
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-12
8 54
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-12
9 54
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-13
0 54
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-13
1 54
46
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r
54-X
e-13
2 54
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
54-X
e-13
3 54
52
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-13
4 54
55
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
54-X
e-13
5 54
58
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
54-X
e-13
6 54
61
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
55-C
s-13
3 55
25
JEFF
-3.0
B
NL
, KA
ER
I, +
E
VA
L-A
UG
99
S.Y
. Oh,
S. M
ugha
bgha
b, R
. Sch
ente
r
55-C
s-13
4 55
28
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
55-C
s-13
5 55
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
55-C
s-13
6 55
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
55-C
s-13
7 55
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
41
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
56-B
a-13
0 56
25
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
2 56
31
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
4 56
37
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
5 56
40
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
6 56
43
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
7 56
46
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-13
8 56
49
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
56-B
a-14
0 56
55
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
57-L
a-13
8 57
25
JEN
DL
-3.3
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
57-L
a-13
9 57
28
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
57-L
a-14
0 57
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
58-C
e-14
0 58
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r
58-C
e-14
1 58
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
58-C
e-14
2 58
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
58-C
e-14
3 58
46
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
58-C
e-14
4 58
49
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
59-P
r-14
1 59
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
59-P
r-14
2 59
28
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
59-P
r-14
3 59
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
2 60
25
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
60-N
d-14
3 60
28
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
4 60
31
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
5 60
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
6 60
37
JEFF
-3.0
N
EA
R
CO
M-J
UL
83
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
7 60
40
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-14
8 60
43
JEFF
-3.0
N
EA
R
CO
M-J
UL
82
H. G
rupp
elaa
r, E
. Men
apac
e
60-N
d-15
0 60
49
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
H. G
rupp
elaa
r, E
. Men
apac
e
61-P
m-1
47
6149
JE
FF-3
.0
NE
A
RC
OM
-JU
N83
H
. Gru
ppel
aar,
E. M
enap
ace
61-P
m-1
48
6152
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
61-P
m-1
48m
61
53
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
H. G
rupp
elaa
r, E
. Men
apac
e
42
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
61-P
m-1
49
6155
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
H
. Gru
ppel
aar,
E. M
enap
ace
61-P
m-1
51
6161
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
62-S
m-1
44
6225
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
62-S
m-1
47
6234
JE
FF-3
.0
NE
A
RC
OM
-JU
N83
H
. Gru
ppel
aar,
E. M
enap
ace
62-S
m-1
48
6237
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
H
. Gru
ppel
aar,
E. M
enap
ace
62-S
m-1
49
6240
JE
FF-3
.0
BN
L+
KA
ER
I E
VA
L-A
UG
99
J.H
.Cha
ng a
nd S
.F.M
ugha
bgha
b
62-S
m-1
50
6243
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
H
. Gru
ppel
aar,
E. M
enap
ace
62-S
m-1
51
6246
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
H
. Gru
ppel
aar,
E. M
enap
ace
62-S
m-1
52
6249
JE
FF-3
.0
NE
A
RC
OM
-JU
N83
H
. Gru
ppel
aar,
E. M
enap
ace
62-S
m-1
53
6252
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
62-S
m-1
54
6255
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
H
. Gru
ppel
aar,
E. M
enap
ace
63-E
u-15
1 63
25
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
H. G
rupp
elaa
r, H
.CH
. Rie
ffe
63-E
u-15
2 63
28
JEFF
-3.0
JN
DC
E
VA
L-D
EC
90
JND
C F
P N
ucle
ar D
ata
WG
63-E
u-15
3 63
31
JEFF
-3.0
JE
AR
I, JN
DC
E
VA
L-M
AR
89
T. A
sam
i, JN
DC
FP
ND
WG
63-E
u-15
4 63
34
JEFF
-3.0
O
RN
L, B
NL
E
VA
L-M
AY
89
R.Q
. Wri
ght,
H. T
akah
ashi
63-E
u-15
5 63
37
JEFF
-3.0
O
RN
L, H
ED
L
EV
AL
-DE
C88
W
righ
t, Pr
ince
, Sch
ente
r
63-E
u-15
6 63
40
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
63-E
u-15
7 63
43
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
64-G
d-15
2 64
25
JEFF
-3.0
JN
DC
E
VA
L-M
AR
90
JND
C F
P N
ucle
ar D
ata
WG
64-G
d-15
4 64
31
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
E. M
enap
ace,
et a
l.
64-G
d-15
5 64
34
JEFF
-3.0
N
EA
R
CO
M-J
UL
86
Scie
ntif
ic C
o-or
dina
tion
Gro
up
64-G
d-15
6 64
37
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
E. M
enap
ace,
et a
l.
64-G
d-15
7 64
40
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
E. M
enap
ace,
et a
l.
64-G
d-15
8 64
43
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
E. M
enap
ace,
et a
l.
64-G
d-16
0 64
49
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
E. M
enap
ace,
et a
l.
65-T
b-15
9 65
25
JEFF
-3.0
N
EA
R
CO
M-J
UN
83
H. G
rupp
elaa
r, E
. Men
apac
e
65-T
b-16
0 65
28
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
66-D
y-16
0 66
37
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
66-D
y-16
1 66
40
EN
DF/
B-V
I.8
OR
NL
, HE
DL
E
VA
L-O
CT
74
Wri
ght,
Sche
nter
, Sch
mitt
roth
66-D
y-16
2 66
43
EN
DF/
B-V
I.8
OR
NL
, HE
DL
E
VA
L-O
CT
74
Wri
ght,
Sche
nter
, Sch
mitt
roth
43
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
66-D
y-16
3 66
46
EN
DF/
B-V
I.8
OR
NL
, HE
DL
E
VA
L-O
CT
74
Wri
ght,
Sche
nter
, Sch
mitt
roth
66-D
y-16
4 66
49
EN
DF/
B-V
I.8
OR
NL
, BN
W
EV
AL
-JU
N67
W
righ
t, L
eona
rd, S
tew
art
67-H
o-16
5 67
25
EN
DF/
B-V
I.8
LA
NL
E
VA
L-A
PR88
P.
G. Y
oung
, E.D
. Art
hur
68-E
r-16
2 68
25
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
68-E
r-16
4 68
31
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
68-E
r-16
6 68
37
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
68-E
r-16
7 68
40
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
68-E
r-16
8 68
43
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
68-E
r-17
0 68
49
JEN
DL
-3.3
T
IT
EV
AL
-SE
P00
A.K
.M. H
arun
, A.R
. Ras
hid,
+
71-L
u-17
5 71
25
EN
DF/
B-V
I.8
OR
NL
, BN
W
EV
AL
-MA
R98
R
.Q. W
righ
t, L
eona
rd-S
tew
art
71-L
u-17
6 71
28
EN
DF/
B-V
I.8
OR
NL
, BN
W
EV
AL
-MA
R98
R
.Q. W
righ
t, L
eona
rd-S
tew
art
72-H
f-17
4 72
25
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
72-H
f-17
6 72
31
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
72-H
f-17
7 72
34
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
72-H
f-17
8 72
37
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
72-H
f-17
9 72
40
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
72-H
f-18
0 72
43
JEN
DL
-3.3
+ N
ew e
val.
NA
IG+
E
VA
L-J
AN
05
G. N
ogue
re (
CA
D)
73-T
a-18
1 73
28
JEN
DL
-3.3
N
AIG
E
VA
L-M
AR
87
N. Y
amam
uro
73-T
a-18
2 73
31
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
74-W
-182
74
31
JEN
DL
-3.3
K
HI,
NE
DA
C
EV
AL
-MA
R87
T
. Wat
anab
e (K
HI)
, T. A
sam
i (N
ED
AC
)
74-W
-183
74
34
JEN
DL
-3.3
K
HI,
NE
DA
C
EV
AL
-MA
R87
T
. Wat
anab
e (K
HI)
, T. A
sam
i (N
ED
AC
)
74-W
-184
74
37
JEN
DL
-3.3
K
HI,
NE
DA
C
EV
AL
-MA
R87
T
. Wat
anab
e (K
HI)
, T. A
sam
i (N
ED
AC
)
74-W
-186
74
43
JEN
DL
-3.3
K
HI,
NE
DA
C
EV
AL
-MA
R87
T
. Wat
anab
e (K
HI)
, T. A
sam
i (N
ED
AC
)
75-R
e-18
5 75
25
JEFF
-3.0
O
RN
L, L
AN
L
EV
AL
-MA
R90
L
.W. W
esto
n, P
.G. Y
oung
75-R
e-18
7 75
31
JEFF
-3.0
O
RN
L, L
AN
L
EV
AL
-MA
R90
L
.W. W
esto
n, P
.G. Y
oung
76-O
s-0
7600
JE
FF-3
.0 +
Cor
rect
ions
FE
I E
VA
L-J
AN
90
M.N
. Nik
olae
v
77-I
r-19
1 77
25
EN
DF/
B-V
I.8
OR
NL
E
VA
L-M
AR
95
R.Q
. Wri
ght,
R.R
. Spe
ncer
77-I
r-19
3 77
31
EN
DF/
B-V
I.8
OR
NL
E
VA
L-M
AR
95
R.Q
. Wri
ght,
R.R
. Spe
ncer
78-P
t-0
7800
JE
FF-3
.0 +
Cor
rect
ions
N
EA
, LL
NL
E
VA
L-O
CT
83
R.J
. How
erto
n
79-A
u-19
7 79
25
JEFF
-3.0
L
AN
L
EV
AL
-JA
N84
P.
G. Y
oung
44
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
80-H
g-19
6 80
25
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-19
8 80
31
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-19
9 80
34
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-20
0 80
37
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-20
1 80
40
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-20
2 80
43
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
80-H
g-20
4 80
49
JEN
DL
-3.3
JN
DC
E
VA
L-S
EP9
7 K
. Shi
bata
, T. F
ukah
ori,
S. C
hiba
, +
81-T
l-0
8100
JE
FF-3
.0
SIU
E
VA
L-D
EC
93
Zho
u Y
imin
g, M
a G
ongg
ui
82-P
b-20
4 82
25
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
82-P
b-20
6 82
31
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
82-P
b-20
7 82
34
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
82-P
b-20
8 82
37
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
83-B
i-20
9 83
25
New
eva
l. N
RG
E
VA
L-D
EC
04
A.J
. Kon
ing
88-R
a-22
3 88
25
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
88-R
a-22
4 88
28
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
88-R
a-22
5 88
31
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
88-R
a-22
6 88
34
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
89-A
c-22
5 89
25
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
89-A
c-22
6 89
28
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
89-A
c-22
7 89
31
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
90-T
h-22
7 90
25
JEN
DL
-3.3
T
IT
EV
AL
-AU
G88
N
. Tak
agi
90-T
h-22
8 90
28
JEN
DL
-3.3
K
INK
I U
. E
VA
L-J
UN
87
T. O
hsaw
a
90-T
h-22
9 90
31
JEFF
-3.0
T
IT, N
EA
E
VA
L-A
UG
88
N. T
akag
i
90-T
h-23
0 90
34
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
90-T
h-23
2 90
40
EN
DF/
B-V
I.8 +
New
eva
l. M
INS
K
EV
AL
-JU
N01
V
.M. M
aslo
v, e
t al.
90-T
h-23
3 90
43
JEN
DL
-3.3
K
INK
I U
. E
VA
L-J
UL
87
T. O
hsaw
a
90-T
h-23
4 90
46
JEN
DL
-3.3
K
INK
I U
. E
VA
L-J
UL
87
T. O
hsaw
a
91-P
a-23
1 91
31
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
91-P
a-23
2 91
34
EN
DF/
B-V
I.8
OR
NL
, TIT
E
VA
L-D
EC
99
R.Q
. Wri
ght,
N. T
akag
i
91-P
a-23
3 91
37
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
45
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
92-U
-232
92
19
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
92-U
-233
92
22
ND
L 3
.3 +
EN
DF/
B-V
I.4
SAE
I, +
E
val-
MA
R00
T
. Mut
suno
bu, T
. Kaw
ano
92-U
-234
92
25
New
eva
l. M
INS
K, +
E
VA
L-S
EP0
2 V
.M. M
aslo
v, e
t al.
92-U
-235
92
28
JEFF
-3.0
O
RN
L, L
AN
L, +
E
VA
L-N
OV
89
Wes
ton,
You
ng, P
oeni
tz, L
ubit
z
92-U
-236
92
31
New
eva
l. B
RC
, +
EV
AL
-NO
V04
L
opez
, Jim
enez
, Mor
illon
, Rom
ain
92-U
-237
92
34
New
eva
l. B
RC
,+
EV
AL
-NO
V04
L
opez
, Jim
enez
, Mor
illon
, Rom
ain
92-U
-238
92
37
New
eva
l. B
RC
, OR
NL
, +
EV
AL
-OC
T04
L
opez
, Jim
enez
, Mor
illon
, Rom
ain
93-N
p-23
5 93
40
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
95
T. N
akag
awa
93-N
p-23
6 93
43
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
93
T. N
akag
awa
93-N
p-23
7 93
46
JEN
DL
3.3
JA
ER
I E
VA
L-J
an01
T
. Nak
agaw
a, O
. Iw
amot
o
93-N
p-23
8 93
49
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
93-N
p-23
9 93
52
JEFF
-3.0
O
RN
L
EV
AL
-DE
C88
R
.Q. W
righ
t
94-P
u-23
6 94
28
JEN
DL
-3.3
JA
ER
I E
VA
L-F
EB
02
O. I
wam
oto
94-P
u-23
7 94
31
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
94-P
u-23
8 94
34
JEFF
-3.0
M
AP
I, JA
ER
I E
VA
L-M
AR
89
T. K
awak
ita,
T. N
akag
awa
94-P
u-23
9 94
37
JEFF
-3.0
B
RC
, CA
D, +
E
VA
L: R
OM
A
In, M
orill
on, D
os S
anto
s, U
zarr
alde
94-P
u-24
0 94
40
JEFF
-3.0
+ N
ew e
val.
BR
C, C
AD
E
VA
L-J
UL
04
Bou
land
, Der
rien
, Mor
illon
, Rom
ain
94-P
u-24
1 94
43
JEFF
-3.0
JA
ER
I E
VA
L-O
CT
87
Y. K
ikuc
hi, N
. Sek
ine,
T. N
akag
awa
94-P
u-24
2 94
46
JEFF
-3.0
E
NE
A, I
JS
EV
AL
-OC
T98
A
. Ven
tura
, S. M
aset
ti, A
. Trk
ov
94-P
u-24
3 94
49
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
94-P
u-24
4 94
52
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
94-P
u-24
6 94
58
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
95
T. N
akag
awa
95-A
m-2
41
9543
V
AL
UA
TIO
N
CA
D, N
EA
, +
EV
AL
-APR
05
Bou
land
, Ber
nard
, Rug
ama,
et a
l.
95-A
m-2
42g
9546
JE
ND
L-3
.3
MIN
SK
, +
EV
AL
-FE
B97
V
.M. M
aslo
v, e
t al.
95-A
m-2
42m
95
47
JEN
DL
-3.3
M
INS
K, B
YE
L
EV
AL
-DE
C96
V
.M. M
aslo
v, e
t al.
95-A
m-2
43
9549
JE
ND
L-3
.3
MIN
SK
, JA
ER
I E
VA
L-J
AN
02
V.M
. Mas
lov,
+, T
. Nak
agaw
a
95-A
m-2
44
9552
JE
ND
L-3
.3
JAE
RI
EV
AL
-MA
R88
T
. Nak
agaw
a
95-A
m-2
44m
95
53
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
88
T. N
akag
awa
96-C
m-2
40
9625
JE
ND
L-3
.3
JAE
RI
EV
AL
-OC
T95
T
. Nak
agaw
a, T
. Liu
96-C
m-2
41
9628
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
46
Tab
le 1
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
(co
nt.)
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
96-C
m-2
42
9631
JE
FF-3
.0
NE
A
RC
OM
-JU
N82
E
. Men
apac
e
96-C
m-2
43
9634
JE
FF-3
.0
JAE
RI
EV
AL
-MA
R89
T
. Nak
agaw
a
96-C
m-2
44
9637
E
ND
F/B
-VI.8
H
ED
L, S
RL
, +
EV
AL
-APR
78
Man
n, B
enja
min
, How
erto
n, e
t al.
96-C
m-2
45
9640
JE
ND
L-3
.3
MIN
SK
,BY
EL
E
VA
L-N
OV
95
V.M
. Mas
lov,
et a
l.
96-C
m-2
46
9643
JE
FF-3
.0
MIN
SK
BY
EL
E
VA
L-F
EB
96
96-C
m-2
47
9646
JE
FF-3
.0
JAE
RI
EV
AL
-MA
R89
T
. Nak
agaw
a, Y
. Kik
uchi
96-C
m-2
48
9649
JE
FF-3
.0
JAE
RI
EV
AL
-MA
R84
Y
. Kik
uchi
, T. N
akag
awa
96-C
m-2
49
9652
JE
ND
L-3
.3
JAE
RI
EV
AL
-OC
T95
T
. Nak
agaw
a, T
. Liu
96-C
m-2
50
9655
JE
ND
L-3
.3
JAE
RI
EV
AL
-OC
T95
T
. Nak
agaw
a, T
. Liu
97-B
k-24
7 97
46
JEN
DL
-3.3
JA
ER
I E
VA
L-J
UN
95
T. N
akag
awa,
T. L
iu
97-B
k-24
9 97
52
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
85
Y. K
ikuc
hi, T
. Nak
agaw
a
97-B
k-25
0 97
55
JEFF
-3.0
JA
ER
I E
VA
L-M
AR
87
T. N
akag
awa
98-C
f-24
9 98
52
JEN
DL
-3.3
JA
ER
I E
VA
L-J
UL
95
T. N
akag
awa,
T. L
iu
98-C
f-25
0 98
55
JEN
DL
-3.3
JA
ER
I E
VA
L-M
AR
86
T. N
akag
awa
98-C
f-25
1 98
58
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
98-C
f-25
2 98
61
JEFF
-3.0
N
EA
R
CO
M-J
UN
82
Scie
ntif
ic C
o-or
dina
tion
Gro
up
98-C
f-25
4 98
67
JEFF
-3.0
T
IT
EV
AL
-AU
G87
N
. Tak
agi
99-E
s-25
3 99
13
JEF-
2.2
NE
A
RC
OM
-JU
N82
Sc
ient
ific
Co-
ordi
nati
on G
roup
99-E
s-25
4 99
14
JEN
DL
-3.3
T
IT
EV
AL
-AU
G87
N
. Tak
agi
99-E
s-25
5 99
16
JEN
DL
-3.3
T
IT
EV
AL
-AU
G87
N
. Tak
agi
100-
Fm-2
55
9936
JE
ND
L-3
.3
TIT
E
VA
L-A
UG
87
N. T
akag
i
47
Tab
le 2
. Ori
gin
of e
valu
atio
ns in
the
JE
FF
-3.1
the
rmal
sca
tter
ing
law
libr
ary
Mat
eria
l M
AT
D
ata
sour
ce
Lab
orat
ory
Eva
luat
ion
Aut
hor(
s)
H(H
2O)
1 N
ew e
val.
IKE
E
VA
L-J
AN
04
J. K
eine
rt, M
. Mat
tes
H(Z
rH)
7 N
ew e
val.
IKE
E
VA
L-J
AN
05
J. K
eine
rt
H(C
aH2)
8
New
eva
l. C
EA
, IL
L
EV
AL
-OC
T04
O
. Ser
ot (
CE
A C
adar
ache
)
D(D
2O)
11
New
eva
l. IK
E
EV
AL
-FE
B04
J.
Kei
nert
, Mat
tes
4 Be
26
JEFF
-3.0
IK
E
EV
AL
-DE
C89
J.
Kei
nert
, M. M
atte
s
Gra
phit
e 31
N
ew e
val.
IKE
E
VA
L-J
AN
05
J. K
eine
rt, M
. Mat
tes
H(C
H2)
37
JE
FF-3
.0
IKE
E
VA
L-S
EP8
1 J.
Kei
nert
, M. M
atte
s 24
Mg
52
New
eva
l. C
EA
E
VA
L-S
EP0
3 C
. Mou
nier
Ca(
CaH
2)
59
New
eva
l. C
EA
, IL
L
EV
AL
-OC
T04
O
. Ser
ot (
CE
A C
adar
ache
)
48
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
1 1 H
45
1 1,
2, 1
02
2
1 2 H
45
1 1-
3, 1
6, 1
02
2
16
1 3 H
45
1 1,
2, 1
6, 1
7 2,
16
16
17
2 3 H
e 45
1 1,
2, 1
02-1
04
2
2 4 H
e 45
1 1,
2
2
3 6 L
i 45
1 1,
2, 4
, 24,
51-
81, 1
02, 1
03, 1
05
2, 2
4, 5
1-81
, 105
24
3 7 L
i 45
1 1,
2, 4
, 16,
24,
25,
28,
51-
53, 9
1, 1
02, 1
04
2, 5
1, 5
2
16, 2
4, 2
5, 2
8, 5
3, 9
1
4 9 B
e 45
1 1,
2, 1
02-1
05, 1
07, 8
75-8
90
2
107,
875
-890
5 10
B
451
1, 2
, 4, 5
1-85
, 102
-104
, 107
, 113
, 600
-605
, 800
, 80
1 2,
51-
85
5 11
B
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-60
, 91,
102
, 103
, 105
, 107
2,
51-
60
16
, 22,
28,
91,
103
, 107
6 na
t C
451
1-5,
28,
51-
62, 9
1, 1
02-1
04, 1
07
2, 2
8, 5
1-62
, 91
28, 9
1 5
7 14
N
451
1, 2
, 4, 5
, 16,
51-
77, 1
02-1
05, 1
07, 1
08, 6
00-6
06,
650-
653,
700
, 701
, 800
-810
2,
51-
77
5,
16
7 15
N
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-57
, 91,
102
-105
, 107
2,
16,
22,
28,
51-
57, 9
1 16
, 22,
28,
91
8 16
O
451
1-5,
16,
22,
23,
28,
32,
41,
44,
45,
51-
57, 9
1,
102-
105,
107
, 108
, 112
, 600
-603
, 650
-669
, 70
0-70
9, 7
49, 8
00-8
03
2, 5
1-57
, 600
-603
, 650
-669
, 70
0-70
9, 8
00-8
03
5,
16,
22,
23,
28,
32,
41,
44,
45,
91,
108
, 11
2, 7
49
8 17
O
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-62
, 91,
102
-104
, 107
2,
16,
22,
28,
51-
62, 9
1 16
, 22,
28,
91
9 19
F 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-71
, 91,
102
-105
, 107
2,
51-
71
16
, 22,
28,
91,
103
, 107
11
22N
a 45
1 1,
2, 4
, 16,
22,
28,
51-
61, 9
1, 1
02-1
04, 1
07, 1
08,
251
2, 1
6, 2
2, 2
8, 5
1-61
, 91
16, 2
2, 2
8, 9
1
11
23N
a 45
1 1,
2, 4
, 16,
22,
28,
51-
77, 9
1, 1
02, 1
03, 1
07, 2
51
2, 1
6, 2
2, 2
8, 5
1-77
, 91
16, 2
2, 2
8, 9
1
12
24M
g 45
1 1,
2, 4
, 16,
22,
28,
51-
61, 9
1, 1
02, 1
03, 1
07
2, 1
6, 2
2, 2
8, 5
1-61
, 91
16, 2
2, 2
8, 9
1
12
25M
g 45
1 1,
2, 4
, 16,
22,
28,
51-
67, 9
1, 1
02, 1
03, 1
07
2, 1
6, 2
2, 2
8, 5
1-67
, 91
16, 2
2, 2
8, 9
1
12
26M
g 45
1 1,
2, 4
, 16,
22,
28,
51-
63, 9
1, 1
02, 1
03, 1
07
2, 1
6, 2
2, 2
8, 5
1-63
, 91
16, 2
2, 2
8, 9
1
13
27A
l 45
1 1-
5, 1
6, 2
2, 2
8, 3
2, 3
3, 4
5, 5
1-89
, 91,
102
-105
, 10
7, 1
08, 1
11, 1
12, 1
17, 6
00-6
19, 6
49-6
69,
699-
710,
749
, 800
-819
, 849
2
5, 1
6, 2
2, 2
8, 3
2, 3
3, 4
5, 5
1-89
, 91,
108
, 111
, 11
2, 1
17, 6
00-6
19, 6
49-6
69, 6
99-7
10, 7
49,
800-
819,
849
14
28
Si
451
1-4,
16,
22,
28,
51-
67, 9
1, 1
02-1
07, 1
11, 6
00-6
13,
649,
800
-815
, 849
2
16
, 22,
28,
51-
67, 9
1, 6
00-6
13, 6
49,
800-
815,
849
14
29
Si
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-79
, 91,
102
, 103
, 107
, 111
, 20
3, 2
07
2, 5
1-79
16, 2
2, 2
8, 9
1, 2
03, 2
07
14
30Si
45
1 1,
2, 4
, 16,
22,
28,
51-
69, 9
1, 1
02, 1
03, 1
07, 1
11,
203,
207
2,
51-
69
16
, 22,
28,
91,
203
, 207
49
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
15
31P
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-56
, 91,
102
, 103
, 107
2,
16,
22,
28,
51-
56, 9
1 16
, 22,
28,
91
16
32S
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-56
, 91,
102
, 103
, 107
2,
16,
22,
28,
51-
56, 9
1 16
, 22,
28,
91
16
33S
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-57
, 91,
102
, 103
, 107
2,
16,
22,
28,
51-
57, 9
1 16
, 22,
28,
91
16
34S
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
2,
16,
22,
28,
51-
55, 9
1 16
, 22,
28,
91
16
36S
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
2,
16,
22,
28,
51-
55, 9
1 16
, 22,
28,
91
17
35C
l 45
1 1,
2, 4
, 16,
22,
28,
32,
51-
80, 9
1, 1
02-1
05, 1
07,
111,
112
, 600
-629
, 649
-680
, 699
-730
, 749
, 80
0-82
0, 8
49
2
16, 2
2, 2
8, 3
2, 5
1-80
, 91,
111
, 112
, 600
-629
, 64
9-68
0, 6
99-7
30, 7
49, 8
00-8
20, 8
49
17
37C
l 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
77, 9
1, 1
02-1
05, 1
07,
649-
661,
699
-715
, 749
, 800
-805
, 849
2
16
, 17,
22,
28,
32,
51-
77, 9
1, 6
49-6
61,
699-
715,
749
, 800
-805
, 849
18
36
Ar
451
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-71
, 91,
102
-104
, 107
, 108
, 25
1, 2
52
2, 1
6, 2
2, 2
8, 5
1-71
, 91
16, 2
2, 2
8, 9
1
18
38A
r 45
1 1,
2, 4
, 16,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07, 1
08,
251,
252
2,
16,
22,
28,
51-
69, 9
1 16
, 22,
28,
91
18
40A
r 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
75, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-75
, 91
16, 1
7, 2
2, 2
8, 9
1
19
39K
45
1 1,
2, 4
, 16,
22,
28,
51-
54, 9
1, 1
02, 1
03, 1
07
2, 1
6, 2
2, 2
8, 5
1-54
, 91
16, 2
2, 2
8, 9
1
19
40K
45
1 1,
2, 4
, 16,
22,
28,
51-
55, 9
1, 1
02, 1
03, 1
07
2, 1
6, 2
2, 2
8, 5
1-55
, 91
16, 2
2, 2
8, 9
1
19
41K
45
1 1,
2, 4
, 16,
22,
28,
51,
52,
91,
102
, 103
, 107
2,
16,
22,
28,
51,
52,
91
16, 2
2, 2
8, 9
1
20
40C
a 45
1 1-
5, 1
6, 2
2, 2
8, 2
9, 4
4, 4
5, 5
1-70
, 91,
102
-108
, 11
1, 1
12, 1
15, 1
17, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
2
5, 1
6, 2
2, 2
8, 2
9, 4
4, 4
5, 5
1-70
, 91,
102
, 108
, 11
1, 1
12, 1
15, 1
17, 6
00-6
10, 6
49-6
55,
699-
705,
749
-755
, 799
-810
, 849
, 20
42
Ca
451
1-5,
16,
22,
28,
29,
32,
51-
70, 9
1, 1
02-1
08, 1
11,
112,
115
, 117
, 600
-610
, 649
-655
, 699
-705
, 74
9-75
5, 7
99-8
10, 8
49
2
5, 1
6, 2
2, 2
8, 2
9, 3
2, 5
1-70
, 91,
102
, 108
, 11
1, 1
12, 1
15, 1
17, 6
00-6
10, 6
49-6
55,
699-
705,
749
-755
, 799
-810
, 849
20
43
Ca
451
1-5,
16,
17,
22,
24,
28,
32,
41,
51-
70, 9
1, 1
02-1
08,
111,
112
, 600
-610
, 649
-655
, 699
-705
, 749
-755
, 79
9-81
0, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 4
1, 5
1-70
, 91,
102
, 10
8, 1
11, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
20
44
Ca
451
1-5,
16,
17,
22,
28,
51-
70, 9
1, 1
02-1
08, 1
11,
600-
610,
649
-655
, 699
-705
, 749
-752
, 800
-810
, 84
9
2
5, 1
6, 1
7, 2
2, 2
8, 5
1-70
, 91,
102
, 108
, 111
, 60
0-61
0, 6
49-6
55, 6
99-7
05, 7
49-7
52,
800-
810,
849
20
46
Ca
451
1-5,
16,
17,
22,
28,
51-
70, 9
1, 1
02-1
05, 1
07,
600-
610,
649
-655
, 699
-705
, 749
, 800
-804
, 849
2
5,
16,
17,
22,
28,
51-
70, 9
1, 1
02, 6
00-6
10,
649-
655,
699
-705
, 749
, 800
-804
, 849
20
48
Ca
451
1-5,
16,
17,
22,
28,
51-
70, 9
1, 1
02-1
05, 1
07,
600-
604,
649
-655
, 699
-705
, 749
, 800
-803
, 849
2
5,
16,
17,
22,
28,
51-
70, 9
1, 1
02, 6
00-6
04,
649-
655,
699
-705
, 749
, 800
-803
, 849
21
45
Sc
451
1-5,
16,
22,
28,
32,
33,
41,
51-
70, 9
1, 1
02-1
08,
111,
112
, 117
, 600
-610
, 649
-655
, 699
-705
, 74
9-75
5, 7
99-8
10, 8
49
2
5, 1
6, 2
2, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
102
, 108
, 11
1, 1
12, 1
17, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
50
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
22
46T
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
2
16, 2
2, 2
8, 5
1-70
, 91,
102
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
22
47T
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
2
16, 2
2, 2
8, 5
1-70
, 91,
102
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
22
48T
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
2
16, 2
2, 2
8, 5
1-70
, 91,
102
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
55, 7
99-8
10, 8
49
22
49T
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
53, 7
99-8
10, 8
49
2
16, 2
2, 2
8, 5
1-70
, 91,
102
, 111
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
53, 7
99-8
10, 8
49
22
50T
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
51, 8
00-8
10, 8
49
2
16, 2
2, 2
8, 5
1-70
, 91,
102
, 600
-610
, 64
9-65
5, 6
99-7
05, 7
49-7
51, 8
00-8
10, 8
49
23
nat V
45
1 1,
2, 4
, 16,
22,
28,
32,
51-
74, 9
1, 1
02-1
07, 1
11,
112
2, 3
2, 5
1-74
32
16
, 22,
28,
91,
103
, 107
24
50C
r 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-56
, 91,
102
-104
, 107
2
16
, 22,
28,
51-
56, 9
1, 1
03, 1
07
24
52C
r 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-60
, 91,
102
-107
2
16
, 22,
28,
51-
60, 9
1, 1
03, 1
07
24
53C
r 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-63
, 91,
102
, 103
, 107
2
16
, 22,
28,
51-
63, 9
1, 1
03, 1
07
24
54C
r 45
1 1-
4, 1
6, 5
1-54
, 91,
102
, 103
, 107
2
16
, 51-
54, 9
1, 1
03, 1
07
25
55M
n 45
1 1,
2, 4
, 16,
22,
28,
51-
66, 9
1, 1
02-1
07, 2
03-2
07
2, 5
1-66
16, 2
2, 2
8, 9
1, 2
03-2
07
26
54Fe
45
1 1-
5, 1
6, 2
2, 2
8, 4
4, 5
1-70
, 91,
102
-108
, 111
, 112
, 11
5, 6
00-6
10, 6
49-6
55, 6
99-7
05, 7
49-7
55,
799-
810,
849
2
5, 1
6, 2
2, 2
8, 4
4, 5
1-70
, 91,
102
, 108
, 111
, 11
2, 1
15, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
26
56
Fe
451
1-5,
16,
22,
28,
51-
82, 9
1, 1
02-1
07, 6
00-6
13, 6
49,
800-
810,
849
2,
51-
82, 6
00-6
13, 8
00-8
10
5,
16,
22,
28,
91,
649
, 849
26
57Fe
45
1 1-
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 4
1, 5
1-70
, 91,
102
-108
, 11
1, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05, 7
49-7
55,
799-
810,
849
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 4
1, 5
1-70
, 91,
102
, 10
8, 1
11, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
26
58
Fe
451
1-5,
16,
17,
22,
28,
51-
70, 9
1, 1
02-1
08, 6
00-6
10,
649-
655,
699
-705
, 749
-752
, 800
-810
, 849
2
5,
16,
17,
22,
28,
51-
70, 9
1, 1
02, 1
08,
600-
610,
649
-655
, 699
-705
, 749
-752
, 80
0-81
0, 8
49
27
58C
o 45
1 1,
2, 4
, 16,
22,
28,
51-
62, 9
1, 1
02-1
04, 1
07, 2
51
2, 1
6, 2
2, 2
8, 5
1-62
, 91
16, 2
2, 2
8, 9
1
27
58mC
o 45
1 1,
2, 4
, 16,
22,
28,
51-
62, 9
1, 1
02-1
04, 1
07, 2
51
2, 1
6, 2
2, 2
8, 5
1-62
, 91
16, 2
2, 2
8, 9
1
27
59C
o 45
1 1,
2, 4
, 16,
22,
28,
32,
33,
51-
69, 9
1, 1
02-1
08, 1
11,
112
2, 1
6, 2
2, 2
8, 3
2, 3
3, 5
1-69
, 91
16, 2
2, 2
8, 3
2, 3
3, 9
1
28
58N
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-58
, 91,
102
-107
, 112
2
16
, 22,
28,
51-
58, 9
1, 1
03, 1
07
28
59N
i 45
1 1-
3, 1
6, 2
2, 2
8, 3
2, 3
4, 1
02-1
07, 1
11
2, 1
6, 2
2, 2
8, 3
2, 3
4 16
, 22,
28,
32,
34
28
60N
i 45
1 1-
4, 1
6, 2
2, 2
8, 5
1-61
, 91,
102
-107
2
16
, 22,
28,
51-
61, 9
1, 1
03, 1
07
28
61N
i 45
1 1-
5, 1
6, 2
8, 5
1-58
, 91,
102
, 103
, 107
, 111
2
5,
16,
28,
51-
58, 9
1, 1
03, 1
07
28
62N
i 45
1 1-
5, 1
6, 2
2, 2
8, 5
1-54
, 91,
102
-104
, 107
2
5,
16,
22,
28,
51-
54, 9
1, 1
03, 1
07
51
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
28
64N
i 45
1 1-
5, 1
6, 2
2, 2
8, 5
1, 5
2, 9
1, 1
02-1
04, 1
07
2
5, 1
6, 2
2, 2
8, 5
1, 5
2, 9
1, 1
03, 1
07
29
63C
u 45
1 1-
5, 1
6, 2
2, 2
8, 5
1-72
, 91,
102
-104
, 106
, 107
2
5,
16,
22,
28,
51-
72, 9
1, 1
03, 1
07
29
65C
u 45
1 1-
5, 1
6, 2
2, 2
8, 5
1-63
, 91,
102
-107
2
5,
16,
22,
28,
51-
63, 9
1, 1
03, 1
07
30
nat Z
n 45
1 1,
2, 4
, 16,
17,
22,
28,
51,
91,
102
, 103
, 105
, 107
, 25
1-25
3 2,
16,
17,
22,
28,
51,
91
16, 1
7, 2
2, 2
8, 9
1
31
nat G
a 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
88, 9
1, 1
02-1
07, 1
11,
251
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-88
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
32
70G
e 45
1 1-
5, 1
6, 2
2, 2
4, 2
8, 2
9, 3
2, 4
4, 4
5, 5
1-70
, 91,
10
2-10
8, 1
11, 1
12, 1
15, 1
17, 6
00-6
10, 6
49-6
55,
699-
705,
749
-755
, 799
-810
, 849
2
5, 1
6, 2
2, 2
4, 2
8, 2
9, 3
2, 4
4, 4
5, 5
1-70
, 91,
10
2, 1
08, 1
11, 1
12, 1
15, 1
17, 6
00-6
10,
649-
655,
699
-705
, 749
-755
, 799
-810
, 849
32
72
Ge
451
1-5,
16,
17,
22,
24,
28,
32,
51-
70, 9
1, 1
02-1
08,
111,
112
, 600
-610
, 649
-655
, 699
-705
, 749
-755
, 79
9-81
0, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 5
1-70
, 91,
102
, 108
, 11
1, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
32
73
Ge
451
1-5,
16,
17,
22,
24,
28,
32,
33,
41,
51-
70, 9
1,
102-
108,
111
, 112
, 600
-610
, 649
-655
, 699
-705
, 74
9-75
5, 7
99-8
10, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2, 1
08, 1
11, 1
12, 6
00-6
10, 6
49-6
55,
699-
705,
749
-755
, 799
-810
, 849
32
74
Ge
451
1-5,
16,
17,
22,
28,
32,
51-
70, 9
1, 1
02-1
07, 1
11,
600-
610,
649
-655
, 699
-705
, 749
-754
, 800
-810
, 84
9
2
5, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-70
, 91,
102
, 111
, 60
0-61
0, 6
49-6
55, 6
99-7
05, 7
49-7
54,
800-
810,
849
32
76
Ge
451
1-5,
16,
17,
22,
28,
51-
70, 9
1, 1
02-1
05, 1
07,
600-
610,
649
-655
, 699
-705
, 749
, 800
-804
, 849
2
5,
16,
17,
22,
28,
51-
70, 9
1, 1
02, 6
00-6
10,
649-
655,
699
-705
, 749
, 800
-804
, 849
33
75
As
451
1, 2
, 4, 5
1-63
, 91,
102
-107
, 111
, 251
-253
2,
51-
63, 9
1 91
34
74Se
45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
34
76Se
45
1 1,
2, 4
, 51-
54, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-54
, 91
91
34
77Se
45
1 1,
2, 4
, 51-
60, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-60
, 91
91
34
78Se
45
1 1,
2, 4
, 51-
59, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-59
, 91
91
34
79Se
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
79, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-79
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
34
80Se
45
1 1,
2, 4
, 51-
58, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-58
, 91
91
34
82Se
45
1 1,
2, 4
, 51-
53, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-53
, 91
91
35
79B
r 45
1 1,
2, 4
, 51-
61, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-61
, 91
91
35
81B
r 45
1 1,
2, 4
, 51-
54, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-54
, 91
91
36
78K
r 45
1 1,
2, 4
, 16,
51-
53, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 5
1-53
, 91
16, 9
1
36
80K
r 45
1 1,
2, 4
, 16,
51-
56, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 5
1-56
, 91
16, 9
1
36
82K
r 45
1 1,
2, 4
, 16,
51-
59, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 5
1-59
, 91
16, 9
1
36
83K
r 45
1 1,
2, 4
, 16,
17,
51-
56, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 1
7, 5
1-56
, 91
16, 1
7, 9
1
52
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
36
84K
r 45
1 1,
2, 4
, 16,
51-
63, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 5
1-63
, 91
16, 9
1
36
85K
r 45
1 1,
2, 4
, 51,
91,
102
-107
, 111
2,
51,
91
91
36
86K
r 45
1 1,
2, 4
, 16,
17,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 1
7, 5
1-64
, 91
16, 1
7, 9
1
37
85R
b 45
1 1,
2, 4
, 51-
53, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-53
, 91
91
37
86R
b 45
1 1,
2, 4
, 51,
91,
102
-107
, 111
2,
51,
91
91
37
87R
b 45
1 1,
2, 4
, 51,
52,
91,
102
-107
, 111
, 251
-253
2,
51,
52,
91
91
38
84Sr
45
1 1,
2, 4
, 91,
102
-107
, 111
2,
91
91
38
86Sr
45
1 1,
2, 4
, 51-
57, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-57
, 91
91
38
87Sr
45
1 1,
2, 4
, 51-
57, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-57
, 91
91
38
88Sr
45
1 1,
2, 4
, 51-
55, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-55
, 91
91
38
89Sr
45
1 1,
2, 4
, 51-
62, 9
1, 1
02-1
07, 1
11
2, 5
1-62
, 91
91
38
90Sr
45
1 1,
2, 4
, 51-
54, 9
1, 1
02-1
07, 1
11
2, 5
1-54
, 91
91
39
89Y
45
1 1,
2, 4
, 16,
22,
28,
51-
62, 9
1, 1
02-1
07
2, 1
6, 2
2, 2
8, 5
1-62
, 91
16, 2
2, 2
8, 9
1
39
90Y
45
1 1,
2, 4
, 51,
52,
91,
102
-107
, 111
2,
51,
52,
91
91
39
91Y
45
1 1,
2, 4
, 51-
58, 9
1, 1
02, 1
04-1
07, 1
11
2, 5
1-58
, 91
91
40
90Z
r 45
1 1-
4, 1
6, 2
2, 2
8, 3
2, 5
1-57
, 91,
102
-107
, 111
, 20
3-20
7 2,
51-
57
16
, 22,
28,
32,
91,
203
-207
40
91Z
r 45
1 1-
4, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-64
, 91,
102
-107
, 20
3-20
7 2,
51-
64
16
, 17,
22,
28,
32,
91,
203
-207
40
92Z
r 45
1 1-
4, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-67
, 91,
102
-105
, 10
7, 2
03-2
05, 2
07
2, 5
1-67
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1, 2
03-2
05, 2
07
40
93Z
r 45
1 1,
2, 4
, 16,
22,
28,
51-
62, 9
1, 1
02-1
07, 1
11, 2
51,
252
2, 1
6, 2
2, 2
8, 5
1-62
, 91
16, 2
2, 2
8, 9
1
40
94Z
r 45
1 1-
4, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-64
, 91,
102
-105
, 107
, 20
3-20
5, 2
07
2, 5
1-64
16, 1
7, 2
2, 2
8, 3
2, 9
1, 2
03-2
05, 2
07
40
95Z
r 45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
40
96Z
r 45
1 1-
4, 1
6, 1
7, 2
2, 2
8, 5
1-57
, 91,
102
-105
, 107
, 20
3-20
5, 2
07
2, 5
1-57
16, 1
7, 2
2, 2
8, 9
1, 2
03-2
05, 2
07
41
93N
b 45
1 1,
2, 4
, 5, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-73
, 91,
10
2-10
5, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-73
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1 5
41
94N
b 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
79, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-79
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
41
95N
b 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
70, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-70
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
42
100 M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
54, 9
1, 1
02-1
05, 1
07,
203-
205,
207
2,
51-
54
16
, 17,
22,
28,
91,
203
-205
, 207
53
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
42
92M
o 45
1 1,
2, 4
, 16,
22,
28,
51-
66, 9
1, 1
02-1
07, 1
11,
203-
207
2, 5
1-66
16, 2
2, 2
8, 9
1, 2
03-2
07
42
94M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
69, 9
1, 1
02-1
07, 1
11,
203-
207
2, 5
1-69
16, 1
7, 2
2, 2
8, 9
1, 2
03-2
07
42
95M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
54, 9
1, 1
02, 1
03, 1
07,
112,
600
, 601
, 649
, 800
-805
, 849
2,
51-
54, 6
00, 6
01, 8
00-8
05
16
, 17,
22,
28,
91,
102
, 649
, 849
42
96M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
67, 9
1, 1
02-1
05, 1
07,
203-
205,
207
2,
51-
67
16
, 17,
22,
28,
91,
203
-205
, 207
42
97M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
63, 9
1, 1
02-1
07, 2
03-2
07
2, 5
1-63
16, 1
7, 2
2, 2
8, 9
1, 2
03-2
07
42
98M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
64, 9
1, 1
02-1
05, 1
07,
203-
205,
207
2,
51-
64
16
, 17,
22,
28,
91,
203
-205
, 207
42
99M
o 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
66, 9
1, 1
02-1
05,
107
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-66
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
43
99T
c 45
1 1-
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2-10
8, 1
11, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
755,
799
-810
, 849
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2, 1
08, 1
11, 1
12, 6
00-6
10, 6
49-6
55,
699-
705,
749
-755
, 799
-810
, 849
44
10
0 Ru
451
1, 2
, 4, 5
1-57
, 91,
102
-107
, 111
, 251
-253
2,
51-
57, 9
1 91
44
101 R
u 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
65, 9
1, 1
02, 1
03, 1
07,
251-
253
2, 1
6, 1
7, 2
2, 2
8, 5
1-65
, 91
16, 1
7, 2
2, 2
8, 9
1
44
102 R
u 45
1 1,
2, 4
, 51-
69, 9
1, 1
02-1
07, 1
11
2, 5
1-69
, 91
91
44
103 R
u 45
1 1,
2, 4
, 16,
51-
89, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-89
, 91
16, 9
1
44
104 R
u 45
1 1,
2, 4
, 51,
52,
91,
102
-107
, 111
, 251
-253
2,
51,
52,
91
91
44
105 R
u 45
1 1,
2, 4
, 51-
59, 9
1, 1
02-1
07, 1
11
2, 5
1-59
, 91
91
44
106 R
u 45
1 1,
2, 4
, 51-
54, 9
1, 1
02-1
07, 1
11
2, 5
1-54
, 91
91
44
96R
u 45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
44
98R
u 45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
44
99R
u 45
1 1,
2, 4
, 51-
62, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-62
, 91
91
45
103 R
h 45
1 1-
5, 1
1, 1
6, 1
7, 2
2, 2
4, 2
5, 2
8, 2
9, 3
2-34
, 37,
41,
42
, 44,
45,
51-
65, 9
1, 1
02-1
08, 1
11, 1
12, 1
15-1
17,
600-
615,
649
-665
, 699
-715
, 749
-765
, 799
-815
, 84
9
2
5, 1
1, 1
6, 1
7, 2
2, 2
4, 2
5, 2
8, 2
9, 3
2-34
, 37,
41
, 42,
44,
45,
51-
65, 9
1, 1
08, 1
11, 1
12,
115-
117,
600
-615
, 649
-665
, 699
-715
, 74
9-76
5, 7
99-8
15, 8
49
45
105 R
h 45
1 1,
2, 4
, 51-
53, 9
1, 1
02
2, 5
1-53
, 91
91
46
102 Pd
45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
46
104 Pd
45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
46
105 Pd
45
1 1,
2, 4
, 16,
51-
91, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-91
16
, 91
46
106 Pd
45
1 1,
2, 4
, 16,
51-
70, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-70
, 91
16, 9
1
54
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
46
107 Pd
45
1 1,
2, 4
, 16,
51-
67, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-67
, 91
16, 9
1
46
108 Pd
45
1 1,
2, 4
, 16,
51-
60, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-60
, 91
16, 9
1
46
110 Pd
45
1 1,
2, 4
, 16,
51-
60, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-60
, 91
16, 9
1
47
107 A
g 45
1 1,
2, 4
, 16,
51-
56, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 5
1-56
, 91
16, 9
1
47
109 A
g 45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
47
110m
Ag
451
1, 2
, 4, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-79
, 91,
102
-107
2,
16,
17,
22,
28,
32,
33,
51-
79, 9
1 16
, 17,
22,
28,
32,
33,
91
47
111 A
g 45
1 1,
2, 4
, 51-
60, 9
1, 1
02-1
07, 1
11
2, 5
1-60
, 91
91
48
106 C
d 45
1 1,
2, 4
, 16,
22,
28,
32,
33,
51-
55, 9
1, 1
02-1
07
2, 1
6, 2
2, 2
8, 3
2, 3
3, 5
1-55
, 91
16, 2
2, 2
8, 3
2, 3
3, 9
1
48
108 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
60, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-60
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
110 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
64, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-64
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
111 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
61, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-61
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
112 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
58, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-58
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
113 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
62, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-62
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
114 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
60, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-60
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
48
115m
Cd
451
1, 2
, 4, 9
1, 1
02-1
07, 1
11
2, 9
1 91
48
116 C
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
56, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-56
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
49
113 In
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
74, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-74
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
49
115 In
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
63, 9
1, 1
02-1
05,
107
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-63
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
50
112 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
73, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 2
2, 2
8, 5
1-73
, 91
16, 1
7, 2
2, 2
8, 9
1
50
114 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
76, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-76
, 91
16, 1
7, 2
2, 2
8, 9
1
50
115 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
66, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-66
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
50
116 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
60, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-60
, 91
16, 1
7, 2
2, 2
8, 9
1
50
117 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
62, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-62
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
50
118 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
57, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-57
, 91
16, 1
7, 2
2, 2
8, 9
1
50
119 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
70, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-70
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
50
120 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
66, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-66
, 91
16, 1
7, 2
2, 2
8, 9
1
50
122 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
59, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-59
, 91
16, 1
7, 2
2, 2
8, 9
1
50
123 Sn
45
1 1,
2, 4
, 51-
59, 9
1, 1
02-1
07, 1
11
2, 5
1-59
, 91
91
50
124 Sn
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
70, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-70
, 91
16, 1
7, 2
2, 2
8, 9
1
50
125 Sn
45
1 1,
2, 4
, 51-
53, 9
1, 1
02-1
07, 1
11
2, 5
1-53
, 91
91
55
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
50
126 Sn
45
1 1,
2, 4
, 51-
60, 9
1, 1
02-1
07, 1
11
2, 5
1-60
, 91
91
51
121 Sb
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
63, 9
1, 1
02-1
05, 1
07,
203-
205,
207
2,
51-
63
16
, 17,
22,
28,
91,
203
-205
, 207
51
123 Sb
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
58, 9
1, 1
02-1
05, 1
07,
203-
205,
207
2,
51-
58
16
, 17,
22,
28,
91,
203
-205
, 207
51
124 Sb
45
1 1,
2, 4
, 51-
58, 9
1, 1
02-1
05, 1
07, 1
11
2, 5
1-58
, 91
91
51
125 Sb
45
1 1,
2, 4
, 51-
69, 9
1, 1
02-1
07, 1
11
2, 5
1-69
, 91
91
51
126 Sb
45
1 1,
2, 4
, 51-
55, 9
1, 1
02-1
07, 1
11
2, 5
1-55
, 91
91
52
120 T
e 45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
52
122 T
e 45
1 1,
2, 4
, 51-
54, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-54
, 91
91
52
123 T
e 45
1 1,
2, 4
, 51-
58, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-58
, 91
91
52
124 T
e 45
1 1,
2, 4
, 51-
61, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-61
, 91
91
52
125 T
e 45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-56
, 91
91
52
126 T
e 45
1 1,
2, 4
, 51-
63, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-63
, 91
91
52
127m
Te
451
1, 2
, 4, 9
1, 1
02
2, 9
1 91
52
128 T
e 45
1 1,
2, 4
, 51-
59, 9
1, 1
02-1
07, 1
11, 2
51
2, 5
1-59
, 91
91
52
129m
Te
451
1, 2
, 4, 9
1, 1
02-1
07, 1
11
2, 9
1 91
52
130 T
e 45
1 1,
2, 4
, 51-
60, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-60
, 91
91
52
132 T
e 45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
07, 1
11
2, 5
1-56
, 91
91
53
127 I
451
1-5,
11,
16,
17,
22,
24,
25,
28,
32-
34, 3
7, 4
1, 4
2,
44, 4
5, 5
1-65
, 91,
102
-108
, 111
, 112
, 115
-117
, 60
0-61
5, 6
49-6
65, 6
99-7
15, 7
49-7
65, 7
99-8
15,
849
2
5, 1
1, 1
6, 1
7, 2
2, 2
4, 2
5, 2
8, 3
2-34
, 37,
41,
42
, 44,
45,
51-
65, 9
1, 1
08, 1
11, 1
12,
115-
117,
600
-615
, 649
-665
, 699
-715
, 74
9-76
5, 7
99-8
15, 8
49
53
129 I
451
1-5,
11,
16,
17,
22,
24,
25,
28,
32-
34, 3
7, 4
1, 4
2,
44, 4
5, 5
1-65
, 91,
102
-107
, 111
, 112
, 115
-117
, 60
0-61
5, 6
49-6
65, 6
99-7
15, 7
49-7
65, 7
99-8
05,
849
2
5, 1
1, 1
6, 1
7, 2
2, 2
4, 2
5, 2
8, 3
2-34
, 37,
41,
42
, 44,
45,
51-
65, 9
1, 1
11, 1
12, 1
15-1
17,
600-
615,
649
-665
, 699
-715
, 749
-765
, 79
9-80
5, 8
49
53
130 I
451
1, 2
, 4, 9
1, 1
02-1
07, 1
11
2, 9
1 91
53
131 I
451
1, 2
, 4, 5
1-54
, 91,
102
-107
, 111
2,
51-
54, 9
1 91
53
135 I
451
1, 2
, 4, 9
1, 1
02
2, 9
1 91
54
124 X
e 45
1 1,
2, 4
, 16,
17,
51-
54, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-54
, 91
16, 1
7, 9
1
54
126 X
e 45
1 1,
2, 4
, 16,
17,
51-
54, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-54
, 91
16, 1
7, 9
1
54
128 X
e 45
1 1,
2, 4
, 16,
17,
51-
53, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-53
, 91
16, 1
7, 9
1
54
129 X
e 45
1 1,
2, 4
, 16,
17,
51-
56, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-56
, 91
16, 1
7, 9
1
56
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
54
130 X
e 45
1 1,
2, 4
, 16,
17,
51-
56, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-56
, 91
16, 1
7, 9
1
54
131 X
e 45
1 1,
2, 4
, 16,
17,
51-
56, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 1
7, 5
1-56
, 91
16, 1
7, 9
1
54
132 X
e 45
1 1,
2, 4
, 16,
17,
51-
54, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 1
7, 5
1-54
, 91
16, 1
7, 9
1
54
133 X
e 45
1 1,
2, 4
, 51,
91,
102
-107
, 111
2,
51,
91
91
54
134 X
e 45
1 1,
2, 4
, 16,
17,
51-
53, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 1
6, 1
7, 5
1-53
, 91
16, 1
7, 9
1
54
135 X
e 45
1 1,
2, 4
, 51,
91,
102
2,
51,
91
91
54
136 X
e 45
1 1,
2, 4
, 16,
17,
51-
53, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 5
1-53
, 91
16, 1
7, 9
1
55
133 C
s 45
1 1,
2, 4
, 16,
51-
55, 9
1, 1
02, 1
03, 1
07
2, 1
6, 5
1-55
, 91
16, 9
1
55
134 C
s 45
1 1,
2, 4
, 51-
55, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-55
, 91
91
55
135 C
s 45
1 1,
2, 4
, 16,
51-
68, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-68
, 91
16, 9
1
55
136 C
s 45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
55
137 C
s 45
1 1,
2, 4
, 16,
51-
60, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-60
, 91
16, 9
1
56
130 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
57, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-57
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
56
132 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
60, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-60
, 91
16, 1
7, 2
2, 2
8, 9
1
56
134 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
63, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-63
, 91
16, 1
7, 2
2, 2
8, 9
1
56
135 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
57, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-57
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
56
136 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
60, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-60
, 91
16, 1
7, 2
2, 2
8, 9
1
56
137 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
58, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-58
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
56
138 B
a 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
69, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-69
, 91
16, 1
7, 2
2, 2
8, 9
1
56
140 B
a 45
1 1,
2, 4
, 16,
17,
91,
102
-107
, 111
, 251
, 252
2,
16,
17,
91
16, 1
7, 9
1
57
138 L
a 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
65, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-65
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
57
139 L
a 45
1 1,
2, 4
, 16,
51-
73, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-73
, 91
16, 9
1
57
140 L
a 45
1 1,
2, 4
, 51-
56, 9
1, 1
02, 1
04-1
07, 1
11
2, 5
1-56
, 91
91
58
140 C
e 45
1 1,
2, 4
, 51-
58, 9
1, 1
02-1
07, 1
11
2, 5
1-58
, 91
91
58
141 C
e 45
1 1,
2, 4
, 16,
51-
62, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-62
, 91
16, 9
1
58
142 C
e 45
1 1,
2, 4
, 16,
17,
51-
56, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 1
7, 5
1-56
, 91
16, 1
7, 9
1
58
143 C
e 45
1 1,
2, 4
, 91,
102
-107
, 111
2,
91
91
58
144 C
e 45
1 1,
2, 4
, 16,
17,
51-
68, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 1
7, 5
1-68
, 91
16, 1
7, 9
1
59
141 Pr
45
1 1,
2, 4
, 16,
51-
74, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-74
, 91
16, 9
1
59
142 Pr
45
1 1,
2, 4
, 91,
102
-107
, 111
2,
91
91
57
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
59
143 Pr
45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
07, 1
11
2, 5
1-56
, 91
91
60
142 N
d 45
1 1,
2, 4
, 51-
58, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-58
, 91
91
60
143 N
d 45
1 1,
2, 4
, 16,
51-
76, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-76
, 91
16, 9
1
60
144 N
d 45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
60
145 N
d 45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
60
146 N
d 45
1 1,
2, 4
, 16,
51-
63, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-63
, 91
16, 9
1
60
147 N
d 45
1 1,
2, 4
, 51-
53, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-53
, 91
91
60
148 N
d 45
1 1,
2, 4
, 16,
51-
57, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-57
, 91
16, 9
1
60
150 N
d 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
59, 9
1, 1
02-1
07, 1
11,
251-
253
2, 1
6, 1
7, 2
2, 2
8, 5
1-59
, 91
16, 1
7, 2
2, 2
8, 9
1
61
147 Pm
45
1 1,
2, 4
, 16,
51-
61, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-61
, 91
16, 9
1
61
148 Pm
45
1 1,
2, 4
, 91,
102
2,
91
91
61
148m
Pm
451
1, 2
, 4, 9
1, 1
02, 2
51-2
53
2, 9
1 91
61
149 Pm
45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
07, 1
11
2, 5
1-56
, 91
91
61
151 Pm
45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
07, 1
11
2, 5
1-56
, 91
91
62
144 Sm
45
1 1,
2, 4
, 91,
102
-107
, 111
, 251
-253
2,
91
91
62
147 Sm
45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-64
, 91
16, 9
1
62
148 Sm
45
1 1,
2, 4
, 51-
66, 9
1, 1
02-1
07, 1
11
2, 5
1-66
, 91
91
62
149 Sm
45
1 1,
2, 4
, 16,
17,
51-
60, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-60
, 91
16, 1
7, 9
1
62
150 Sm
45
1 1,
2, 4
, 51-
66, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-66
, 91
91
62
151 Sm
45
1 1,
2, 4
, 16,
51-
91, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-91
16
, 91
62
152 Sm
45
1 1,
2, 4
, 16,
51-
63, 9
1, 1
02-1
07, 1
11, 2
51, 2
52
2, 1
6, 5
1-63
, 91
16, 9
1
62
153 Sm
45
1 1,
2, 4
, 51-
62, 9
1, 1
02-1
07, 1
11
2, 5
1-62
, 91
91
62
154 Sm
45
1 1,
2, 4
, 51-
69, 9
1, 1
02-1
07, 1
11, 2
51-2
53
2, 5
1-69
, 91
91
63
151 E
u 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
59, 9
1, 1
02-1
07, 1
11
2, 1
6, 1
7, 2
2, 2
8, 5
1-59
, 91
16, 1
7, 2
2, 2
8, 9
1
63
152 E
u 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
61, 9
1, 1
02-1
07,
251
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-61
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
63
153 E
u 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
61, 9
1, 1
02, 1
03, 1
07,
251
2, 1
6, 1
7, 2
2, 2
8, 5
1-61
, 91
16, 1
7, 2
2, 2
8, 9
1
63
154 E
u 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
55, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-55
, 91
16, 1
7, 2
2, 2
8, 9
1
63
155 E
u 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
59, 9
1, 1
02-1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-59
, 91
16, 1
7, 2
2, 2
8, 9
1
63
156 E
u 45
1 1,
2, 4
, 51-
55, 9
1, 1
02-1
07, 1
11
2, 5
1-55
, 91
91
58
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
63
157 E
u 45
1 1,
2, 4
, 91,
102
2,
91
91
64
152 G
d 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
33,
51-
79, 9
1, 1
02-1
07,
251
2, 1
6, 1
7, 2
2, 2
8, 3
2, 3
3, 5
1-79
, 91
16, 1
7, 2
2, 2
8, 3
2, 3
3, 9
1
64
154 G
d 45
1 1,
2, 4
, 51-
65, 9
1, 1
02-1
07, 1
11
2, 5
1-65
, 91
91
64
155 G
d 45
1 1,
2, 4
, 51-
79, 9
1, 1
02-1
07, 1
11, 2
51
2, 5
1-79
, 91
91
64
156 G
d 45
1 1,
2, 4
, 16,
51-
64, 9
1, 1
02-1
07, 1
11
2, 1
6, 5
1-64
, 91
16, 9
1
64
157 G
d 45
1 1,
2, 4
, 51-
78, 9
1, 1
02-1
07, 1
11, 2
51
2, 5
1-78
, 91
91
64
158 G
d 45
1 1,
2, 4
, 51-
61, 9
1, 1
02-1
07, 1
11
2, 5
1-61
, 91
91
64
160 G
d 45
1 1,
2, 4
, 51-
56, 9
1, 1
02-1
05, 1
07
2, 5
1-56
, 91
91
65
159 T
b 45
1 1,
2, 4
, 16,
51-
66, 9
1, 1
02, 2
51, 2
52
2, 1
6, 5
1-66
, 91
16, 9
1
65
160 T
b 45
1 1,
2, 4
, 91,
102
, 251
-253
2,
91
91
66
160 D
y 45
1 1,
2, 4
, 51-
64, 9
1, 1
02, 2
51-2
53
2, 5
1-64
, 91
91
66
161 D
y 45
1 1,
2, 4
, 51-
57, 9
1, 1
02
2, 5
1-57
, 91
91
66
162 D
y 45
1 1,
2, 4
, 51-
56, 9
1, 1
02
2, 5
1-56
, 91
91
66
163 D
y 45
1 1,
2, 4
, 51-
56, 9
1, 1
02
2, 5
1-56
, 91
91
66
164 D
y 45
1 1,
2, 4
, 16,
17,
51-
62, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-62
, 91
16, 1
7, 9
1
67
165 H
o 45
1 1,
2, 4
, 16,
17,
37,
51-
63, 9
1, 1
02
2, 1
6, 1
7, 3
7, 5
1-63
, 91
16, 1
7, 3
7, 9
1
68
162 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
67, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-67
, 91
16, 1
7, 2
2, 2
8, 9
1
68
164 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
66, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-66
, 91
16, 1
7, 2
2, 2
8, 9
1
68
166 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
74, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-74
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
68
167 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
73, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-73
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
68
168 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
79, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-79
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
68
170 E
r 45
1 1,
2, 4
, 16,
17,
22,
28,
32,
51-
64, 9
1, 1
02-1
05, 1
07
2, 1
6, 1
7, 2
2, 2
8, 3
2, 5
1-64
, 91
16, 1
7, 2
2, 2
8, 3
2, 9
1
71
175 L
u 45
1 1,
2, 4
, 16,
17,
51-
58, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-58
, 91
16, 1
7, 9
1
71
176 L
u 45
1 1,
2, 4
, 16,
17,
51-
58, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-58
, 91
16, 1
7, 9
1
72
174 H
f 45
1 1,
2, 4
, 16,
17,
51-
68, 9
1, 1
02
2, 1
6, 1
7, 5
1-68
, 91
16, 1
7, 9
1
72
176 H
f 45
1 1,
2, 4
, 16,
17,
51-
73, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-73
, 91
16, 1
7, 9
1
72
177 H
f 45
1 1,
2, 4
, 16,
17,
51-
66, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-66
, 91
16, 1
7, 9
1
72
178 H
f 45
1 1,
2, 4
, 16,
17,
51-
71, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-71
, 91
16, 1
7, 9
1
72
179 H
f 45
1 1,
2, 4
, 16,
17,
51-
62, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-62
, 91
16, 1
7, 9
1
72
180 H
f 45
1 1,
2, 4
, 16,
17,
51-
61, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 5
1-61
, 91
16, 1
7, 9
1
59
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
73
181 T
a 45
1 1,
2, 4
, 16,
17,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 2
8, 5
1-64
, 91
16, 1
7, 2
8, 9
1
73
182 T
a 45
1 1,
2, 4
, 16,
17,
51-
58, 9
1, 1
02, 1
07, 2
51-2
53
2, 1
6, 1
7, 5
1-58
, 91
16, 1
7, 9
1
74
182 W
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
70, 9
1, 1
02-1
04, 1
07,
203,
204
, 207
2,
51-
70
16
, 17,
22,
28,
91,
203
, 204
, 207
74
183 W
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
60, 9
1, 1
02-1
04, 1
07,
203,
204
, 207
2,
51-
60
16
, 17,
22,
28,
91,
203
, 204
, 207
74
184 W
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
60, 9
1, 1
02-1
04, 1
07,
203,
204
, 207
2,
51-
60
16
, 17,
22,
28,
91,
203
, 204
, 207
74
186 W
45
1 1,
2, 4
, 16,
17,
22,
28,
51-
62, 9
1, 1
02-1
04, 1
07,
203,
204
, 207
2,
51-
62
16
, 17,
22,
28,
91,
203
, 204
, 207
75
185 R
e 45
1 1,
2, 4
, 16,
17,
51-
59, 9
1, 1
02
2, 1
6, 1
7, 5
1-59
, 91
16, 1
7, 9
1
75
187 R
e 45
1 1,
2, 4
, 16,
17,
51-
66, 9
1, 1
02
2, 1
6, 1
7, 5
1-66
, 91
16, 1
7, 9
1
76
nat O
s 45
1 1,
2, 4
, 16,
17,
51-
67, 9
1, 1
02, 1
03, 1
07, 2
51-2
53
2, 1
6, 1
7, 5
1-67
, 91
16, 1
7, 9
1
77
191 Ir
45
1 1,
2, 4
, 16,
17,
51-
54, 9
1, 1
02, 1
03, 1
07, 2
51-2
53
2, 1
6, 1
7, 5
1-54
, 91
16, 1
7, 9
1
77
193 Ir
45
1 1,
2, 4
, 16,
17,
51-
54, 9
1, 1
02, 1
03, 1
07, 2
51-2
53
2, 1
6, 1
7, 5
1-54
, 91
16, 1
7, 9
1
78
nat Pt
45
1 1,
2, 4
, 16,
17,
91,
102
, 251
-253
2,
16,
17,
91
16, 1
7, 9
1
79
197 A
u 45
1 1,
2, 4
, 16,
17,
37,
51-
63, 9
1, 1
02, 1
03, 1
07
2, 1
6, 1
7, 3
7, 5
1-63
, 91
16, 1
7, 3
7, 9
1
80
196 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
70, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-70
, 91
16, 1
7, 2
2, 2
8, 9
1
80
198 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-69
, 91
16, 1
7, 2
2, 2
8, 9
1
80
199 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
63, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-63
, 91
16, 1
7, 2
2, 2
8, 9
1
80
200 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
84, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-84
, 91
16, 1
7, 2
2, 2
8, 9
1
80
201 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
63, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-63
, 91
16, 1
7, 2
2, 2
8, 9
1
80
202 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-69
, 91
16, 1
7, 2
2, 2
8, 9
1
80
204 H
g 45
1 1,
2, 4
, 16,
17,
22,
28,
51-
68, 9
1, 1
02-1
04, 1
07
2, 1
6, 1
7, 2
2, 2
8, 5
1-68
, 91
16, 1
7, 2
2, 2
8, 9
1
81
nat T
l 45
1 1-
4, 1
6, 1
7, 2
2, 2
8, 5
1-66
, 91,
102
-105
, 107
2,
51-
66
16
, 17,
22,
28,
91
82
204 Pb
45
1 1-
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-71
, 91,
10
2-10
7, 1
11, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
753,
799
-810
, 849
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-71
, 91,
10
2, 1
11, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
753,
799
-810
, 849
82
20
6 Pb
451
1-5,
16,
17,
22,
24,
28,
32,
33,
41,
51-
75, 9
1,
102-
105,
107
, 108
, 600
-610
, 649
-655
, 699
-705
, 74
9, 8
00-8
10, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-75
, 91,
10
2, 1
08, 6
00-6
10, 6
49-6
55, 6
99-7
05, 7
49,
800-
810,
849
82
20
7 Pb
451
1-5,
16,
17,
22,
24,
28,
32,
33,
41,
51-
70, 9
1,
102-
105,
107
, 600
-610
, 649
-655
, 699
-705
, 749
, 80
0-81
0, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2, 6
00-6
10, 6
49-6
55, 6
99-7
05, 7
49,
800-
810,
849
60
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
82
208 Pb
45
1 1-
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2-10
5, 1
07, 6
00-6
07, 6
49-6
55, 6
99-7
05, 7
49,
800-
810,
849
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2, 6
00-6
07, 6
49-6
55, 6
99-7
05, 7
49,
800-
810,
849
83
20
9 Bi
451
1-5,
16,
17,
22,
24,
28,
32,
33,
41,
51-
70, 9
1,
102-
108,
112
, 600
-610
, 649
-655
, 699
-705
, 74
9-75
4, 7
99-8
10, 8
49
2
5, 1
6, 1
7, 2
2, 2
4, 2
8, 3
2, 3
3, 4
1, 5
1-70
, 91,
10
2, 1
08, 1
12, 6
00-6
10, 6
49-6
55, 6
99-7
05,
749-
754,
799
-810
, 849
88
22
3 Ra
451,
452
1,
2, 4
, 16-
18, 3
7, 5
1-64
, 91,
102
2,
16-
18, 3
7, 5
1-64
, 91
16-1
8, 3
7, 9
1
88
224 R
a 45
1 1,
2, 4
, 16,
17,
37,
51-
61, 9
1, 1
02
2, 1
6, 1
7, 3
7, 5
1-61
, 91
16, 1
7, 3
7, 9
1
88
225 R
a 45
1 1,
2, 4
, 16,
17,
37,
51-
56, 9
1, 1
02
2, 1
6, 1
7, 3
7, 5
1-56
, 91
16, 1
7, 3
7, 9
1
88
226 R
a 45
1, 4
52
1, 2
, 4, 1
6-18
, 37,
51-
66, 9
1, 1
02
2, 1
6-18
, 37,
51-
66, 9
1 16
-18,
37,
91
89
225 A
c 45
1 1,
2, 4
, 16,
17,
37,
51,
91,
102
2,
16,
17,
37,
51,
91
16, 1
7, 3
7, 9
1
89
226 A
c 45
1 1,
2, 4
, 16,
17,
37,
91,
102
2,
16,
17,
37,
91
16, 1
7, 3
7, 9
1 ,
89
227 A
c 45
1, 4
52
1, 2
, 4, 1
6-18
, 37,
51-
59, 9
1, 1
02
2, 1
6-18
, 37,
51-
59, 9
1 16
-18,
37,
91
90
227 T
h 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
91,
102
2,
16-
18, 3
7, 9
1 16
-18,
37,
91,
455
90
228 T
h 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
62, 9
1, 1
02
2, 1
6-18
, 51-
62, 9
1 16
-18,
91
90
229 T
h 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51-
54, 9
1, 1
02, 2
51
2, 1
6-18
, 37,
51-
54, 9
1 16
-18,
37,
91,
455
90
230 T
h 45
1, 4
52, 4
58
1, 2
, 4, 1
6-18
, 51-
67, 9
1, 1
02, 2
51-2
53
2, 1
6-18
, 51-
67, 9
1 16
-18,
91
90
232 T
h 45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
21, 3
7, 3
8, 5
1-81
, 91,
102
2,
16-
21, 3
7, 3
8, 5
1-81
, 91
16-2
1, 3
7, 3
8, 9
1, 4
55
90
233 T
h 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
65, 9
1, 1
02
2, 1
6-18
, 51-
65, 9
1 16
-18,
91
90
234 T
h 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
67, 9
1, 1
02
2, 1
6-18
, 51-
67, 9
1 16
-18,
91
91
231 Pa
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
62, 9
1, 1
02, 2
51-2
53
2, 1
6-18
, 51-
62, 9
1 16
-18,
91,
455
91
232 Pa
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
91,
102
2,
16-
18, 3
7, 9
1 16
-18,
37,
91
91
233 Pa
45
1, 4
52, 4
58
1, 2
, 4, 1
6-18
, 51-
55, 9
1, 1
02, 2
51-2
53
2, 1
6-18
, 51-
55, 9
1 16
-18,
91
92
232 U
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
63, 9
1, 1
02, 2
51-2
53
2, 1
6-18
, 51-
63, 9
1 16
-18,
91,
455
92
233 U
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 5
1-69
, 91,
102
2,
16-
18, 5
1-69
, 91
16-1
8, 9
1, 4
55
92
234 U
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
21, 3
8, 5
1-86
, 91,
102
2,
16-
21, 3
8, 5
1-86
, 91
16-2
1, 3
8, 9
1, 4
55
61
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
92
235 U
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
21, 3
7, 3
8, 5
1-84
, 91,
102
2,
18,
51-
84
18, 4
55
16, 1
7, 3
7, 9
1
92
236 U
45
1, 4
52, 4
55,
456,
458
1-
4, 1
6-21
, 37,
38,
51-
81, 9
1, 1
02
2, 1
8, 5
1-81
18
, 455
16
, 17,
37,
91
92
237 U
45
1, 4
52, 4
55,
456
1-4,
16-
21, 3
7, 3
8, 5
1-84
, 91,
102
2,
18,
51-
84
18, 4
55
16, 1
7, 3
7, 9
1
92
238 U
45
1, 4
52, 4
55,
456,
458
1-
4, 1
6-21
, 37,
38,
51-
91, 1
02
2, 1
8, 5
1-90
18
, 455
16
, 17,
37,
91
93
235 N
p 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
66, 9
1, 1
02
2, 1
6-18
, 51-
66, 9
1 16
-18,
91
93
236 N
p 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
54, 9
1, 1
02
2, 1
6-18
, 51-
54, 9
1 16
-18,
91
93
237 N
p 45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 3
7, 5
1-82
, 91,
102
2,
18,
51-
82
18, 4
55
16, 1
7, 3
7, 9
1
93
238 N
p 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 91,
102
2,
16-
18, 9
1 16
-18,
91,
455
93
239 N
p 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
58, 9
1, 1
02
2, 1
6-18
, 51-
58, 9
1 16
-18,
91
94
236 Pu
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 5
1-54
, 91,
102
2,
16-
18, 5
1-54
, 91
16-1
8, 9
1
94
237 Pu
45
1, 4
52, 4
58
1, 2
, 4, 1
6-20
, 51-
60, 9
1, 1
02, 2
51-2
53
2, 1
6-20
, 51-
60, 9
1 16
-20,
91
94
238 Pu
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 5
1-78
, 91,
102
, 251
2,
16-
18, 5
1-78
, 91
16-1
8, 9
1, 4
55
94
239 Pu
45
1, 4
52, 4
55,
456,
458
1-
4, 1
6-18
, 37,
51-
77, 9
1, 1
02
2, 1
6-18
, 37,
51-
77, 9
1 16
-18,
37,
91,
455
94
240 Pu
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 3
7, 5
1-74
, 91,
102
2,
16-
18, 3
7, 5
1-74
, 91
16-1
8, 3
7, 9
1, 4
55
94
241 Pu
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 3
7, 5
1-61
, 91,
102
, 251
2,
16-
18, 3
7, 5
1-61
, 91
16-1
8, 3
7, 9
1, 4
55
94
242 Pu
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 3
7, 5
1-70
, 91,
102
, 251
2,
16-
18, 3
7, 5
1-70
, 91
16-1
8, 3
7, 9
1, 4
55
94
243 Pu
45
1, 4
52
1, 2
, 4, 1
6-18
, 37,
91,
102
, 251
-253
2,
16-
18, 3
7, 9
1 16
-18,
37,
91
94
244 Pu
45
1, 4
52, 4
58
1, 2
, 4, 1
6-20
, 37,
51-
55, 9
1, 1
02, 2
51-2
53
2, 1
6-20
, 37,
51-
55, 9
1 16
-20,
37,
91
94
246 Pu
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51,
52,
91,
102
2,
16-
18, 5
1, 5
2, 9
1 16
-18,
91
95
241 A
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-18
, 51-
60, 9
1, 1
02
2, 1
6-18
, 51-
60, 9
1 16
-18,
91,
455
95
242 A
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
21, 5
1-75
, 91,
102
2,
16-
21, 5
1-75
, 91
16-2
1, 9
1
62
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
95
242m
Am
45
1, 4
52, 4
55,
456,
458
1,
2, 4
, 16-
18, 5
1-75
, 91,
102
2,
16-
18, 5
1-75
, 91
16-1
8, 9
1, 4
55
95
243 A
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-18
, 51-
60, 9
1, 1
02
2, 1
6-18
, 51-
60, 9
1 16
-18,
91,
455
95
244 A
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 3
7, 5
1-75
, 91,
102
2,
16-
18, 3
7, 5
1-75
, 91
16-1
8, 3
7, 9
1
95
244m
Am
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51-
75, 9
1, 1
02
2, 1
6-18
, 37,
51-
75, 9
1 16
-18,
37,
91
96
240 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 5
1, 9
1, 1
02
2, 1
6-18
, 51,
91
16-1
8, 9
1
96
241 C
m
451,
452
, 458
1,
2, 4
, 16-
20, 5
1-54
, 91,
102
, 251
-253
2,
16-
20, 5
1-54
, 91
16-2
0, 9
1
96
242 C
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-18
, 51-
53, 9
1, 1
02, 2
51
2, 1
6-18
, 51-
53, 9
1 16
-18,
91,
455
96
243 C
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-18
, 37,
51-
62, 9
1, 1
02, 2
51
2, 1
6-18
, 37,
51-
62, 9
1 16
-18,
37,
91,
455
96
244 C
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-20
, 51-
53, 9
1, 1
02
2, 1
6-20
, 51-
53, 9
1 16
-20,
91,
455
96
245 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 5
1-67
, 91,
102
2,
16-
18, 5
1-67
, 91
16-1
8, 9
1, 4
55
96
246 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
21, 5
1-70
, 91,
102
2,
16-
21, 5
1-70
, 91
16-2
1, 9
1, 4
55
96
247 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 3
7, 5
1-65
, 91,
102
, 251
2,
16-
18, 3
7, 5
1-65
, 91
16-1
8, 3
7, 9
1
96
248 C
m
451,
452
, 455
, 45
6, 4
58
1, 2
, 4, 1
6-18
, 37,
51-
58, 9
1, 1
02, 2
51
2, 1
6-18
, 37,
51-
58, 9
1 16
-18,
37,
91,
455
96
249 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 5
1-69
, 91,
102
2,
16-
18, 5
1-69
, 91
16-1
8, 9
1
96
250 C
m
451,
452
, 455
, 45
6 1,
2, 4
, 16-
18, 5
1, 5
2, 9
1, 1
02
2, 1
6-18
, 51,
52,
91
16-1
8, 9
1
97
247 B
k 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
71, 9
1, 1
02
2, 1
6-18
, 51-
71, 9
1 16
-18,
91
97
249 B
k 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51-
68, 9
1, 1
02
2, 1
6-18
, 37,
51-
68, 9
1 16
-18,
37,
91
97
250 B
k 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51-
68, 9
1, 1
02, 2
51
2, 1
6-18
, 37,
51-
68, 9
1 16
-18,
37,
91
98
249 C
f 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
78, 9
1, 1
02
2, 1
6-18
, 51-
78, 9
1 16
-18,
91,
455
98
250 C
f 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 51-
79, 9
1, 1
02
2, 1
6-18
, 51-
79, 9
1 16
-18,
91
98
251 C
f 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
91,
102
, 251
-253
2,
16-
18, 3
7, 9
1 16
-18,
37,
91,
455
63
Tab
le 3
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
avai
labl
e re
acti
ons
(MT
s) in
file
s M
F=3
to M
F=6
(co
nt.)
.
Z
Sym
-A
MF
=1
MF
=3
MF
=4
MF
=5
MF
=6
98
252 C
f 45
1, 4
52
1, 2
, 4, 1
6-18
, 37,
91,
102
, 251
-253
2,
16-
18, 3
7, 9
1 16
-18,
37,
91
98
254 C
f 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51,
91,
102
, 251
2,
16-
18, 3
7, 5
1, 9
1 16
-18,
37,
91
99
253 E
s 45
1 1,
2, 1
02, 2
51-2
53
99
254 E
s 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51,
91,
102
2,
16-
18, 3
7, 5
1, 9
1 16
-18,
37,
91,
455
99
255 E
s 45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51-
53, 9
1, 1
02
2, 1
6-18
, 37,
51-
53, 9
1 16
-18,
37,
91
100
255 Fm
45
1, 4
52, 4
55,
456
1, 2
, 4, 1
6-18
, 37,
51,
91,
102
2,
16-
18, 3
7, 5
1, 9
1 16
-18,
37,
91
64
Tab
le 4
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. L
ist
of a
vaila
ble
reac
tion
s (M
Ts)
in p
hoto
n pr
oduc
tion
file
s M
F=1
2 to
MF
=15.
Z
Sym
-A
MF
=12
MF
=13
MF
=14
MF
=15
1 1 H
10
2
102
1 2 H
10
2
102
3 6 L
i 57
, 102
57, 1
02
3 7 L
i 51
, 102
51, 1
02
4 9 B
e 10
2
102
5 10
B
102,
801
4,
103
4,
102
, 103
, 801
5 11
B
102
4 4,
102
6 na
t C
51, 1
02
51
, 102
7 14
N
102
4, 2
8, 3
2, 1
03-1
05, 1
07
4, 2
8, 3
2, 1
02-1
05, 1
07
102
7 15
N
4,
16,
22,
28,
103
-105
, 107
4,
16,
22,
28,
103
-105
, 107
4,
16,
22,
28,
103
-105
, 107
8 16
O
102
4, 1
6, 2
2, 1
03-1
05, 1
07
4, 1
6, 2
2, 1
02-1
05, 1
07
9 19
F 51
-71,
102
51-7
1, 1
02
102
11
23N
a 51
-61,
102
3
3, 5
1-61
, 102
3,
102
12
24M
g 16
, 22,
28,
51-
61, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
61, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
12
25M
g 16
, 22,
28,
51-
67, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
67, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
12
26M
g 16
, 22,
28,
51-
63, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
63, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
13
27A
l 10
2
102
102
14
28Si
51
-67,
102
, 601
-613
, 801
-815
51-6
7, 1
02, 6
01-6
13, 8
01-8
15
14
29Si
51
-69,
102
, 103
, 107
3
3, 5
1-69
, 102
, 103
, 107
3,
102
, 103
, 107
14
30Si
51
-64,
102
, 107
3
3, 5
1-64
, 102
, 107
3,
102
, 107
15
31P
102,
103
, 107
3,
4
3, 4
, 102
, 103
, 107
3,
102
, 103
, 107
16
32S
16, 2
2, 2
8, 5
1-56
, 91,
102
, 103
, 107
16, 2
2, 2
8, 5
1-56
, 91,
102
, 103
, 107
16
, 22,
28,
91,
102
, 103
, 107
16
33S
16, 2
2, 2
8, 5
1-57
, 91,
102
, 103
, 107
16, 2
2, 2
8, 5
1-57
, 91,
102
, 103
, 107
16
, 22,
28,
91,
102
, 103
, 107
16
34S
16, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
16, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
16
, 22,
28,
91,
102
, 103
, 107
16
36S
16, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
16, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
16
, 22,
28,
91,
102
, 103
, 107
17
35C
l 10
2
102
102
17
37C
l 10
2
102
102
19
39K
16
, 22,
28,
51-
54, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
54, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
65
Tab
le 4
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. L
ist
of a
vaila
ble
reac
tion
s (M
Ts)
in p
hoto
n pr
oduc
tion
file
s M
F=1
2 to
MF
=15
(con
t.).
Z
Sym
-A
MF
=12
MF
=13
MF
=14
MF
=15
19
40K
16
, 22,
28,
51-
55, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
55, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
19
41K
16
, 22,
28,
51,
52,
91,
102
, 103
, 107
16, 2
2, 2
8, 5
1, 5
2, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
23
nat V
10
2 3
3, 1
02
3, 1
02
24
50C
r 51
-56,
102
51-5
6, 1
02
102
24
52C
r 51
-60,
102
51-6
0, 1
02
102
24
53C
r 51
-63,
102
51-6
3, 1
02
102
24
54C
r 51
-54,
102
51-5
4, 1
02
102
25
55M
n 4,
16,
22,
28,
102
, 103
, 107
4, 1
6, 2
2, 2
8, 1
02, 1
03, 1
07
4, 1
6, 2
2, 2
8, 1
02, 1
03, 1
07
26
56Fe
51
-82,
102
, 601
-613
, 801
-810
51-8
2, 1
02, 6
01-6
13, 8
01-8
10
102
27
59C
o 10
2 3
3, 1
02
3, 1
02
28
58N
i 51
-58,
102
51-5
8, 1
02
102
28
59N
i 3,
102
3, 1
02
3, 1
02
28
60N
i 51
-61,
102
51-6
1, 1
02
102
28
61N
i 51
-58,
102
51-5
8, 1
02
102
28
62N
i 51
-54,
102
51-5
4, 1
02
102
28
64N
i 51
, 52,
102
51, 5
2, 1
02
102
29
63C
u 51
-72,
102
51-7
2, 1
02
102
29
65C
u 51
-63,
102
51-6
3, 1
02
102
31
nat G
a 10
2 3
3, 1
02
3, 1
02
39
89Y
10
2 3
3, 1
02
3, 1
02
40
90Z
r 16
, 22,
28,
51-
57, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
57, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
40
91Z
r 16
, 22,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16
, 22,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
40
92Z
r 16
, 17,
22,
28,
51-
67, 9
1, 1
02, 1
03, 1
07
16
, 17,
22,
28,
51-
67, 9
1, 1
02, 1
03, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
40
94Z
r 16
, 17,
22,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16
, 17,
22,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
40
96Z
r 16
, 17,
22,
28,
51-
57, 9
1, 1
02, 1
03, 1
07
16
, 17,
22,
28,
51-
57, 9
1, 1
02, 1
03, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02, 1
03, 1
07
41
93N
b 10
2 3
3, 1
02
3, 1
02
42
100 M
o 10
2 3
3, 1
02
3, 1
02
42
92M
o 10
2 3
3, 1
02
3, 1
02
42
94M
o 10
2 3
3, 1
02
3, 1
02
66
Tab
le 4
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. L
ist
of a
vaila
ble
reac
tion
s (M
Ts)
in p
hoto
n pr
oduc
tion
file
s M
F=1
2 to
MF
=15
(con
t.).
Z
Sym
-A
MF
=12
MF
=13
MF
=14
MF
=15
42
95M
o 51
-54,
601
, 801
-805
51-5
4, 6
01, 8
01-8
05
42
96M
o 10
2 3
3, 1
02
3, 1
02
42
97M
o 10
2 3
3, 1
02
3, 1
02
42
98M
o 10
2 3
3, 1
02
3, 1
02
63
151 E
u 51
-59,
102
3
3, 5
1-59
, 102
3,
102
67
165 H
o 10
2 4,
16,
17,
37
4, 1
6, 1
7, 3
7, 1
02
4, 1
6, 1
7, 3
7, 1
02
68
162 E
r 16
, 17,
51-
67, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
67, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
68
164 E
r 16
, 17,
51-
66, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
66, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
68
166 E
r 16
, 17,
22,
28,
51-
74, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
74, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
68
167 E
r 16
, 17,
22,
28,
51-
73, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
73, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
68
168 E
r 16
, 17,
22,
28,
51-
79, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
79, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
68
170 E
r 16
, 17,
22,
28,
51-
64, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
64, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
72
174 H
f 16
, 17,
51-
68, 9
1, 1
02
16
, 17,
51-
68, 9
1, 1
02
16, 1
7, 9
1, 1
02
72
176 H
f 16
, 17,
51-
73, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
73, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
72
177 H
f 16
, 17,
51-
66, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
66, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
72
178 H
f 16
, 17,
51-
71, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
71, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
72
179 H
f 16
, 17,
51-
62, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
62, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
72
180 H
f 16
, 17,
51-
61, 9
1, 1
02, 1
03, 1
07
16
, 17,
51-
61, 9
1, 1
02, 1
03, 1
07
16, 1
7, 9
1, 1
02, 1
03, 1
07
73
181 T
a 16
, 17,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16
, 17,
28,
51-
64, 9
1, 1
02, 1
03, 1
07
16, 1
7, 2
8, 9
1, 1
02, 1
03, 1
07
74
182 W
22
, 51-
70, 1
02, 1
03, 1
07
3 3,
22,
51-
70, 1
02, 1
03, 1
07
3, 2
2, 1
02, 1
03, 1
07
74
183 W
22
, 51-
60, 1
02, 1
03, 1
07
3 3,
22,
51-
60, 1
02, 1
03, 1
07
3, 2
2, 1
02, 1
03, 1
07
74
184 W
51
-60,
102
, 107
3
3, 5
1-60
, 102
, 107
3,
102
, 107
74
186 W
22
, 51-
62, 1
02, 1
07
3 3,
22,
51-
62, 1
02, 1
07
3, 2
2, 1
02, 1
07
76
nat O
s 51
-67,
91,
102
51-6
7, 9
1, 1
02
91, 1
02
77
191 Ir
51
, 52,
54,
91,
102
, 103
, 107
51, 5
2, 5
4, 9
1, 1
02, 1
03, 1
07
91, 1
02, 1
03, 1
07
77
193 Ir
51
, 53,
54,
91,
102
, 103
, 107
51, 5
3, 5
4, 9
1, 1
02, 1
03, 1
07
91, 1
02, 1
03, 1
07
78
nat Pt
10
2 3
3, 1
02
3, 1
02
79
197 A
u 10
2 4,
16,
17,
37
4, 1
6, 1
7, 3
7, 1
02
4, 1
6, 1
7, 3
7, 1
02
80
196 H
g 16
, 17,
22,
28,
51-
70, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
70, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
67
Tab
le 4
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. L
ist
of a
vaila
ble
reac
tion
s (M
Ts)
in p
hoto
n pr
oduc
tion
file
s M
F=1
2 to
MF
=15
(con
t.).
Z
Sym
-A
MF
=12
MF
=13
MF
=14
MF
=15
80
198 H
g 16
, 17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
80
199 H
g 16
, 17,
22,
28,
51-
56, 5
8-63
, 91,
102
-104
, 107
16, 1
7, 2
2, 2
8, 5
1-56
, 58-
63, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
80
200 H
g 16
, 17,
22,
28,
51-
84, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
84, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
80
201 H
g 16
, 17,
22,
28,
51-
63, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
63, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
80
202 H
g 16
, 17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
69, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
80
204 H
g 16
, 17,
22,
28,
51-
68, 9
1, 1
02-1
04, 1
07
16
, 17,
22,
28,
51-
68, 9
1, 1
02-1
04, 1
07
16, 1
7, 2
2, 2
8, 9
1, 1
02-1
04, 1
07
90
232 T
h 18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
92
233 U
4,
18,
102
3
3, 4
, 18,
102
3,
4, 1
8, 1
02
92
235 U
4,
18,
102
3
3, 4
, 18,
102
3,
18,
102
92
236 U
18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
92
237 U
18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
92
238 U
18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
94
240 Pu
4,
18,
102
3
3, 4
, 18,
102
3,
18,
102
94
242 Pu
16
, 17,
51-
70, 9
1, 1
02
16
, 17,
51-
70, 9
1, 1
02
16, 1
7, 9
1, 1
02
94
243 Pu
18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
96
242 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
96
243 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
96
244 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
96
246 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
96
247 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
96
248 C
m
18, 1
02
3 3,
18,
102
3,
18,
102
98
251 C
f 18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
98
252 C
f 18
, 102
3
3, 1
8, 1
02
3, 1
8, 1
02
68
Tab
le 5
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
cova
rian
ce d
ata
(MF
=33
to M
F=3
6).
Z
Sym
-A
MF
=31
MF
=32
MF
=33
MF
=34
MF
=35
MF
=36
MF
=40
1 3 H
1,
2, 1
6, 1
7
4 9 B
e
1,
2, 1
02-1
05, 1
07, 8
75-8
90
6 na
t C
1-5,
28,
51-
62, 9
1, 1
02-1
04, 1
07
9 19
F
1-
4, 1
6, 2
2, 2
8, 5
1, 5
2, 1
02-1
05, 1
07
14
28Si
1-
4, 1
6, 2
2, 2
8, 5
1-67
, 91,
102
-107
, 111
, 600
-613
, 649
, 800
-815
, 849
, 851
, 852
22
46T
i
1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 854
22
47T
i
1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 852
, 854
22
48T
i
1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 851
, 852
22
49T
i
1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 111
, 852
, 854
22
50T
i
1-
4, 1
6, 2
2, 2
8, 5
1-70
, 91,
102
-107
, 854
23
nat V
1,
16,
103
, 107
24
50C
r
1-
4, 1
6, 2
2, 2
8, 5
1-56
, 91,
102
-104
, 107
24
52C
r
1-
4, 1
6, 2
2, 2
8, 5
1-60
, 91,
102
-107
, 851
, 852
2
24
53C
r
1-
4, 1
6, 2
2, 2
8, 5
1-63
, 91,
102
, 103
, 107
24
54C
r
1-
4, 1
6, 5
1-54
, 91,
102
, 103
, 107
25
55M
n
151
1, 2
, 4, 1
6, 2
2, 2
8, 5
1-66
, 91,
102
-107
26
54Fe
1-
4, 1
6, 2
2, 2
8, 5
1-57
, 91,
102
-104
, 107
26
56Fe
1-
4, 1
6, 2
2, 2
8, 5
1-82
, 91,
102
-107
, 600
-613
, 649
, 800
-810
, 849
, 851
-853
2
26
57Fe
1-
4, 1
6, 2
2, 2
8, 5
1-55
, 91,
102
, 103
, 107
26
58Fe
1-
4, 1
6, 2
2, 2
8, 5
1, 5
2, 9
1, 1
02, 1
03, 1
07
27
59C
o
1,
16,
103
, 107
28
58N
i
1-
4, 1
6, 2
2, 2
8, 5
1-58
, 91,
102
-107
, 112
, 854
2
28
60N
i
1-
4, 1
6, 2
2, 2
8, 5
1-61
, 91,
102
-107
, 851
-853
2
28
61N
i
1-
4, 1
6, 2
8, 5
1-58
, 91,
102
, 103
, 107
, 111
28
62N
i
1-
4, 1
6, 2
2, 2
8, 5
1-54
, 91,
102
-104
, 107
28
64N
i
1-
4, 1
6, 2
2, 2
8, 5
1, 5
2, 9
1, 1
02-1
04, 1
07
29
63C
u
1-
4, 1
6, 2
2, 2
8, 5
1-72
, 91,
102
-104
, 106
, 107
29
65C
u
1-
4, 1
6, 2
2, 2
8, 5
1-63
, 91,
102
-107
39
89Y
1,
2, 4
, 16,
91,
102
, 103
, 107
40
90Z
r
4,
16,
102
69
Tab
le 5
. Con
tent
s of
the
JE
FF
-3.1
gen
eral
-pur
pose
neu
tron
dat
a lib
rary
. Lis
t of
cova
rian
ce d
ata
(MF
=33
to M
F=3
6) (c
ont.)
.
Z
Sym
-A
MF
=31
MF
=32
MF
=33
MF
=34
MF
=35
MF
=36
MF
=40
41
93N
b
1,
2, 4
, 16,
17,
102
4
75
185 R
e
10
2
75
187 R
e
10
2
79
197 A
u
1
92
233 U
45
2, 4
55, 4
56
151
1, 2
, 4, 1
6-18
, 102
2
18
92
235 U
45
2, 4
56
95
241 A
m
102
70
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
1 1 H
N
o
1 2 H
N
o
1 3 H
N
o
2 3 H
e N
o
2 4 H
e N
o
3 6 L
i N
o
3 7L
i N
o
4 9 B
e N
o
5 10
B
No
5 11
B
No
6 na
t C
No
7 14
N
No
7 15
N
No
8 16
O
No
8 17
O
No
9 19
F N
o
11
22N
a Y
es
ML
Bre
it-W
igne
r 1.
50E
+04
Yes
1.
00E
+05
1.45
E+0
2
11
23N
a Y
es
ML
Bre
it-W
igne
r 3.
50E
+05
No
2.
85E
+03
2.99
E+0
5 5.
38E
+05
12
24M
g Y
es
ML
Bre
it-W
igne
r 5.
20E
+05
No
6.
59E
+05
1.04
E+0
6 1.
08E
+06
12
25M
g Y
es
ML
Bre
it-W
igne
r 2.
20E
+05
No
7.
33E
+04
12
26M
g Y
es
ML
Bre
it-W
igne
r 4.
50E
+05
No
13
27A
l Y
es
Rei
ch-M
oore
8.
45E
+05
No
3.
48E
+04
8.63
E+0
4 1.
43E
+05
14
28Si
Y
es
Rei
ch-M
oore
1.
75E
+06
No
5.
57E
+04
1.82
E+0
5 3.
01E
+05
14
29Si
Y
es
ML
Bre
it-W
igne
r 2.
00E
+05
No
14
30Si
Y
es
ML
Bre
it-W
igne
r 5.
00E
+05
No
1.
83E
+05
15
31P
Yes
M
L B
reit
-Wig
ner
5.44
E+0
5 N
o
2.68
E+0
4 8.
40E
+04
9.27
E+0
4
16
32S
Yes
M
L B
reit
-Wig
ner
1.57
E+0
6 N
o
1.03
E+0
5 1.
45E
+05
1.60
E+0
5
16
33S
Yes
M
L B
reit
-Wig
ner
2.60
E+0
5 N
o
1.35
E+0
4 2.
39E
+04
5.20
E+0
4
16
34S
Yes
M
L B
reit
-Wig
ner
4.80
E+0
5 N
o
3.01
E+0
5 3.
57E
+05
4.71
E+0
5
16
36S
No
17
35C
l N
o
17
37C
l N
o
71
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
18
36A
r Y
es
ML
Bre
it-W
igne
r 4.
65E
+04
Yes
1.
20E
+06
2.00
E+0
4
18
38A
r Y
es
ML
Bre
it-W
igne
r 3.
00E
+05
Yes
1.
20E
+06
1.35
E+0
5
18
40A
r Y
es
Rei
ch-M
oore
1.
50E
+06
No
7.
65E
+04
1.72
E+0
5 2.
20E
+05
19
39K
Y
es
ML
Bre
it-W
igne
r 2.
00E
+05
No
9.
37E
+03
2.55
E+0
4 4.
27E
+04
19
40K
N
o
19
41K
Y
es
ML
Bre
it-W
igne
r 1.
25E
+05
No
2.
03E
+03
5.51
E+0
3 1.
67E
+04
20
40C
a Y
es
ML
Bre
it-W
igne
r 5.
00E
+05
No
2.
04E
+04
4.21
E+0
4 8.
89E
+04
20
42C
a Y
es
ML
Bre
it-W
igne
r 3.
00E
+05
No
9.
35E
+03
2.27
E+0
4 2.
63E
+04
20
43C
a Y
es
ML
Bre
it-W
igne
r 4.
00E
+04
No
3.
33E
+03
4.32
E+0
3 5.
19E
+03
20
44C
a Y
es
ML
Bre
it-W
igne
r 5.
00E
+05
No
1.
51E
+04
2.31
E+0
4 2.
72E
+04
20
46C
a N
o
20
48C
a Y
es
ML
Bre
it-W
igne
r 5.
00E
+05
No
1.
61E
+05
21
45Sc
Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
3.
30E
+03
4.33
E+0
3 6.
69E
+03
22
46T
i N
o
22
47T
i N
o
22
48T
i N
o
22
49T
i N
o
22
50T
i N
o
23
nat V
Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
1.
67E
+02
1.42
E+0
3 6.
20E
+03
23
nat V
Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
4.
15E
+03
6.80
E+0
3 1.
16E
+04
24
50C
r Y
es
Rei
ch-M
oore
7.
92E
+05
No
5.
50E
+03
2.84
E+0
4 3.
73E
+04
24
52C
r Y
es
Rei
ch-M
oore
1.
20E
+06
No
3.
17E
+04
5.03
E+0
4 9.
67E
+04
24
53C
r Y
es
Rei
ch-M
oore
2.
00E
+05
No
4.
21E
+03
5.67
E+0
3 6.
75E
+03
24
54C
r Y
es
Rei
ch-M
oore
9.
00E
+05
No
2.
26E
+04
1.19
E+0
5 1.
31E
+05
25
55M
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
3.
37E
+02
1.10
E+0
3 1.
66E
+03
26
54Fe
Y
es
Rei
ch-M
oore
7.
00E
+05
No
7.
79E
+03
5.29
E+0
4 7.
19E
+04
26
56Fe
Y
es
Rei
ch-M
oore
8.
50E
+05
No
2.
78E
+04
7.40
E+0
4 8.
36E
+04
26
57Fe
Y
es
Rei
ch-M
oore
2.
00E
+05
No
3.
95E
+03
6.26
E+0
3 2.
90E
+04
26
58Fe
Y
es
Rei
ch-M
oore
3.
50E
+05
Yes
3.
00E
+06
1.04
E+0
4 3.
77E
+04
4.38
E+0
4
27
58C
o Y
es
ML
Bre
it-W
igne
r 5.
96E
+02
No
9.
00E
+00
27
58mC
o Y
es
ML
Bre
it-W
igne
r 5.
00E
+02
No
1.
09E
+00
27
59C
o Y
es
Rei
ch-M
oore
1.
00E
+05
No
1.
32E
+02
4.32
E+0
3 5.
02E
+03
72
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
28
58N
i Y
es
Rei
ch-M
oore
8.
12E
+05
No
1.
53E
+04
3.61
E+0
4 6.
33E
+04
28
59N
i Y
es
ML
Bre
it-W
igne
r 1.
00E
+04
No
2.
03E
+02
4.21
E+0
3 6.
28E
+03
28
60N
i Y
es
Rei
ch-M
oore
4.
50E
+05
No
1.
25E
+04
2.87
E+0
4 4.
31E
+04
28
61N
i Y
es
Rei
ch-M
oore
7.
00E
+04
No
7.
15E
+03
7.55
E+0
3 8.
75E
+03
28
62N
i Y
es
Rei
ch-M
oore
6.
00E
+05
No
4.
54E
+03
4.29
E+0
4 9.
47E
+04
28
64N
i Y
es
Rei
ch-M
oore
6.
00E
+05
No
1.
43E
+04
3.38
E+0
4 1.
29E
+05
29
63C
u Y
es
Rei
ch-M
oore
9.
95E
+04
No
5.
79E
+02
6.50
E+0
2 8.
07E
+02
29
65C
u Y
es
Rei
ch-M
oore
9.
95E
+04
No
2.
30E
+02
1.36
E+0
3 2.
53E
+03
30
nat Z
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
2.
82E
+02
2.63
E+0
3 4.
17E
+03
30
nat Z
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
3.
24E
+02
4.05
E+0
3 1.
04E
+04
30
nat Z
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
2.
23E
+02
4.48
E+0
2 5.
88E
+02
30
nat Z
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
5.
14E
+02
5.04
E+0
3 1.
34E
+04
30
nat Z
n Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
1.
80E
+04
2.30
E+0
4 3.
19E
+04
31
nat G
a Y
es
ML
Bre
it-W
igne
r 5.
90E
+03
No
1.
11E
+02
3.34
E+0
2 4.
73E
+02
31
nat G
a Y
es
ML
Bre
it-W
igne
r 5.
60E
+03
No
9.
57E
+01
2.87
E+0
2 3.
76E
+02
32
70G
e Y
es
ML
Bre
it-W
igne
r 1.
50E
+04
No
1.
12E
+03
1.47
E+0
3 1.
94E
+03
32
72G
e Y
es
ML
Bre
it-W
igne
r 4.
00E
+04
No
2.
61E
+03
2.74
E+0
3 3.
65E
+03
32
73G
e Y
es
ML
Bre
it-W
igne
r 8.
53E
+03
No
1.
02E
+02
2.04
E+0
2 2.
25E
+02
32
74G
e Y
es
ML
Bre
it-W
igne
r 6.
20E
+04
No
2.
85E
+03
3.04
E+0
3 4.
99E
+03
32
76G
e Y
es
ML
Bre
it-W
igne
r 5.
00E
+04
No
5.
50E
+02
4.76
E+0
3 1.
39E
+04
33
75A
s Y
es
ML
Bre
it-W
igne
r 2.
41E
+03
No
4.
70E
+01
9.24
E+0
1 2.
53E
+02
34
74Se
Y
es
ML
Bre
it-W
igne
r 2.
40E
+03
No
2.
71E
+01
2.72
E+0
2 1.
03E
+03
34
76Se
Y
es
ML
Bre
it-W
igne
r 7.
49E
+03
No
3.
77E
+02
8.62
E+0
2 2.
12E
+03
34
77Se
Y
es
ML
Bre
it-W
igne
r 2.
72E
+03
No
1.
12E
+02
2.12
E+0
2 2.
91E
+02
34
78Se
Y
es
ML
Bre
it-W
igne
r 1.
21E
+04
No
3.
83E
+02
3.23
E+0
3 6.
17E
+03
34
79Se
N
o
Y
es
1.00
E+0
5
34
80Se
Y
es
ML
Bre
it-W
igne
r 6.
71E
+03
No
1.
97E
+03
4.27
E+0
3 4.
72E
+03
34
82Se
Y
es
ML
Bre
it-W
igne
r 3.
11E
+04
No
6.
58E
+03
1.38
E+0
4 2.
27E
+04
35
79B
r Y
es
ML
Bre
it-W
igne
r 4.
12E
+02
No
3.
58E
+01
5.38
E+0
1 1.
58E
+02
35
81B
r Y
es
ML
Bre
it-W
igne
r 3.
63E
+03
No
1.
01E
+02
1.36
E+0
2 2.
05E
+02
36
78K
r Y
es
ML
Bre
it-W
igne
r 8.
65E
+02
No
1.
08E
+02
4.51
E+0
2 6.
40E
+02
36
80K
r Y
es
ML
Bre
it-W
igne
r 1.
00E
+03
No
8.
92E
+01
1.06
E+0
2 6.
40E
+02
73
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
36
82K
r Y
es
ML
Bre
it-W
igne
r 1.
00E
+02
No
3.
98E
+01
36
83K
r Y
es
ML
Bre
it-W
igne
r 5.
21E
+02
No
2.
79E
+01
2.33
E+0
2
36
84K
r Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
No
5.
19E
+02
5.80
E+0
2 1.
63E
+03
36
85K
r N
o
36
86K
r Y
es
ML
Bre
it-W
igne
r 1.
30E
+04
No
2.
73E
+03
37
85R
b Y
es
ML
Bre
it-W
igne
r 9.
23E
+03
No
4.
74E
+02
5.26
E+0
2 6.
55E
+02
37
86R
b N
o
37
87R
b Y
es
ML
Bre
it-W
igne
r 1.
59E
+04
No
3.
78E
+02
3.84
E+0
3 5.
12E
+03
38
84Sr
Y
es
ML
Bre
it-W
igne
r 3.
50E
+03
No
3.
65E
+02
5.17
E+0
2 6.
35E
+02
38
86Sr
Y
es
ML
Bre
it-W
igne
r 1.
99E
+04
No
5.
88E
+02
3.25
E+0
3 1.
02E
+04
38
87Sr
Y
es
ML
Bre
it-W
igne
r 2.
89E
+03
No
3.
54E
+00
6.48
E+0
2 6.
76E
+02
38
88Sr
Y
es
ML
Bre
it-W
igne
r 1.
66E
+05
No
1.
39E
+04
9.25
E+0
4 1.
06E
+05
38
89Sr
N
o
38
90Sr
N
o
39
89Y
Y
es
SL
Bre
it-W
igne
r 1.
50E
+05
No
2.
60E
+03
7.49
E+0
3 9.
73E
+03
39
90Y
N
o
39
91Y
N
o
40
90Z
r Y
es
ML
Bre
it-W
igne
r 1.
71E
+05
No
3.
86E
+03
1.34
E+0
4 1.
73E
+04
40
91Z
r Y
es
ML
Bre
it-W
igne
r 3.
02E
+04
Yes
1.
00E
+05
2.92
E+0
2 6.
81E
+02
1.53
E+0
3
40
92Z
r Y
es
ML
Bre
it-W
igne
r 7.
10E
+04
Yes
1.
00E
+05
2.69
E+0
3 4.
64E
+03
6.81
E+0
3
40
93Z
r Y
es
ML
Bre
it-W
igne
r 1.
17E
+02
Yes
5.
00E
+04
1.10
E+0
2
40
94Z
r Y
es
ML
Bre
it-W
igne
r 5.
35E
+04
Yes
1.
00E
+05
2.24
E+0
3 5.
76E
+03
7.07
E+0
3
40
95Z
r Y
es
ML
Bre
it-W
igne
r 3.
00E
+03
Yes
5.
00E
+04
1.72
E+0
2 4.
43E
+02
7.14
E+0
2
40
96Z
r Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
5.
44E
+03
1.54
E+0
4 2.
47E
+04
41
93N
b Y
es
SL
Bre
it-W
igne
r 7.
35E
+03
No
1.
06E
+02
1.19
E+0
2 1.
93E
+02
41
94N
b Y
es
ML
Bre
it-W
igne
r 2.
80E
+01
Yes
1.
00E
+05
1.16
E+0
1 2.
26E
+01
41
95N
b N
o
Y
es
1.00
E+0
5
42
100 M
o Y
es
ML
Bre
it-W
igne
r 2.
60E
+04
Yes
1.
00E
+05
3.64
E+0
2 1.
41E
+03
1.94
E+0
3
42
92M
o Y
es
ML
Bre
it-W
igne
r 5.
00E
+04
Yes
1.
00E
+05
3.47
E+0
2 3.
18E
+03
6.82
E+0
3
42
94M
o Y
es
ML
Bre
it-W
igne
r 2.
00E
+04
Yes
1.
00E
+05
1.54
E+0
3 3.
60E
+03
4.62
E+0
3
42
95M
o Y
es
ML
Bre
it-W
igne
r 2.
14E
+03
Yes
2.
06E
+05
4.49
E+0
1 1.
60E
+02
3.58
E+0
2
42
96M
o Y
es
ML
Bre
it-W
igne
r 1.
90E
+04
Yes
1.
00E
+05
1.31
E+0
2 2.
37E
+03
3.29
E+0
3
74
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
42
97M
o Y
es
ML
Bre
it-W
igne
r 1.
80E
+03
Yes
1.
00E
+05
7.09
E+0
1 2.
28E
+02
2.68
E+0
2
42
98M
o Y
es
ML
Bre
it-W
igne
r 3.
20E
+04
Yes
1.
00E
+05
4.68
E+0
2 1.
53E
+03
2.55
E+0
3
42
99M
o N
o
Y
es
1.00
E+0
5
43
99T
c Y
es
Rei
ch-M
oore
6.
00E
+03
Yes
1.
00E
+05
5.58
E+0
0 2.
03E
+01
3.98
E+0
1
44
100 R
u Y
es
ML
Bre
it-W
igne
r 5.
02E
+02
No
2.
31E
+02
44
101 R
u Y
es
ML
Bre
it-W
igne
r 1.
04E
+03
Yes
2.
50E
+04
1.57
E+0
1 4.
23E
+01
5.21
E+0
1
44
102 R
u Y
es
SL
Bre
it-W
igne
r 1.
61E
+03
No
1.
30E
+03
44
103 R
u Y
es
ML
Bre
it-W
igne
r 4.
69E
+01
Yes
3.
00E
+03
3.10
E+0
0 9.
30E
+00
1.55
E+0
1
44
104 R
u Y
es
ML
Bre
it-W
igne
r 1.
51E
+03
No
2.
24E
+02
3.81
E+0
2 6.
27E
+02
44
105 R
u N
o
44
106 R
u N
o
44
96R
u N
o
44
98R
u N
o
44
99R
u Y
es
ML
Bre
it-W
igne
r 1.
01E
+03
No
1.
01E
+01
2.52
E+0
1 5.
71E
+01
45
103 R
h Y
es
ML
Bre
it-W
igne
r 4.
12E
+03
Yes
4.
01E
+04
1.26
E+0
0 4.
68E
+01
6.83
E+0
1
45
105 R
h N
o
46
102 Pd
Y
es
ML
Bre
it-W
igne
r 3.
97E
+02
No
1.
91E
+02
46
104 Pd
Y
es
ML
Bre
it-W
igne
r 3.
20E
+03
Yes
1.
00E
+05
1.83
E+0
2 2.
95E
+02
3.47
E+0
2
46
105 Pd
Y
es
ML
Bre
it-W
igne
r 2.
06E
+03
Yes
2.
00E
+04
1.18
E+0
1 1.
32E
+01
2.52
E+0
1
46
106 Pd
Y
es
ML
Bre
it-W
igne
r 3.
20E
+03
Yes
1.
00E
+05
2.82
E+0
2 4.
08E
+02
4.63
E+0
2
46
107 Pd
Y
es
ML
Bre
it-W
igne
r 6.
60E
+02
Yes
5.
00E
+04
3.92
E+0
0 5.
20E
+00
6.83
E+0
0
46
108 Pd
Y
es
ML
Bre
it-W
igne
r 3.
20E
+03
Yes
1.
00E
+05
3.32
E+0
1 9.
10E
+01
1.13
E+0
2
46
110 Pd
Y
es
ML
Bre
it-W
igne
r 2.
90E
+03
Yes
1.
00E
+05
2.63
E+0
2 8.
58E
+02
9.00
E+0
2
47
107 A
g Y
es
ML
Bre
it-W
igne
r 1.
06E
+03
No
1.
63E
+01
4.15
E+0
1 4.
48E
+01
47
109 A
g Y
es
ML
Bre
it-W
igne
r 9.
84E
+02
Yes
8.
00E
+04
5.19
E+0
0 3.
04E
+01
4.01
E+0
1
47
110m
Ag
Yes
M
L B
reit
-Wig
ner
1.25
E+0
2 Y
es
1.00
E+0
5 1.
15E
+01
1.95
E+0
1 2.
12E
+01
47
111 A
g N
o
48
106 C
d Y
es
ML
Bre
it-W
igne
r 6.
00E
+03
Yes
1.
00E
+05
2.32
E+0
2 4.
56E
+02
4.97
E+0
2
48
108 C
d Y
es
ML
Bre
it-W
igne
r 6.
10E
+03
Yes
1.
00E
+05
5.42
E+0
1 2.
34E
+02
3.12
E+0
2
48
110 C
d Y
es
ML
Bre
it-W
igne
r 7.
18E
+03
Yes
1.
00E
+05
8.95
E+0
1 2.
31E
+02
3.70
E+0
2
48
111 C
d Y
es
SL
Bre
it-W
igne
r 2.
40E
+03
No
2.
75E
+01
6.94
E+0
1 8.
61E
+01
48
112 C
d Y
es
ML
Bre
it-W
igne
r 7.
35E
+03
Yes
1.
00E
+05
6.68
E+0
1 2.
26E
+02
4.43
E+0
2
75
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
48
113 C
d Y
es
SL
Bre
it-W
igne
r 2.
25E
+03
No
1.
78E
-01
1.84
E+0
1 6.
37E
+01
48
114 C
d Y
es
ML
Bre
it-W
igne
r 8.
00E
+03
Yes
1.
00E
+05
1.20
E+0
2 2.
27E
+02
3.92
E+0
2
48
115m
Cd
No
48
116 C
d Y
es
ML
Bre
it-W
igne
r 9.
00E
+03
Yes
1.
00E
+05
2.90
E+0
1 6.
76E
+02
8.89
E+0
2
49
113 In
Y
es
ML
Bre
it-W
igne
r 8.
30E
+02
Yes
1.
00E
+05
1.80
E+0
0 4.
70E
+00
1.46
E+0
1
49
115 In
Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
Yes
1.
00E
+05
1.46
E+0
0 3.
82E
+00
9.07
E+0
0
50
112 Sn
Y
es
ML
Bre
it-W
igne
r 1.
50E
+03
Yes
1.
00E
+05
6.47
E+0
1 9.
48E
+01
1.05
E+0
2
50
114 Sn
Y
es
ML
Bre
it-W
igne
r 2.
50E
+03
Yes
1.
00E
+05
2.78
E+0
2 6.
66E
+02
9.84
E+0
2
50
115 Sn
Y
es
ML
Bre
it-W
igne
r 9.
50E
+02
Yes
1.
00E
+05
2.93
E+0
2 4.
48E
+02
4.94
E+0
2
50
116 Sn
Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
Yes
1.
00E
+05
1.11
E+0
2 1.
34E
+03
1.56
E+0
3
50
117 Sn
Y
es
ML
Bre
it-W
igne
r 2.
35E
+03
Yes
1.
00E
+05
3.88
E+0
1 1.
20E
+02
1.24
E+0
2
50
118 Sn
Y
es
ML
Bre
it-W
igne
r 4.
80E
+03
Yes
1.
00E
+05
3.59
E+0
2 7.
71E
+02
1.58
E+0
3
50
119 Sn
Y
es
ML
Bre
it-W
igne
r 1.
30E
+03
Yes
1.
00E
+05
1.15
E+0
2 1.
41E
+02
2.23
E+0
2
50
120 Sn
Y
es
ML
Bre
it-W
igne
r 7.
00E
+04
Yes
1.
00E
+05
9.52
E+0
2 3.
12E
+03
4.36
E+0
3
50
122 Sn
Y
es
ML
Bre
it-W
igne
r 2.
90E
+04
Yes
1.
00E
+05
1.75
E+0
3 5.
40E
+03
6.82
E+0
3
50
123 Sn
N
o
50
124 Sn
Y
es
ML
Bre
it-W
igne
r 1.
07E
+04
Yes
1.
00E
+05
50
125 Sn
N
o
50
126 Sn
N
o
51
121 Sb
Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
Yes
1.
00E
+05
6.22
E+0
0 1.
54E
+01
2.96
E+0
1
51
123 Sb
Y
es
ML
Bre
it-W
igne
r 2.
50E
+03
Yes
1.
00E
+05
2.14
E+0
1 5.
05E
+01
7.67
E+0
1
51
124 Sb
N
o
51
125 Sb
N
o
51
126 Sb
N
o
52
120 T
e N
o
52
122 T
e Y
es
ML
Bre
it-W
igne
r 3.
79E
+03
No
7.
28E
+01
2.31
E+0
2 3.
33E
+02
52
123 T
e Y
es
ML
Bre
it-W
igne
r 6.
33E
+02
No
2.
33E
+00
2.41
E+0
1 3.
59E
+01
52
124 T
e Y
es
ML
Bre
it-W
igne
r 5.
70E
+03
No
3.
52E
+02
5.41
E+0
2 6.
79E
+02
52
125 T
e Y
es
ML
Bre
it-W
igne
r 1.
34E
+03
No
2.
63E
+01
1.06
E+0
2 1.
35E
+02
52
126 T
e Y
es
ML
Bre
it-W
igne
r 6.
35E
+03
No
2.
01E
+02
1.75
E+0
3 2.
15E
+03
52
127m
Te
No
52
128 T
e Y
es
ML
Bre
it-W
igne
r 1.
29E
+04
No
3.
48E
+02
4.24
E+0
2 1.
32E
+03
76
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
52
129m
Te
No
52
130 T
e Y
es
ML
Bre
it-W
igne
r 3.
43E
+04
No
7.
02E
+03
1.00
E+0
4 2.
42E
+04
52
132 T
e N
o
53
127 I
Yes
R
eich
-Moo
re
5.20
E+0
3 Y
es
5.76
E+0
4 2.
04E
+01
3.12
E+0
1 3.
77E
+01
53
129 I
Yes
R
eich
-Moo
re
5.10
E+0
3 Y
es
2.78
E+0
4 4.
14E
+01
7.21
E+0
1 7.
61E
+01
53
130 I
No
53
131 I
No
53
135 I
No
54
124 X
e Y
es
ML
Bre
it-W
igne
r 3.
75E
+02
No
5.
16E
+00
9.88
E+0
0 2.
52E
+02
54
126 X
e Y
es
ML
Bre
it-W
igne
r 6.
50E
+02
No
8.
66E
+01
1.00
E+0
2 4.
60E
+02
54
128 X
e Y
es
ML
Bre
it-W
igne
r 4.
00E
+03
No
2.
38E
+02
3.71
E+0
2 5.
55E
+02
54
129 X
e Y
es
ML
Bre
it-W
igne
r 4.
20E
+03
No
9.
44E
+00
9.05
E+0
1 9.
23E
+01
54
130 X
e Y
es
ML
Bre
it-W
igne
r 4.
00E
+03
No
4.
30E
+02
9.41
E+0
2 1.
48E
+03
54
131 X
e Y
es
ML
Bre
it-W
igne
r 2.
19E
+03
No
1.
44E
+01
4.60
E+0
1 7.
56E
+01
54
132 X
e Y
es
ML
Bre
it-W
igne
r 4.
26E
+03
No
6.
43E
+02
2.13
E+0
3 2.
85E
+03
54
133 X
e N
o
54
134 X
e Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
No
1.
00E
+03
54
135 X
e N
o
54
136 X
e N
o
55
133 C
s Y
es
ML
Bre
it-W
igne
r 3.
99E
+03
Yes
8.
16E
+04
5.86
E+0
0 2.
25E
+01
4.76
E+0
1
55
134 C
s Y
es
ML
Bre
it-W
igne
r 1.
87E
+02
No
1.
23E
+01
3.90
E+0
1 4.
21E
+01
55
135 C
s Y
es
ML
Bre
it-W
igne
r 4.
63E
+02
Yes
5.
00E
+04
5.00
E+0
1 1.
32E
+02
2.14
E+0
2
55
136 C
s Y
es
ML
Bre
it-W
igne
r 2.
97E
+02
No
4.
23E
+01
6.63
E+0
1 1.
36E
+02
55
137 C
s Y
es
ML
Bre
it-W
igne
r 1.
06E
+04
Yes
1.
00E
+05
7.20
E+0
2 1.
52E
+03
2.07
E+0
3
56
130 B
a Y
es
ML
Bre
it-W
igne
r 2.
53E
+03
Yes
1.
00E
+05
4.63
E+0
1 5.
79E
+01
1.36
E+0
2
56
132 B
a N
o
Y
es
1.00
E+0
5
56
134 B
a Y
es
ML
Bre
it-W
igne
r 1.
06E
+04
Yes
1.
00E
+05
1.02
E+0
2 2.
63E
+02
3.29
E+0
2
56
135 B
a Y
es
ML
Bre
it-W
igne
r 5.
96E
+03
Yes
1.
00E
+05
2.42
E+0
1 8.
15E
+01
8.72
E+0
1
56
136 B
a Y
es
ML
Bre
it-W
igne
r 3.
45E
+04
Yes
1.
00E
+05
4.49
E+0
2 5.
11E
+02
2.16
E+0
3
56
137 B
a Y
es
ML
Bre
it-W
igne
r 1.
19E
+04
Yes
1.
00E
+05
1.27
E+0
2 4.
18E
+02
5.77
E+0
2
56
138 B
a Y
es
ML
Bre
it-W
igne
r 1.
00E
+05
No
7.
88E
+03
3.09
E+0
4 4.
03E
+04
56
140 B
a Y
es
ML
Bre
it-W
igne
r 2.
30E
+04
Yes
1.
00E
+05
1.22
E+0
2 1.
07E
+03
2.87
E+0
3
77
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
57
138 L
a Y
es
ML
Bre
it-W
igne
r 3.
30E
+02
Yes
1.
00E
+05
2.99
E+0
0 2.
10E
+01
6.71
E+0
1
57
139 L
a Y
es
ML
Bre
it-W
igne
r 1.
08E
+04
Yes
2.
50E
+05
7.22
E+0
1 8.
76E
+02
9.63
E+0
2
57
140 L
a N
o
58
140 C
e Y
es
ML
Bre
it-W
igne
r 2.
00E
+04
No
2.
54E
+03
6.01
E+0
3 9.
57E
+03
58
141 C
e Y
es
ML
Bre
it-W
igne
r 5.
00E
+02
Yes
1.
00E
+04
2.30
E+0
1 5.
90E
+01
9.50
E+0
1
58
142 C
e Y
es
ML
Bre
it-W
igne
r 4.
88E
+03
Yes
1.
00E
+04
1.29
E+0
3 1.
64E
+03
2.74
E+0
3
58
143 C
e N
o
58
144 C
e Y
es
ML
Bre
it-W
igne
r 1.
04E
+04
Yes
2.
00E
+04
3.60
E+0
2 1.
16E
+03
1.96
E+0
3
59
141 Pr
Y
es
ML
Bre
it-W
igne
r 5.
77E
+03
Yes
3.
00E
+05
8.52
E+0
1 1.
12E
+02
2.19
E+0
2
59
142 Pr
N
o
59
143 Pr
N
o
60
142 N
d Y
es
ML
Bre
it-W
igne
r 1.
11E
+04
No
2.
19E
+02
2.35
E+0
2 6.
36E
+02
60
143 N
d Y
es
ML
Bre
it-W
igne
r 5.
52E
+03
Yes
1.
00E
+04
5.53
E+0
1 1.
27E
+02
1.36
E+0
2
60
144 N
d Y
es
ML
Bre
it-W
igne
r 1.
20E
+04
Yes
5.
00E
+04
3.74
E+0
2 7.
34E
+02
1.28
E+0
3
60
145 N
d Y
es
ML
Bre
it-W
igne
r 2.
17E
+03
Yes
5.
00E
+04
4.35
E+0
0 4.
25E
+01
8.56
E+0
1
60
146 N
d Y
es
ML
Bre
it-W
igne
r 1.
00E
+04
Yes
5.
00E
+04
3.60
E+0
2 7.
23E
+02
8.10
E+0
2
60
147 N
d Y
es
ML
Bre
it-W
igne
r 3.
57E
+01
No
4.
79E
+00
6.26
E+0
0 1.
03E
+01
60
148 N
d Y
es
ML
Bre
it-W
igne
r 7.
70E
+03
Yes
5.
00E
+04
9.49
E+0
1 1.
55E
+02
2.88
E+0
2
60
150 N
d Y
es
ML
Bre
it-W
igne
r 5.
12E
+03
No
7.
88E
+01
2.66
E+0
2 3.
13E
+02
61
147 Pm
Y
es
ML
Bre
it-W
igne
r 3.
19E
+02
Yes
5.
00E
+04
5.36
E+0
0 6.
57E
+00
6.92
E+0
0
61
148 Pm
N
o
61
148m
Pm
Yes
M
L B
reit
-Wig
ner
1.00
E+0
0 N
o
1.69
E-0
1
61
149 Pm
N
o
61
151 Pm
N
o
62
144 Sm
N
o
62
147 Sm
Y
es
ML
Bre
it-W
igne
r 7.
69E
+02
Yes
7.
00E
+04
3.40
E+0
0 1.
83E
+01
2.71
E+0
1
62
148 Sm
N
o
62
149 Sm
Y
es
ML
Bre
it-W
igne
r 5.
20E
+02
Yes
1.
00E
+05
9.73
E-0
2 8.
72E
-01
4.95
E+0
0
62
150 Sm
Y
es
ML
Bre
it-W
igne
r 5.
93E
+02
No
2.
07E
+01
4.81
E+0
1 1.
11E
+02
62
151 Sm
Y
es
ML
Bre
it-W
igne
r 2.
97E
+02
Yes
4.
00E
+03
4.56
E-0
1 1.
09E
+00
1.70
E+0
0
62
152 Sm
Y
es
ML
Bre
it-W
igne
r 3.
69E
+03
Yes
7.
00E
+04
8.05
E+0
0 6.
22E
+01
8.77
E+0
1
62
153 Sm
N
o
78
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
62
154 Sm
Y
es
ML
Bre
it-W
igne
r 3.
10E
+03
No
9.
30E
+01
2.61
E+0
2 3.
42E
+02
63
151 E
u Y
es
ML
Bre
it-W
igne
r 9.
88E
+01
Yes
1.
00E
+04
3.21
E-0
1 4.
61E
-01
1.06
E+0
0
63
152 E
u Y
es
ML
Bre
it-W
igne
r 6.
55E
+00
Yes
1.
00E
+05
8.84
E-0
1 1.
34E
+00
1.63
E+0
0
63
153 E
u Y
es
ML
Bre
it-W
igne
r 9.
72E
+01
Yes
1.
00E
+05
1.73
E+0
0 2.
46E
+00
3.29
E+0
0
63
154 E
u Y
es
ML
Bre
it-W
igne
r 6.
30E
+01
Yes
1.
00E
+04
1.90
E-0
1 8.
57E
-01
1.37
E+0
0
63
155 E
u Y
es
ML
Bre
it-W
igne
r 3.
75E
+01
Yes
1.
00E
+04
6.03
E-0
1 2.
04E
+00
7.19
E+0
0
63
156 E
u N
o
63
157 E
u N
o
64
152 G
d Y
es
ML
Bre
it-W
igne
r 2.
66E
+03
Yes
1.
00E
+05
3.31
E+0
0 8.
00E
+00
9.55
E+0
0
64
154 G
d Y
es
ML
Bre
it-W
igne
r 2.
76E
+02
No
9.
41E
+00
1.16
E+0
1 2.
23E
+01
64
155 G
d Y
es
ML
Bre
it-W
igne
r 1.
82E
+02
Yes
1.
00E
+05
2.68
E-0
2 2.
01E
+00
2.57
E+0
0
64
156 G
d Y
es
ML
Bre
it-W
igne
r 1.
58E
+03
Yes
5.
00E
+04
3.31
E+0
1 8.
02E
+01
1.50
E+0
2
64
157 G
d Y
es
ML
Bre
it-W
igne
r 2.
15E
+02
No
3.
14E
-02
2.83
E+0
0 1.
62E
+01
64
158 G
d Y
es
ML
Bre
it-W
igne
r 6.
04E
+03
No
2.
23E
+01
1.01
E+0
2 2.
43E
+02
64
160 G
d Y
es
ML
Bre
it-W
igne
r 2.
88E
+03
No
2.
22E
+02
4.22
E+0
2 4.
48E
+02
65
159 T
b Y
es
ML
Bre
it-W
igne
r 1.
70E
+02
Yes
1.
00E
+04
3.34
E+0
0 4.
98E
+00
1.11
E+0
1
65
160 T
b N
o
66
160 D
y Y
es
ML
Bre
it-W
igne
r 2.
44E
+01
No
1.
88E
+00
1.04
E+0
1 2.
05E
+01
66
161 D
y Y
es
ML
Bre
it-W
igne
r 1.
00E
+03
Yes
1.
00E
+04
2.71
E+0
0 3.
68E
+00
4.33
E+0
0
66
162 D
y Y
es
ML
Bre
it-W
igne
r 1.
22E
+04
Yes
5.
00E
+04
5.44
E+0
0 7.
11E
+01
1.17
E+0
2
66
163 D
y Y
es
ML
Bre
it-W
igne
r 1.
00E
+03
No
1.
71E
+00
5.81
E+0
0 1.
62E
+01
66
164 D
y Y
es
ML
Bre
it-W
igne
r 1.
60E
+04
Yes
5.
00E
+04
1.47
E+0
2 4.
50E
+02
5.36
E+0
2
67
165 H
o Y
es
SL
Bre
it-W
igne
r 1.
52E
+02
No
3.
92E
+00
8.16
E+0
0 1.
28E
+01
68
162 E
r Y
es
ML
Bre
it-W
igne
r 2.
50E
+02
No
5.
48E
+00
7.60
E+0
0 1.
46E
+01
68
164 E
r Y
es
ML
Bre
it-W
igne
r 8.
00E
+02
No
7.
92E
+00
3.05
E+0
1 4.
97E
+01
68
166 E
r Y
es
ML
Bre
it-W
igne
r 3.
00E
+03
No
1.
56E
+01
7.38
E+0
1 8.
17E
+01
68
167 E
r Y
es
ML
Bre
it-W
igne
r 5.
91E
+02
Yes
1.
00E
+04
4.60
E-0
1 5.
83E
-01
5.99
E+0
0
68
168 E
r Y
es
ML
Bre
it-W
igne
r 3.
50E
+03
No
7.
97E
+01
1.89
E+0
2 2.
44E
+02
68
170 E
r Y
es
ML
Bre
it-W
igne
r 3.
00E
+03
No
9.
51E
+01
2.84
E+0
2 4.
97E
+02
71
175 L
u Y
es
ML
Bre
it-W
igne
r 4.
11E
+02
Yes
1.
00E
+04
2.59
E+0
0 4.
75E
+00
5.22
E+0
0
71
176 L
u Y
es
ML
Bre
it-W
igne
r 1.
02E
+02
Yes
1.
00E
+04
1.41
E-0
1 1.
57E
+00
4.36
E+0
0
72
174 H
f Y
es
Rei
ch-M
oore
2.
20E
+02
Yes
5.
00E
+04
4.06
E+0
0 1.
34E
+01
3.00
E+0
1
79
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
72
176 H
f Y
es
Rei
ch-M
oore
7.
00E
+02
Yes
5.
00E
+04
7.89
E+0
0 4.
83E
+01
5.33
E+0
1
72
177 H
f Y
es
Rei
ch-M
oore
2.
50E
+02
Yes
5.
00E
+04
1.10
E+0
0 2.
39E
+00
5.90
E+0
0
72
178 H
f Y
es
Rei
ch-M
oore
1.
50E
+03
Yes
5.
00E
+04
7.79
E+0
0 1.
05E
+02
1.65
E+0
2
72
179 H
f Y
es
Rei
ch-M
oore
2.
50E
+02
Yes
5.
00E
+04
5.69
E+0
0 1.
77E
+01
1.91
E+0
1
72
180 H
f Y
es
Rei
ch-M
oore
2.
50E
+03
Yes
5.
00E
+04
7.25
E+0
1 1.
72E
+02
4.47
E+0
2
73
181 T
a Y
es
ML
Bre
it-W
igne
r 2.
40E
+03
Yes
1.
00E
+05
4.28
E+0
0 1.
04E
+01
1.40
E+0
1
73
182 T
a Y
es
ML
Bre
it-W
igne
r 3.
50E
+01
Yes
1.
00E
+04
1.47
E-0
1 1.
82E
+00
5.98
E+0
0
74
182 W
Y
es
ML
Bre
it-W
igne
r 1.
20E
+04
No
4.
15E
+00
2.11
E+0
1 1.
14E
+02
74
183 W
Y
es
ML
Bre
it-W
igne
r 2.
20E
+03
No
7.
64E
+00
2.70
E+0
1 4.
06E
+01
74
184 W
Y
es
ML
Bre
it-W
igne
r 1.
50E
+04
No
1.
02E
+02
1.69
E+0
2 1.
84E
+02
74
186 W
Y
es
ML
Bre
it-W
igne
r 1.
50E
+04
No
1.
88E
+01
1.71
E+0
2 2.
18E
+02
75
185 R
e Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
Yes
3.
50E
+04
2.16
E+0
0 5.
92E
+00
7.22
E+0
0
75
187 R
e Y
es
ML
Bre
it-W
igne
r 2.
00E
+03
Yes
3.
50E
+04
4.42
E+0
0 1.
11E
+01
1.60
E+0
1
76
nat O
s Y
es
ML
Bre
it-W
igne
r 1.
60E
+02
No
76
nat O
s Y
es
ML
Bre
it-W
igne
r 3.
36E
+03
No
2.
24E
+01
4.47
E+0
1 6.
63E
+01
76
nat O
s Y
es
ML
Bre
it-W
igne
r 9.
90E
+02
No
9.
47E
+00
1.27
E+0
1 2.
02E
+01
76
nat O
s Y
es
ML
Bre
it-W
igne
r 5.
00E
+03
No
3.
87E
+01
7.86
E+0
1 1.
50E
+02
76
nat O
s Y
es
ML
Bre
it-W
igne
r 7.
70E
+01
No
6.
71E
+00
8.96
E+0
0 1.
03E
+01
76
nat O
s Y
es
ML
Bre
it-W
igne
r 1.
50E
+02
No
9.
16E
+01
1.45
E+0
2 2.
02E
+02
76
nat O
s Y
es
ML
Bre
it-W
igne
r 1.
50E
+02
No
2.
05E
+01
1.28
E+0
2 2.
00E
+02
77
191 Ir
Y
es
ML
Bre
it-W
igne
r 1.
60E
+02
Yes
1.
00E
+04
6.53
E-0
1 5.
36E
+00
6.13
E+0
0
77
193 Ir
Y
es
ML
Bre
it-W
igne
r 3.
00E
+02
Yes
1.
00E
+04
1.30
E+0
0 9.
07E
+00
2.45
E+0
1
78
nat Pt
N
o
79
197 A
u Y
es
ML
Bre
it-W
igne
r 5.
00E
+03
No
4.
91E
+00
4.65
E+0
1 5.
81E
+01
80
196 H
g Y
es
ML
Bre
it-W
igne
r 1.
03E
+02
No
9.
35E
+01
80
198 H
g Y
es
ML
Bre
it-W
igne
r 4.
59E
+02
No
2.
31E
+01
8.98
E+0
1 3.
03E
+02
80
199 H
g Y
es
ML
Bre
it-W
igne
r 9.
68E
+02
No
3.
35E
+01
1.30
E+0
2 1.
75E
+02
80
200 H
g Y
es
ML
Bre
it-W
igne
r 8.
58E
+03
No
1.
33E
+03
2.71
E+0
3 5.
06E
+03
80
201 H
g Y
es
ML
Bre
it-W
igne
r 7.
54E
+02
No
4.
30E
+01
7.09
E+0
1 2.
10E
+02
80
202 H
g Y
es
ML
Bre
it-W
igne
r 4.
52E
+03
No
1.
71E
+03
4.11
E+0
3
80
204 H
g N
o
81
nat T
l Y
es
SL
Bre
it-W
igne
r 5.
00E
+04
No
2.
38E
+02
8.42
E+0
2 1.
13E
+03
80
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
81
nat T
l Y
es
SL
Bre
it-W
igne
r 5.
00E
+04
No
2.
79E
+03
3.04
E+0
3 5.
10E
+03
82
204 Pb
Y
es
ML
Bre
it-W
igne
r 5.
00E
+04
No
1.
69E
+03
2.48
E+0
3 6.
70E
+03
82
206 Pb
Y
es
Rei
ch-M
oore
9.
00E
+05
No
1.
64E
+04
6.60
E+0
4 9.
26E
+04
82
207 Pb
Y
es
Rei
ch-M
oore
4.
75E
+05
No
4.
13E
+04
1.02
E+0
5 1.
82E
+05
82
208 Pb
Y
es
Rei
ch-M
oore
1.
00E
+06
No
5.
06E
+05
8.88
E+0
5 9.
98E
+05
83
209 B
i Y
es
ML
Bre
it-W
igne
r 2.
00E
+05
No
8.
00E
+02
2.31
E+0
3 5.
11E
+03
88
223 R
a N
o
88
224 R
a N
o
88
225 R
a N
o
88
226 R
a Y
es
ML
Bre
it-W
igne
r 1.
00E
+03
No
5.
37E
-01
2.43
E+0
1 3.
91E
+01
89
225 A
c N
o
89
226 A
c N
o
89
227 A
c N
o
90
227 T
h N
o
90
228 T
h Y
es
ML
Bre
it-W
igne
r 7.
80E
+00
No
1.
90E
+00
7.55
E+0
0
90
229 T
h Y
es
SL
Bre
it-W
igne
r 9.
50E
+00
No
6.
09E
-01
1.26
E+0
0 1.
44E
+00
90
230 T
h Y
es
ML
Bre
it-W
igne
r 2.
51E
+02
No
1.
43E
+00
1.73
E+0
1 2.
38E
+01
90
232 T
h Y
es
ML
Bre
it-W
igne
r 4.
00E
+03
Yes
1.
50E
+05
2.18
E+0
1 2.
35E
+01
5.95
E+0
1
90
233 T
h N
o
90
234 T
h N
o
91
231 Pa
Y
es
ML
Bre
it-W
igne
r 1.
43E
+01
Yes
1.
00E
+03
3.96
E-0
1 4.
94E
-01
7.43
E-0
1
91
232 Pa
Y
es
ML
Bre
it-W
igne
r 1.
00E
+01
No
3.
30E
-01
6.90
E-0
1 1.
40E
+00
91
233 Pa
Y
es
ML
Bre
it-W
igne
r 3.
85E
+01
Yes
1.
00E
+04
7.95
E-0
1 1.
34E
+00
1.64
E+0
0
92
232 U
Y
es
ML
Bre
it-W
igne
r 5.
30E
+01
Yes
1.
00E
+03
5.98
E+0
0 1.
27E
+01
2.10
E+0
1
92
233 U
Y
es
Rei
ch-M
oore
1.
50E
+02
Yes
3.
00E
+04
1.70
E-0
1 4.
40E
-01
1.43
E+0
0
92
234 U
Y
es
ML
Bre
it-W
igne
r 1.
50E
+03
Yes
1.
40E
+05
5.16
E+0
0 2.
27E
+01
2.34
E+0
1
92
235 U
Y
es
Rei
ch-M
oore
2.
25E
+03
Yes
2.
50E
+04
3.66
E-0
5 2.
74E
-01
1.13
E+0
0
92
236 U
Y
es
ML
Bre
it-W
igne
r 1.
50E
+03
No
5.
45E
+00
2.97
E+0
1 3.
41E
+01
92
237 U
Y
es
ML
Bre
it-W
igne
r 2.
00E
+02
Yes
1.
00E
+04
1.50
E+0
0 5.
00E
+00
8.50
E+0
0
92
238 U
Y
es
Rei
ch-M
oore
2.
00E
+04
Yes
3.
00E
+05
6.67
E+0
0 2.
09E
+01
3.67
E+0
1
93
235 N
p N
o
93
236 N
p N
o
81
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
93
237 N
p Y
es
ML
Bre
it-W
igne
r 5.
00E
+02
Yes
3.
50E
+04
4.90
E-0
1 1.
32E
+00
1.48
E+0
0
93
238 N
p Y
es
ML
Bre
it-W
igne
r 1.
00E
+02
Yes
1.
00E
+04
1.52
E+0
0 2.
57E
+00
3.62
E+0
0
93
239 N
p N
o
94
236 Pu
Y
es
ML
Bre
it-W
igne
r 1.
00E
+01
Yes
3.
00E
+04
3.16
E+0
0 6.
30E
+00
1.20
E+0
1
94
237 Pu
N
o
94
238 Pu
Y
es
ML
Bre
it-W
igne
r 5.
00E
+02
Yes
1.
50E
+05
2.90
E+0
0 9.
98E
+00
1.86
E+0
1
94
239 Pu
Y
es
Rei
ch-M
oore
2.
50E
+03
Yes
3.
00E
+04
2.96
E-0
1 7.
82E
+00
1.09
E+0
1
94
240 Pu
Y
es
Rei
ch-M
oore
5.
70E
+03
Yes
4.
00E
+04
1.06
E+0
0 2.
04E
+01
3.83
E+0
1
94
241 Pu
Y
es
Rei
ch-M
oore
3.
00E
+02
Yes
3.
00E
+04
1.50
E-0
1 2.
64E
-01
1.73
E+0
0
94
242 Pu
Y
es
ML
Bre
it-W
igne
r 1.
15E
+03
Yes
4.
00E
+04
2.67
E+0
0 1.
46E
+01
2.26
E+0
1
94
243 Pu
Y
es
ML
Bre
it-W
igne
r 1.
02E
+02
Yes
1.
00E
+04
1.66
E+0
0 4.
16E
+00
6.66
E+0
0
94
244 Pu
Y
es
ML
Bre
it-W
igne
r 2.
49E
+02
Yes
1.
00E
+04
2.12
E+0
1 3.
26E
+01
4.40
E+0
1
94
246 Pu
N
o
95
241 A
m
Yes
M
L B
reit
-Wig
ner
1.50
E+0
2 Y
es
4.00
E+0
4 3.
07E
-01
5.76
E-0
1 1.
27E
+00
95
242 A
m
Yes
M
L B
reit
-Wig
ner
1.00
E+0
2 Y
es
4.43
E+0
4 3.
50E
-01
2.19
E+0
0 2.
31E
+00
95
242m
Am
Y
es
ML
Bre
it-W
igne
r 4.
30E
+01
Yes
2.
73E
+04
1.78
E-0
1 6.
15E
-01
1.10
E+0
0
95
243 A
m
Yes
M
L B
reit
-Wig
ner
2.50
E+0
2 Y
es
4.24
E+0
4 4.
19E
-01
9.83
E-0
1 1.
36E
+00
95
244 A
m
No
95
244m
Am
N
o
96
240 C
m
Yes
M
L B
reit
-Wig
ner
1.50
E+0
2 Y
es
3.00
E+0
4 3.
39E
+00
1.02
E+0
1 1.
69E
+01
96
241 C
m
No
96
242 C
m
Yes
M
L B
reit
-Wig
ner
2.75
E+0
2 Y
es
4.00
E+0
4 1.
36E
+01
3.03
E+0
1 3.
75E
+01
96
243 C
m
Yes
S
L B
reit
-Wig
ner
7.00
E+0
1 Y
es
4.00
E+0
4 6.
71E
-01
1.14
E+0
0 1.
47E
+00
96
244 C
m
Yes
S
L B
reit
-Wig
ner
5.25
E+0
2 Y
es
1.00
E+0
4 7.
67E
+00
1.68
E+0
1 2.
28E
+01
96
245 C
m
Yes
M
L B
reit
-Wig
ner
1.00
E+0
2 Y
es
5.50
E+0
4 8.
50E
-01
1.98
E+0
0 2.
15E
+00
96
246 C
m
Yes
M
L B
reit
-Wig
ner
4.00
E+0
2 Y
es
4.30
E+0
4 4.
32E
+00
1.53
E+0
1 3.
30E
+01
96
247 C
m
Yes
S
L B
reit
-Wig
ner
6.00
E+0
1 Y
es
3.00
E+0
4 1.
25E
+00
2.92
E+0
0 3.
19E
+00
96
248 C
m
Yes
M
L B
reit
-Wig
ner
1.50
E+0
3 Y
es
3.00
E+0
4 7.
25E
+00
2.69
E+0
1 3.
50E
+01
96
249 C
m
Yes
M
L B
reit
-Wig
ner
1.50
E+0
2 Y
es
2.50
E+0
4 1.
50E
+01
3.00
E+0
1 5.
00E
+01
96
250 C
m
Yes
M
L B
reit
-Wig
ner
1.50
E+0
2 Y
es
3.00
E+0
4 2.
00E
+01
2.70
E+0
2 4.
50E
+02
97
247 B
k Y
es
SL
Bre
it-W
igne
r 1.
50E
+02
No
1.
01E
+00
3.02
E+0
0 5.
03E
+00
97
249 B
k Y
es
ML
Bre
it-W
igne
r 6.
00E
+01
Yes
3.
00E
+04
1.95
E-0
1 1.
34E
+00
1.60
E+0
0
82
Tab
le 6
. Res
onan
ce d
ata
in t
he J
EF
F-3
.1 g
ener
al-p
urpo
se n
eutr
on d
ata
libra
ry (
cont
.)
Z
Isot
ope
Res
dat
a F
orm
alis
m
Upp
er li
mit
RR
R
Av
para
m in
UR
R
Upp
er li
mit
UR
R
Ene
rgy
of 3
s-w
ave
res.
(eV
)
97
250 B
k Y
es
ML
Bre
it-W
igne
r 1.
00E
+02
Yes
3.
00E
+04
1.82
E+0
0 3.
91E
+00
6.00
E+0
0
98
249 C
f Y
es
ML
Bre
it-W
igne
r 7.
00E
+01
Yes
3.
00E
+04
7.00
E-0
1 3.
88E
+00
5.07
E+0
0
98
250 C
f Y
es
SL
Bre
it-W
igne
r 1.
50E
+02
Yes
3.
00E
+04
1.00
E+0
0 1.
70E
+01
3.30
E+0
1
98
251 C
f Y
es
ML
Bre
it-W
igne
r 1.
64E
+02
Yes
1.
00E
+04
7.12
E-0
1 8.
87E
+00
1.70
E+0
1
98
252 C
f Y
es
ML
Bre
it-W
igne
r 3.
67E
+02
Yes
1.
00E
+04
1.71
E+0
1 3.
46E
+01
5.21
E+0
1
98
254 C
f N
o
99
253 E
s Y
es
ML
Bre
it-W
igne
r 1.
01E
+02
Yes
1.
00E
+04
5.86
E-0
1 4.
31E
+00
8.04
E+0
0
99
254 E
s N
o
99
255 E
s N
o
100
255 Fm
N
o
83
Tab
le 7
. Con
tent
s of
the
JE
FF
-3.1
the
rmal
sca
tter
ing
law
libr
ary
Mat
eria
l M
AT
no.
M
F1
MF
7
H(H
2O)
1 45
1 4
H(Z
rH)
7 45
1 2,
4
H(C
aH2)
8
451
2, 4
D(D
2O)
11
451
4 4 B
e 26
45
1 2,
4
Gra
phit
e 31
45
1 2,
4
H(C
H2)
37
45
1 2,
4
24M
g 52
45
1 2,
4
Ca(
CaH
2)
59
451
2, 4
84
Tab
le 8
. Con
tent
s of
the
JE
FF
-3.1
pro
ton
spec
ial-
purp
ose
libra
ry. L
ist
of a
vaila
ble
reac
tion
s (M
Ts)
in fi
les
MF
=3 to
MF
=6.
Z
Sym
M
F1
MF
3 M
F6
20
40C
a 45
1 2,
5
2, 5
20
42C
a 45
1 2,
5
2, 5
20
43C
a 45
1 2,
5
2, 5
20
44C
a 45
1 2,
5
2, 5
20
46C
a 45
1 2,
5
2, 5
20
48C
a 45
1 2,
5
2, 5
21
45Sc
45
1 2,
5
2, 5
22
46T
i 45
1 2,
5
2, 5
22
47T
i 45
1 2,
5
2, 5
22
48T
i 45
1 2,
5
2, 5
22
49T
i 45
1 2,
5
2, 5
22
50T
i 45
1 2,
5
2, 5
26
54Fe
45
1 2,
5
2, 5
26
56Fe
45
1 2,
5
2, 5
26
57Fe
45
1 2,
5
2, 5
26
58Fe
45
1 2,
5
2, 5
32
70G
e 45
1 2,
5
2, 5
32
72G
e 45
1 2,
5
2, 5
32
73G
e 45
1 2,
5
2, 5
32
74G
e 45
1 2,
5
2, 5
32
76G
e 45
1 2,
5
2, 5
82
204 Pb
45
1 2,
5
2, 5
82
206 Pb
45
1 2,
5
2, 5
82
207 Pb
45
1 2,
5
2, 5
82
208 Pb
45
1 2,
5
2, 5
83
209 B
i 45
1 2,
5
2, 5
85
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=12
5:H
-1
001
Tot
al
3.04
548E
+01
3.30
070E
+01
1.08
381
2.40
810E
+02
4.00
392E
+00
6.92
003E
-01
002
Ela
stic
3.
0122
8E+0
1 3.
2675
0E+0
1 1.
0847
3 2.
4066
1E+0
2 4.
0039
0E+0
0 6.
9197
4E-0
1 10
2 n,
gam
ma
3.31
982E
-01
3.32
070E
-01
1.00
026
1.49
128E
-01
3.95
867E
-05
2.97
350E
-05
Mat
eria
l(M
AT
)=12
8:H
-2
001
Tot
al
4.23
413E
+00
4.69
340E
+00
1.10
848
4.13
548E
+01
2.54
100E
+00
8.12
870E
-01
002
Ela
stic
4.
2336
2E+0
0 4.
6929
0E+0
0 1.
1084
9 4.
1354
6E+0
1 2.
5352
0E+0
0 6.
4643
7E-0
1 10
2 n,
gam
ma
5.05
707E
-04
5.05
780E
-04
1.00
015
2.28
669E
-04
6.99
577E
-06
9.53
295E
-06
Mat
eria
l(M
AT
)=13
1:H
-3
001
Tot
al
1.98
141E
+00
2.21
350E
+00
1.11
712
2.05
035E
+01
1.95
013E
+00
9.73
764E
-01
002
Ela
stic
1.
9814
1E+0
0 2.
2135
0E+0
0 1.
1171
2 2.
0503
5E+0
1 1.
9499
3E+0
0 9.
2356
4E-0
1
Mat
eria
l(M
AT
)=22
5:H
e-3
001
Tot
al
5.31
964E
+03
5.32
140E
+03
1.00
032
2.41
544E
+03
2.96
585E
+00
1.16
941E
+00
002
Ela
stic
3.
8610
0E+0
0 4.
3149
0E+0
0 1.
1175
7 3.
8645
5E+0
1 2.
1479
6E+0
0 9.
7190
5E-0
1 10
2 n,
gam
ma
3.10
003E
-05
3.10
090E
-05
1.00
027
1.39
449E
-05
4.80
149E
-09
1.32
057E
-09
Mat
eria
l(M
AT
)=22
8:H
e-4
001
Tot
al
8.54
660E
-01
9.58
730E
-01
1.12
176
9.28
162E
+00
3.66
169E
+00
1.05
708E
+00
002
Ela
stic
8.
5466
0E-0
1 9.
5873
0E-0
1 1.
1217
6 9.
2816
2E+0
0 3.
6616
9E+0
0 1.
0570
8E+0
0
Mat
eria
l(M
AT
)=32
5:L
i-6
001
Tot
al
9.41
742E
+02
9.42
080E
+02
1.00
036
4.31
319E
+02
1.92
581E
+00
1.45
307E
+00
002
Ela
stic
7.
2775
4E-0
1 8.
1898
0E-0
1 1.
1253
5 8.
1829
3E+0
0 1.
4448
6E+0
0 8.
6589
1E-0
1 10
2 n,
gam
ma
3.85
004E
-02
3.85
110E
-02
1.00
027
1.73
185E
-02
1.17
405E
-05
1.02
286E
-05
Mat
eria
l(M
AT
)=32
8:L
i-7
001
Tot
al
1.08
499E
+00
1.21
640E
+00
1.12
110
1.25
033E
+01
1.81
894E
+00
1.44
555E
+00
002
Ela
stic
1.
0395
8E+0
0 1.
1710
0E+0
0 1.
1263
8 1.
2482
9E+0
1 1.
6406
5E+0
0 1.
0145
1E+0
0 10
2 n,
gam
ma
4.54
021E
-02
4.54
160E
-02
1.00
030
2.04
148E
-02
7.19
468E
-06
4.12
092E
-06
Mat
eria
l(M
AT
)=42
5:B
e-9
001
Tot
al
6.51
084E
+00
7.33
650E
+00
1.12
682
7.41
846E
+01
2.70
883E
+00
1.01
556E
+00
002
Ela
stic
6.
5020
6E+0
0 7.
3278
0E+0
0 1.
1269
9 7.
4180
6E+0
1 2.
6747
9E+0
0 9.
8772
3E-0
1 10
2 n,
gam
ma
8.77
353E
-03
8.77
590E
-03
1.00
027
3.95
827E
-03
1.16
436E
-05
1.24
715E
-06
Mat
eria
l(M
AT
)=52
5:B
-10
001
Tot
al
3.84
215E
+03
3.84
330E
+03
1.00
030
1.75
052E
+03
2.64
081E
+00
1.46
866E
+00
002
Ela
stic
2.
2504
8E+0
0 2.
5374
0E+0
0 1.
1274
9 2.
6385
4E+0
1 2.
0899
4E+0
0 9.
0883
3E-0
1 10
2 n,
gam
ma
4.99
872E
-01
4.99
840E
-01
0.99
994
2.23
447E
-01
3.32
211E
-05
0.00
000E
+00
86
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=52
8:B
-11
001
Tot
al
5.06
677E
+00
5.71
290E
+00
1.12
753
5.93
102E
+01
2.44
559E
+00
1.41
534E
+00
002
Ela
stic
5.
0612
7E+0
0 5.
7074
0E+0
0 1.
1276
6 5.
9307
4E+0
1 2.
4137
1E+0
0 7.
9118
7E-0
1 10
2 n,
gam
ma
5.50
006E
-03
5.50
200E
-03
1.00
035
2.74
777E
-03
2.78
593E
-06
2.14
331E
-07
Mat
eria
l(M
AT
)=60
0:C
-Nat
00
1 T
otal
4.
9413
6E+0
0 5.
5725
0E+0
0 1.
1277
4 5.
7576
9E+0
1 2.
3891
6E+0
0 1.
3023
7E+0
0 00
2 E
last
ic
4.93
799E
+00
5.56
920E
+00
1.12
782
5.75
754E
+01
2.37
556E
+00
8.19
286E
-01
102
n,ga
mm
a 3.
3670
5E-0
3 3.
3774
0E-0
3 1.
0030
7 1.
5281
7E-0
3 9.
4882
6E-0
6 1.
1518
9E-0
4
Mat
eria
l(M
AT
)=72
5:N
-14
001
Tot
al
1.21
698E
+01
1.34
850E
+01
1.10
808
1.11
668E
+02
2.00
777E
+00
1.56
850E
+00
002
Ela
stic
1.
0267
6E+0
1 1.
1582
0E+0
1 1.
1280
6 1.
1081
3E+0
2 1.
8692
6E+0
0 9.
6914
3E-0
1 10
2 n,
gam
ma
7.49
915E
-02
7.49
970E
-02
1.00
008
3.36
688E
-02
3.65
302E
-05
1.72
232E
-05
Mat
eria
l(M
AT
)=72
8:N
-15
001
Tot
al
4.56
325E
+00
5.13
890E
+00
1.12
615
5.21
077E
+01
2.61
947E
+00
1.65
255E
+00
002
Ela
stic
4.
5632
2E+0
0 5.
1389
0E+0
0 1.
1261
5 5.
2107
7E+0
1 2.
6071
7E+0
0 9.
6109
2E-0
1 10
2 n,
gam
ma
2.40
099E
-05
2.40
330E
-05
1.00
096
3.20
621E
-05
1.87
229E
-05
8.60
002E
-06
Mat
eria
l(M
AT
)=82
5:O
-16
001
Tot
al
3.97
321E
+00
4.48
260E
+00
1.12
822
4.68
501E
+01
2.80
403E
+00
1.59
271E
+00
002
Ela
stic
3.
9730
2E+0
0 4.
4825
0E+0
0 1.
1282
2 4.
6850
0E+0
1 2.
7868
6E+0
0 9.
5724
2E-0
1 10
2 n,
gam
ma
1.90
002E
-04
1.90
050E
-04
1.00
028
8.54
667E
-05
2.94
284E
-08
8.09
378E
-09
Mat
eria
l(M
AT
)=82
8:O
-17
001
Tot
al
4.08
957E
+00
4.58
360E
+00
1.12
079
4.49
406E
+01
1.52
525E
+00
1.67
803E
+00
002
Ela
stic
3.
8507
3E+0
0 4.
3447
0E+0
0 1.
1282
7 4.
4832
9E+0
1 1.
3695
1E+0
0 7.
2000
0E-0
1 10
2 n,
gam
ma
3.82
863E
-03
3.82
720E
-03
0.99
962
1.71
412E
-03
1.93
617E
-04
2.08
823E
-04
Mat
eria
l(M
AT
)=92
5:F
-19
001
Tot
al
3.74
669E
+00
4.22
520E
+00
1.12
771
5.14
824E
+01
3.63
682E
+00
1.75
887E
+00
002
Ela
stic
3.
7371
1E+0
0 4.
2156
0E+0
0 1.
1280
4 5.
1467
2E+0
1 2.
6441
0E+0
0 9.
4552
7E-0
1 10
2 n,
gam
ma
9.57
845E
-03
9.58
110E
-03
1.00
028
1.51
906E
-02
2.08
080E
-04
3.53
925E
-05
Mat
eria
l(M
AT
)=11
22:N
a-22
001
Tot
al
2.90
779E
+04
2.91
360E
+04
1.00
202
1.57
862E
+04
2.94
234E
+00
1.61
298E
+00
002
Ela
stic
7.
4157
5E+0
1 8.
3689
0E+0
1 1.
1285
3 9.
6369
2E+0
2 2.
0485
1E+0
0 7.
2902
6E-0
1 10
2 n,
gam
ma
2.52
100E
+02
2.52
580E
+02
1.00
192
1.28
624E
+02
7.72
932E
-04
2.10
470E
-04
Mat
eria
l(M
AT
)=11
25:N
a-23
001
Tot
al
3.62
117E
+00
4.01
830E
+00
1.10
968
1.23
147E
+02
3.42
022E
+00
1.80
909E
+00
002
Ela
stic
3.
0898
0E+0
0 3.
4868
0E+0
0 1.
1284
9 1.
2283
6E+0
2 3.
0427
6E+0
0 1.
0190
4E+0
0 10
2 n,
gam
ma
5.31
372E
-01
5.31
550E
-01
1.00
034
3.10
635E
-01
2.30
165E
-04
1.48
817E
-04
87
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=12
25:M
g-24
001
Tot
al
3.87
745E
+00
4.36
920E
+00
1.12
683
5.40
101E
+01
3.55
191E
+00
1.74
764E
+00
002
Ela
stic
3.
8271
6E+0
0 4.
3189
0E+0
0 1.
1284
9 5.
3980
9E+0
1 3.
2056
0E+0
0 5.
2493
7E-0
1 10
2 n,
gam
ma
5.02
895E
-02
5.03
060E
-02
1.00
033
2.91
613E
-02
3.88
811E
-04
3.44
609E
-05
Mat
eria
l(M
AT
)=12
28:M
g-25
001
Tot
al
2.83
737E
+00
3.17
760E
+00
1.11
992
4.13
022E
+01
3.10
292E
+00
1.82
570E
+00
002
Ela
stic
2.
6469
9E+0
0 2.
9872
0E+0
0 1.
1285
2 4.
1205
0E+0
1 2.
7370
6E+0
0 6.
8573
3E-0
1 10
2 n,
gam
ma
1.90
374E
-01
1.90
440E
-01
1.00
033
9.73
437E
-02
3.57
814E
-04
6.98
834E
-06
Mat
eria
l(M
AT
)=12
31:M
g-26
001
Tot
al
2.92
345E
+00
3.29
430E
+00
1.12
685
3.39
465E
+01
3.28
270E
+00
1.85
076E
+00
002
Ela
stic
2.
8851
4E+0
0 3.
2560
0E+0
0 1.
1285
3 3.
3929
3E+0
1 3.
0499
3E+0
0 6.
8158
8E-0
1 10
2 n,
gam
ma
3.83
094E
-02
3.83
220E
-02
1.00
033
1.72
200E
-02
3.22
012E
-04
2.12
583E
-05
Mat
eria
l(M
AT
)=13
25:A
l-27
001
Tot
al
1.68
510E
+00
1.87
180E
+00
1.11
079
2.38
144E
+01
3.24
197E
+00
1.74
426E
+00
002
Ela
stic
1.
4516
4E+0
0 1.
6382
0E+0
0 1.
1285
5 2.
3686
8E+0
1 2.
9251
9E+0
0 7.
7943
7E-0
1 10
2 n,
gam
ma
2.33
463E
-01
2.33
540E
-01
1.00
033
1.27
603E
-01
5.46
344E
-04
6.27
689E
-04
Mat
eria
l(M
AT
)=14
25:S
i-28
001
Tot
al
2.16
030E
+00
2.41
630E
+00
1.11
851
2.38
949E
+01
3.16
056E
+00
1.73
039E
+00
002
Ela
stic
1.
9911
7E+0
0 2.
2471
0E+0
0 1.
1285
5 2.
3813
0E+0
1 2.
9599
7E+0
0 6.
9695
5E-0
1 10
2 n,
gam
ma
1.69
135E
-01
1.69
190E
-01
1.00
033
8.18
819E
-02
6.91
704E
-04
6.32
557E
-04
Mat
eria
l(M
AT
)=14
28:S
i-29
001
Tot
al
2.99
378E
+00
3.36
580E
+00
1.12
428
3.36
688E
+01
3.61
851E
+00
1.75
658E
+00
002
Ela
stic
2.
8922
8E+0
0 3.
2642
0E+0
0 1.
1285
8 3.
3604
1E+0
1 3.
3014
6E+0
0 7.
7079
6E-0
1 10
2 n,
gam
ma
1.01
499E
-01
1.01
690E
-01
1.00
188
6.47
622E
-02
2.99
550E
-04
3.25
080E
-04
Mat
eria
l(M
AT
)=14
31:S
i-30
001
Tot
al
2.64
032E
+00
2.96
650E
+00
1.12
355
3.53
750E
+01
3.59
449E
+00
1.77
936E
+00
002
Ela
stic
2.
5325
6E+0
0 2.
8582
0E+0
0 1.
1285
8 3.
4670
7E+0
1 3.
4182
5E+0
0 7.
3745
1E-0
1 10
2 n,
gam
ma
1.07
758E
-01
1.08
350E
-01
1.00
550
7.04
389E
-01
6.78
705E
-04
4.79
509E
-04
Mat
eria
l(M
AT
)=15
25:P
-31
001
Tot
al
3.35
111E
+00
3.76
070E
+00
1.12
223
3.72
489E
+01
2.88
188E
+00
1.83
244E
+00
002
Ela
stic
3.
1849
3E+0
0 3.
5945
0E+0
0 1.
1285
9 3.
7173
1E+0
1 2.
5547
9E+0
0 1.
1614
3E+0
0 10
2 n,
gam
ma
1.66
183E
-01
1.66
240E
-01
1.00
033
7.58
402E
-02
1.01
302E
-03
9.89
520E
-06
Mat
eria
l(M
AT
)=16
25:S
-32
001
Tot
al
1.51
395E
+00
1.64
090E
+00
1.08
385
1.22
652E
+01
2.77
745E
+00
1.73
826E
+00
002
Ela
stic
9.
7863
9E-0
1 1.
1045
0E+0
0 1.
1286
0 1.
1934
6E+0
1 2.
5344
1E+0
0 7.
6411
4E-0
1 10
2 n,
gam
ma
5.28
204E
-01
5.28
370E
-01
1.00
032
2.45
208E
-01
5.91
342E
-04
3.23
500E
-06
88
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=16
28:S
-33
001
Tot
al
3.41
074E
+00
3.80
450E
+00
1.11
543
3.45
035E
+01
2.70
933E
+00
1.76
369E
+00
002
Ela
stic
2.
8878
5E+0
0 3.
2592
0E+0
0 1.
1286
0 3.
2261
9E+0
1 2.
3226
9E+0
0 7.
2960
8E-0
1 10
2 n,
gam
ma
3.50
050E
-01
3.50
160E
-01
1.00
032
1.63
419E
-01
2.06
035E
-04
7.15
924E
-07
Mat
eria
l(M
AT
)=16
31:S
-34
001
Tot
al
2.33
180E
+00
2.60
300E
+00
1.11
631
2.39
443E
+01
2.64
806E
+00
1.77
993E
+00
002
Ela
stic
2.
1082
0E+0
0 2.
3793
0E+0
0 1.
1286
1 2.
3845
1E+0
1 2.
5161
6E+0
0 7.
4804
8E-0
1 10
2 n,
gam
ma
2.23
602E
-01
2.23
670E
-01
1.00
032
9.92
256E
-02
2.77
325E
-04
3.66
670E
-06
Mat
eria
l(M
AT
)=16
37:S
-36
001
Tot
al
2.36
577E
+00
2.65
280E
+00
1.12
133
2.67
993E
+01
2.64
465E
+00
1.82
909E
+00
002
Ela
stic
2.
2153
1E+0
0 2.
5003
0E+0
0 1.
1286
2 2.
6679
2E+0
1 2.
5652
8E+0
0 7.
9344
7E-0
1 10
2 n,
gam
ma
1.50
455E
-01
1.52
560E
-01
1.01
398
1.20
122E
-01
2.49
779E
-04
1.36
924E
-06
Mat
eria
l(M
AT
)=17
25:C
l-35
001
Tot
al
6.50
682E
+01
6.77
940E
+01
1.04
189
1.37
649E
+02
2.82
680E
+00
2.02
639E
+00
002
Ela
stic
2.
0969
0E+0
1 2.
3661
0E+0
1 1.
1283
8 1.
1921
0E+0
2 2.
4762
1E+0
0 8.
9058
9E-0
1 10
2 n,
gam
ma
4.36
185E
+01
4.36
520E
+01
1.00
077
1.79
651E
+01
8.80
508E
-04
4.78
074E
-04
Mat
eria
l(M
AT
)=17
31:C
l-37
001
Tot
al
1.59
639E
+00
1.74
630E
+00
1.09
393
1.89
685E
+01
2.61
868E
+00
2.11
029E
+00
002
Ela
stic
1.
1632
8E+0
0 1.
3129
0E+0
0 1.
1286
2 1.
8765
6E+0
1 2.
4538
4E+0
0 1.
0083
3E+0
0 10
2 n,
gam
ma
4.33
111E
-01
4.33
430E
-01
1.00
074
2.02
939E
-01
4.36
191E
-04
2.86
825E
-04
Mat
eria
l(M
AT
)=18
25:A
r-36
001
Tot
al
7.96
350E
+01
8.93
080E
+01
1.12
147
6.69
243E
+02
2.86
333E
+00
1.82
368E
+00
002
Ela
stic
7.
4591
1E+0
1 8.
4185
0E+0
1 1.
1286
2 6.
6698
2E+0
2 2.
5192
1E+0
0 7.
9207
8E-0
1 10
2 n,
gam
ma
5.04
389E
+00
5.12
340E
+00
1.01
576
2.26
121E
+00
3.41
829E
-03
4.38
002E
-04
Mat
eria
l(M
AT
)=18
31:A
r-38
001
Tot
al
9.74
215E
+00
1.09
250E
+01
1.12
138
7.89
270E
+01
2.75
368E
+00
1.94
775E
+00
002
Ela
stic
8.
9403
4E+0
0 1.
0090
0E+0
1 1.
1286
3 7.
8573
6E+0
1 2.
5511
9E+0
0 8.
3593
3E-0
1 10
2 n,
gam
ma
8.01
803E
-01
8.34
300E
-01
1.04
053
3.53
343E
-01
7.90
696E
-04
1.36
301E
-04
Mat
eria
l(M
AT
)=18
37:A
r-40
001
Tot
al
1.31
519E
+00
1.39
970E
+00
1.06
422
1.07
072E
+01
2.97
259E
+00
2.29
042E
+00
002
Ela
stic
6.
5516
1E-0
1 7.
3944
0E-0
1 1.
1286
5 1.
0418
4E+0
1 2.
5531
3E+0
0 7.
8804
0E-0
1 10
2 n,
gam
ma
6.60
032E
-01
6.60
210E
-01
1.00
027
2.88
811E
-01
1.01
837E
-03
3.46
454E
-04
Mat
eria
l(M
AT
)=19
25:K
-39
001
Tot
al
4.19
098E
+00
4.46
030E
+00
1.06
426
2.27
656E
+01
2.79
479E
+00
2.01
647E
+00
002
Ela
stic
2.
0887
0E+0
0 2.
3574
0E+0
0 1.
1286
3 2.
1690
5E+0
1 2.
5852
4E+0
0 9.
5943
2E-0
1 10
2 n,
gam
ma
2.09
798E
+00
2.09
860E
+00
1.00
028
1.07
007E
+00
2.69
600E
-03
7.42
755E
-06
89
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=19
28:K
-40
001
Tot
al
3.75
618E
+01
3.79
020E
+01
1.00
905
4.94
325E
+01
2.84
401E
+00
2.05
040E
+00
002
Ela
stic
2.
7853
8E+0
0 3.
1437
0E+0
0 1.
1286
4 3.
3585
1E+0
1 2.
2966
4E+0
0 9.
8135
6E-0
1 10
2 n,
gam
ma
3.00
006E
+01
3.00
090E
+01
1.00
028
1.34
665E
+01
1.58
449E
-03
4.10
919E
-06
Mat
eria
l(M
AT
)=19
31:K
-41
001
Tot
al
4.05
690E
+00
4.39
150E
+00
1.08
249
3.64
086E
+01
2.86
509E
+00
2.08
421E
+00
002
Ela
stic
2.
5977
3E+0
0 2.
9319
0E+0
0 1.
1286
6 3.
4857
1E+0
1 2.
5129
3E+0
0 1.
0010
8E+0
0 10
2 n,
gam
ma
1.45
918E
+00
1.45
960E
+00
1.00
029
1.55
151E
+00
5.95
575E
-03
1.73
407E
-05
Mat
eria
l(M
AT
)=20
25:C
a-40
001
Tot
al
3.46
997E
+00
3.86
380E
+00
1.11
349
3.31
713E
+01
2.83
215E
+00
2.15
785E
+00
002
Ela
stic
3.
0600
4E+0
0 3.
4537
0E+0
0 1.
1286
5 3.
2964
4E+0
1 2.
6327
9E+0
0 9.
1361
3E-0
1 10
2 n,
gam
ma
4.07
531E
-01
4.07
650E
-01
1.00
030
2.05
769E
-01
1.51
393E
-03
4.12
903E
-04
Mat
eria
l(M
AT
)=20
31:C
a-42
001
Tot
al
1.91
957E
+00
2.07
880E
+00
1.08
296
1.56
843E
+01
3.37
225E
+00
2.15
703E
+00
002
Ela
stic
1.
2365
0E+0
0 1.
3956
0E+0
0 1.
1286
5 1.
5321
0E+0
1 2.
9318
5E+0
0 8.
9302
5E-0
1 10
2 n,
gam
ma
6.83
070E
-01
6.83
240E
-01
1.00
024
3.63
336E
-01
2.66
602E
-03
1.03
534E
-03
Mat
eria
l(M
AT
)=20
34:C
a-43
001
Tot
al
1.58
735E
+01
1.64
180E
+01
1.03
428
1.36
430E
+02
3.36
798E
+00
2.17
612E
+00
002
Ela
stic
4.
2091
5E+0
0 4.
7505
0E+0
0 1.
1286
3 1.
3064
9E+0
2 2.
6896
1E+0
0 9.
0423
2E-0
1 10
2 n,
gam
ma
1.16
642E
+01
1.16
670E
+01
1.00
023
5.78
042E
+00
2.81
581E
-03
1.84
957E
-03
Mat
eria
l(M
AT
)=20
37:C
a-44
001
Tot
al
4.24
620E
+00
4.67
850E
+00
1.10
181
3.58
669E
+01
3.26
208E
+00
2.20
125E
+00
002
Ela
stic
3.
3577
6E+0
0 3.
7898
0E+0
0 1.
1286
7 3.
5447
3E+0
1 2.
7265
6E+0
0 9.
2134
4E-0
1 10
2 n,
gam
ma
8.88
447E
-01
8.88
690E
-01
1.00
027
4.19
537E
-01
1.18
977E
-03
1.36
568E
-03
Mat
eria
l(M
AT
)=20
43:C
a-46
001
Tot
al
7.00
018E
-01
7.00
210E
-01
1.00
027
9.09
167E
+01
3.45
203E
+00
2.24
524E
+00
002
Ela
stic
0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 9.
0598
2E+0
1 2.
9914
3E+0
0 9.
4862
6E-0
1 10
2 n,
gam
ma
7.00
018E
-01
7.00
210E
-01
1.00
027
3.18
522E
-01
5.34
989E
-04
1.39
966E
-03
Mat
eria
l(M
AT
)=20
49:C
a-48
001
Tot
al
4.84
844E
+00
5.33
190E
+00
1.09
972
4.04
005E
+01
3.25
557E
+00
2.29
332E
+00
002
Ela
stic
3.
7555
3E+0
0 4.
2388
0E+0
0 1.
1286
8 3.
9915
7E+0
1 3.
1617
5E+0
0 9.
8020
9E-0
1 10
2 n,
gam
ma
1.09
291E
+00
1.09
310E
+00
1.00
020
4.84
856E
-01
2.04
214E
-04
8.38
941E
-04
Mat
eria
l(M
AT
)=21
25:S
c-45
001
Tot
al
4.98
776E
+01
5.28
040E
+01
1.05
868
2.33
484E
+02
3.38
297E
+00
2.22
608E
+00
002
Ela
stic
2.
2734
1E+0
1 2.
5656
0E+0
1 1.
1285
2 2.
2160
5E+0
2 2.
5128
5E+0
0 9.
9354
2E-0
1 10
2 n,
gam
ma
2.71
415E
+01
2.71
470E
+01
1.00
019
1.18
163E
+01
4.82
458E
-03
1.50
655E
-03
90
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=22
25:T
i-46
001
Tot
al
1.05
718E
+01
1.11
390E
+01
1.05
361
1.38
817E
+02
3.31
866E
+00
2.31
722E
+00
002
Ela
stic
4.
4589
9E+0
0 5.
0265
0E+0
0 1.
1272
6 1.
3638
3E+0
2 2.
6347
6E+0
0 1.
0175
5E+0
0 10
2 n,
gam
ma
6.11
286E
+00
6.11
210E
+00
0.99
988
2.43
356E
+00
4.87
896E
-03
5.93
338E
-04
Mat
eria
l(M
AT
)=22
28:T
i-47
001
Tot
al
1.05
709E
+01
1.11
380E
+01
1.05
360
1.38
818E
+02
3.31
858E
+00
2.31
611E
+00
002
Ela
stic
4.
4580
0E+0
0 5.
0254
0E+0
0 1.
1272
7 1.
3638
5E+0
2 2.
3611
2E+0
0 9.
8161
0E-0
1 10
2 n,
gam
ma
6.11
286E
+00
6.11
210E
+00
0.99
988
2.43
356E
+00
5.90
897E
-03
6.06
647E
-04
Mat
eria
l(M
AT
)=22
31:T
i-48
001
Tot
al
1.05
613E
+01
1.11
230E
+01
1.05
317
1.38
743E
+02
3.31
837E
+00
2.32
241E
+00
002
Ela
stic
4.
4484
7E+0
0 5.
0108
0E+0
0 1.
1264
1 1.
3630
9E+0
2 2.
7113
7E+0
0 1.
0263
4E+0
0 10
2 n,
gam
ma
6.11
287E
+00
6.11
210E
+00
0.99
988
2.43
356E
+00
2.26
615E
-03
5.94
579E
-04
Mat
eria
l(M
AT
)=22
34:T
i-49
001
Tot
al
1.05
690E
+01
1.11
350E
+01
1.05
358
1.38
817E
+02
3.31
871E
+00
2.32
236E
+00
002
Ela
stic
4.
4561
6E+0
0 5.
0232
0E+0
0 1.
1272
5 1.
3638
4E+0
2 2.
7759
6E+0
0 9.
9056
1E-0
1 10
2 n,
gam
ma
6.11
287E
+00
6.11
210E
+00
0.99
988
2.43
356E
+00
3.78
821E
-03
6.22
830E
-04
Mat
eria
l(M
AT
)=22
37:T
i-50
001
Tot
al
1.05
682E
+01
1.11
340E
+01
1.05
357
1.38
818E
+02
3.31
869E
+00
2.32
262E
+00
002
Ela
stic
4.
4552
9E+0
0 5.
0222
0E+0
0 1.
1272
4 1.
3638
5E+0
2 2.
8969
7E+0
0 9.
6021
2E-0
1 10
2 n,
gam
ma
6.11
288E
+00
6.11
220E
+00
0.99
988
2.43
356E
+00
8.48
028E
-04
4.79
753E
-04
Mat
eria
l(M
AT
)=23
00:V
-Nat
001
Tot
al
1.02
507E
+01
1.09
190E
+01
1.06
518
2.65
086E
+02
3.85
758E
+00
2.35
807E
+00
002
Ela
stic
5.
2065
6E+0
0 5.
8765
0E+0
0 1.
1286
8 2.
6244
4E+0
2 3.
1930
4E+0
0 1.
1042
9E+0
0 10
2 n,
gam
ma
5.04
419E
+00
5.04
240E
+00
0.99
964
2.64
298E
+00
1.90
136E
-03
6.39
995E
-04
Mat
eria
l(M
AT
)=24
25:C
r-50
001
Tot
al
1.82
987E
+01
1.86
080E
+01
1.01
689
2.60
271E
+02
3.66
852E
+00
2.41
614E
+00
002
Ela
stic
2.
3716
7E+0
0 2.
6770
0E+0
0 1.
1287
3 2.
5280
2E+0
2 2.
9739
9E+0
0 1.
0970
7E+0
0 10
2 n,
gam
ma
1.59
270E
+01
1.59
310E
+01
1.00
023
7.46
971E
+00
4.41
724E
-03
1.08
000E
-03
Mat
eria
l(M
AT
)=24
31:C
r-52
001
Tot
al
3.71
429E
+00
4.09
460E
+00
1.10
239
3.69
913E
+01
3.39
292E
+00
2.44
218E
+00
002
Ela
stic
2.
9542
0E+0
0 3.
3344
0E+0
0 1.
1286
8 3.
6539
1E+0
1 2.
9479
0E+0
0 1.
0835
5E+0
0 10
2 n,
gam
ma
7.60
092E
-01
7.60
250E
-01
1.00
020
4.52
165E
-01
2.11
168E
-03
7.23
925E
-04
Mat
eria
l(M
AT
)=24
34:C
r-53
001
Tot
al
2.59
891E
+01
2.70
120E
+01
1.03
937
3.42
880E
+02
3.78
221E
+00
2.41
771E
+00
002
Ela
stic
7.
9234
9E+0
0 8.
9434
0E+0
0 1.
1287
2 3.
3444
9E+0
2 2.
9969
0E+0
0 1.
0160
4E+0
0 10
2 n,
gam
ma
1.80
656E
+01
1.80
690E
+01
1.00
018
8.43
178E
+00
2.07
872E
-03
9.39
396E
-04
91
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=24
37:C
r-54
001
Tot
al
2.92
391E
+00
3.25
390E
+00
1.11
286
4.25
940E
+01
3.67
328E
+00
2.41
770E
+00
002
Ela
stic
2.
5638
8E+0
0 2.
8938
0E+0
0 1.
1286
8 4.
2403
1E+0
1 2.
9828
6E+0
0 1.
0013
2E+0
0 10
2 n,
gam
ma
3.60
034E
-01
3.60
120E
-01
1.00
024
1.90
908E
-01
1.59
417E
-03
5.45
397E
-04
Mat
eria
l(M
AT
)=25
25:M
n-55
001
Tot
al
1.56
008E
+01
1.58
860E
+01
1.01
828
6.15
513E
+02
3.67
946E
+00
2.57
127E
+00
002
Ela
stic
2.
1864
7E+0
0 2.
4680
0E+0
0 1.
1287
5 6.
0374
9E+0
2 2.
8000
2E+0
0 1.
2179
4E+0
0 10
2 n,
gam
ma
1.34
144E
+01
1.34
180E
+01
1.00
027
1.17
637E
+01
2.94
457E
-03
6.63
000E
-04
Mat
eria
l(M
AT
)=26
25:F
e-54
001
Tot
al
4.45
333E
+00
4.73
710E
+00
1.06
372
1.07
745E
+02
3.64
968E
+00
2.60
816E
+00
002
Ela
stic
2.
2016
1E+0
0 2.
4849
0E+0
0 1.
1286
7 1.
0656
3E+0
2 3.
1261
1E+0
0 1.
1870
6E+0
0 10
2 n,
gam
ma
2.25
172E
+00
2.25
220E
+00
1.00
022
1.18
148E
+00
4.88
778E
-03
9.35
309E
-04
Mat
eria
l(M
AT
)=26
31:F
e-56
001
Tot
al
1.47
933E
+01
1.63
650E
+01
1.10
623
1.21
968E
+02
3.24
797E
+00
2.58
777E
+00
002
Ela
stic
1.
2207
3E+0
1 1.
3778
0E+0
1 1.
1286
9 1.
2063
9E+0
2 2.
6264
9E+0
0 1.
1627
8E+0
0 10
2 n,
gam
ma
2.58
593E
+00
2.58
650E
+00
1.00
021
1.32
903E
+00
2.73
132E
-03
7.67
939E
-04
Mat
eria
l(M
AT
)=26
34:F
e-57
001
Tot
al
2.66
648E
+00
2.69
340E
+00
1.01
009
8.30
276E
+01
4.08
150E
+00
2.69
920E
+00
002
Ela
stic
2.
0391
5E-0
1 2.
3015
0E-0
1 1.
1286
6 7.
8511
4E+0
1 2.
5745
6E+0
0 1.
2580
5E+0
0 10
2 n,
gam
ma
2.46
257E
+00
2.46
320E
+00
1.00
027
1.41
952E
+00
1.76
058E
-03
8.92
490E
-04
Mat
eria
l(M
AT
)=26
37:F
e-58
001
Tot
al
8.85
573E
+00
9.82
640E
+00
1.10
961
9.67
920E
+01
4.79
543E
+00
2.71
964E
+00
002
Ela
stic
7.
5412
1E+0
0 8.
5116
0E+0
0 1.
1286
8 9.
5530
0E+0
1 3.
9835
2E+0
0 1.
2755
2E+0
0 10
2 n,
gam
ma
1.31
452E
+00
1.31
480E
+00
1.00
024
1.26
200E
+00
2.10
066E
-03
9.75
096E
-04
Mat
eria
l(M
AT
)=27
22:C
o-58
001
Tot
al
1.95
377E
+03
1.97
300E
+03
1.00
982
1.18
551E
+04
3.91
418E
+00
2.71
649E
+00
002
Ela
stic
7.
3606
1E+0
1 8.
3604
0E+0
1 1.
1358
3 5.
5488
7E+0
3 2.
6237
2E+0
0 1.
2489
0E+0
0 10
2 n,
gam
ma
1.64
607E
+02
1.67
750E
+02
1.01
907
2.19
955E
+02
2.62
689E
-03
7.16
790E
-04
Mat
eria
l(M
AT
)=27
23:C
o-58
M
00
1 T
otal
1.
4504
6E+0
5 1.
4959
0E+0
5 1.
0313
2 2.
3550
6E+0
5 3.
9124
7E+0
0 2.
7194
4E+0
0 00
2 E
last
ic
7.06
280E
+03
8.35
190E
+03
1.18
251
5.90
540E
+04
2.71
667E
+00
1.24
895E
+00
102
n,ga
mm
a 1.
0086
8E+0
5 1.
0344
0E+0
5 1.
0255
1 1.
2780
1E+0
5 4.
3048
3E-0
3 7.
5209
0E-0
4
Mat
eria
l(M
AT
)=27
25:C
o-59
001
Tot
al
4.32
091E
+01
4.40
000E
+01
1.01
829
8.55
772E
+02
3.73
341E
+00
2.71
319E
+00
002
Ela
stic
6.
0317
5E+0
0 6.
8078
0E+0
0 1.
1286
6 7.
7991
1E+0
2 3.
0002
4E+0
0 1.
3897
0E+0
0 10
2 n,
gam
ma
3.71
774E
+01
3.71
920E
+01
1.00
038
7.58
617E
+01
5.00
514E
-03
8.99
996E
-04
92
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=28
25:N
i-58
001
Tot
al
2.96
383E
+01
3.28
590E
+01
1.10
865
2.67
948E
+02
3.65
247E
+00
2.71
372E
+00
002
Ela
stic
2.
5017
6E+0
1 2.
8237
0E+0
1 1.
1286
8 2.
6578
0E+0
2 3.
1631
0E+0
0 1.
2953
7E+0
0 10
2 n,
gam
ma
4.62
067E
+00
4.62
170E
+00
1.00
023
2.16
790E
+00
7.81
934E
-03
4.99
542E
-04
Mat
eria
l(M
AT
)=28
28:N
i-59
001
Tot
al
9.83
465E
+01
9.86
710E
+01
1.00
330
5.17
906E
+02
1.19
612E
+01
5.82
713E
+00
002
Ela
stic
2.
3542
7E+0
0 2.
6575
0E+0
0 1.
1287
9 3.
6755
1E+0
2 1.
1816
7E+0
1 4.
6082
1E+0
0 10
2 n,
gam
ma
8.07
520E
+01
8.07
820E
+01
1.00
037
1.26
737E
+02
4.85
057E
-03
5.60
002E
-04
Mat
eria
l(M
AT
)=28
31:N
i-60
001
Tot
al
3.74
894E
+00
3.87
620E
+00
1.03
394
8.02
122E
+01
3.46
259E
+00
2.72
305E
+00
002
Ela
stic
9.
8480
0E-0
1 1.
1115
0E+0
0 1.
1287
0 7.
8839
1E+0
1 2.
9359
8E+0
0 1.
2769
0E+0
0 10
2 n,
gam
ma
2.76
414E
+00
2.76
460E
+00
1.00
018
1.37
324E
+00
6.28
746E
-03
7.56
393E
-04
Mat
eria
l(M
AT
)=28
34:N
i-61
001
Tot
al
1.04
566E
+01
1.14
810E
+01
1.09
800
1.06
184E
+02
3.58
225E
+00
2.76
093E
+00
002
Ela
stic
7.
9580
7E+0
0 8.
9822
0E+0
0 1.
1286
9 1.
0456
7E+0
2 2.
3450
7E+0
0 1.
3077
2E+0
0 10
2 n,
gam
ma
2.49
853E
+00
2.49
910E
+00
1.00
023
1.52
555E
+00
4.91
953E
-03
4.22
401E
-04
Mat
eria
l(M
AT
)=28
37:N
i-62
001
Tot
al
2.43
887E
+01
2.56
720E
+01
1.05
264
4.62
763E
+02
3.64
198E
+00
2.75
836E
+00
002
Ela
stic
9.
9722
7E+0
0 1.
1256
0E+0
1 1.
1287
5 4.
5678
9E+0
2 3.
0698
2E+0
0 1.
2813
2E+0
0 10
2 n,
gam
ma
1.44
164E
+01
1.44
160E
+01
0.99
999
5.97
539E
+00
6.71
034E
-03
2.39
399E
-04
Mat
eria
l(M
AT
)=28
43:N
i-64
001
Tot
al
1.53
452E
+00
1.53
700E
+00
1.00
161
8.56
927E
+01
4.07
532E
+00
2.75
888E
+00
002
Ela
stic
1.
6372
0E-0
2 1.
8480
0E-0
2 1.
1287
4 8.
4940
5E+0
1 3.
5720
6E+0
0 1.
2745
7E+0
0 10
2 n,
gam
ma
1.51
815E
+00
1.51
850E
+00
1.00
024
7.52
291E
-01
4.68
378E
-03
1.93
599E
-04
Mat
eria
l(M
AT
)=29
25:C
u-63
001
Tot
al
9.61
284E
+00
1.02
750E
+01
1.06
891
1.01
779E
+02
3.66
096E
+00
2.91
220E
+00
002
Ela
stic
5.
1432
4E+0
0 5.
8049
0E+0
0 1.
1286
5 9.
6850
3E+0
1 2.
8782
7E+0
0 1.
4749
9E+0
0 10
2 n,
gam
ma
4.46
960E
+00
4.47
030E
+00
1.00
016
4.92
903E
+00
1.07
519E
-02
2.72
000E
-03
Mat
eria
l(M
AT
)=29
31:C
u-65
001
Tot
al
1.60
409E
+01
1.78
290E
+01
1.11
148
1.52
485E
+02
3.74
049E
+00
2.95
880E
+00
002
Ela
stic
1.
3892
1E+0
1 1.
5680
0E+0
1 1.
1286
9 1.
5030
7E+0
2 3.
0414
0E+0
0 1.
4027
4E+0
0 10
2 n,
gam
ma
2.14
880E
+00
2.14
930E
+00
1.00
023
2.17
899E
+00
7.10
443E
-03
5.20
002E
-04
Mat
eria
l(M
AT
)=30
00:Z
n-N
at
00
1 T
otal
5.
3048
4E+0
0 5.
8490
0E+0
0 1.
1025
7 9.
9797
0E+0
1 3.
8036
8E+0
0 2.
9500
0E+0
0 00
2 E
last
ic
4.22
602E
+00
4.76
990E
+00
1.12
870
9.73
000E
+01
3.15
852E
+00
1.69
709E
+00
102
n,ga
mm
a 1.
0788
2E+0
0 1.
0791
0E+0
0 1.
0002
2 2.
4971
6E+0
0 1.
5892
8E-0
2 2.
4869
9E-0
3
93
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=31
00:G
a-N
at
00
1 T
otal
9.
8479
7E+0
0 1.
0755
0E+0
1 1.
0921
1 2.
2604
7E+0
2 3.
8048
0E+0
0 3.
2306
9E+0
0 00
2 E
last
ic
7.04
515E
+00
7.95
160E
+00
1.12
866
2.02
347E
+02
2.95
062E
+00
1.62
693E
+00
102
n,ga
mm
a 2.
8028
3E+0
0 2.
8035
0E+0
0 1.
0002
5 2.
3699
3E+0
1 1.
5313
1E-0
2 7.
6136
4E-0
4
Mat
eria
l(M
AT
)=32
25:G
e-70
001
Tot
al
1.55
257E
+01
1.71
460E
+01
1.10
434
1.43
586E
+02
4.39
187E
+00
3.28
016E
+00
002
Ela
stic
1.
2590
7E+0
1 1.
4210
0E+0
1 1.
1286
3 1.
4122
0E+0
2 3.
5130
3E+0
0 1.
7332
3E+0
0 10
2 n,
gam
ma
2.93
501E
+00
2.93
550E
+00
1.00
016
2.36
557E
+00
2.17
554E
-02
6.86
584E
-04
Mat
eria
l(M
AT
)=32
31:G
e-72
001
Tot
al
9.97
383E
+00
1.11
530E
+01
1.11
824
1.04
549E
+02
4.57
000E
+00
3.31
673E
+00
002
Ela
stic
9.
1636
9E+0
0 1.
0343
0E+0
1 1.
1286
8 1.
0380
1E+0
2 3.
4941
0E+0
0 1.
7408
1E+0
0 10
2 n,
gam
ma
8.10
138E
-01
8.10
300E
-01
1.00
020
7.47
966E
-01
1.74
680E
-02
8.69
823E
-04
Mat
eria
l(M
AT
)=32
34:G
e-73
001
Tot
al
1.92
357E
+01
1.98
610E
+01
1.03
250
4.61
939E
+02
4.11
702E
+00
3.31
387E
+00
002
Ela
stic
4.
8331
1E+0
0 5.
4544
0E+0
0 1.
1285
6 3.
9962
0E+0
2 2.
7881
5E+0
0 1.
7127
6E+0
0 10
2 n,
gam
ma
1.44
026E
+01
1.44
060E
+01
1.00
027
6.22
392E
+01
1.40
008E
-02
7.05
540E
-04
Mat
eria
l(M
AT
)=32
37:G
e-74
001
Tot
al
7.26
637E
+00
8.14
750E
+00
1.12
126
9.73
499E
+01
4.44
431E
+00
3.34
262E
+00
002
Ela
stic
6.
8462
8E+0
0 7.
7274
0E+0
0 1.
1286
9 9.
6932
0E+0
1 3.
3025
4E+0
0 1.
7164
5E+0
0 10
2 n,
gam
ma
4.20
090E
-01
4.20
160E
-01
1.00
017
4.18
082E
-01
6.08
952E
-03
8.12
471E
-04
Mat
eria
l(M
AT
)=32
43:G
e-76
001
Tot
al
7.91
114E
+00
8.91
010E
+00
1.12
628
1.00
008E
+02
4.56
345E
+00
3.39
814E
+00
002
Ela
stic
7.
7611
2E+0
0 8.
7601
0E+0
0 1.
1287
1 9.
8702
2E+0
1 3.
4041
0E+0
0 1.
7772
6E+0
0 10
2 n,
gam
ma
1.50
021E
-01
1.50
060E
-01
1.00
025
1.30
591E
+00
2.63
586E
-03
9.78
019E
-04
Mat
eria
l(M
AT
)=33
25:A
s-75
001
Tot
al
6.19
044E
+00
6.43
540E
+00
1.03
958
1.83
644E
+02
4.07
585E
+00
3.73
274E
+00
002
Ela
stic
1.
8892
9E+0
0 2.
1323
0E+0
0 1.
1286
3 1.
2374
2E+0
2 2.
8363
5E+0
0 2.
4546
3E+0
0 10
2 n,
gam
ma
4.30
115E
+00
4.30
310E
+00
1.00
046
5.99
015E
+01
4.59
555E
-02
1.53
781E
-03
Mat
eria
l(M
AT
)=34
25:S
e-74
001
Tot
al
5.16
882E
+01
5.17
410E
+01
1.00
101
1.32
547E
+03
4.67
325E
+00
6.23
995E
+00
002
Ela
stic
1.
0159
4E-0
2 1.
1242
0E-0
2 1.
1065
7 7.
4576
7E+0
2 3.
6581
5E+0
0 4.
4790
0E+0
0 10
2 n,
gam
ma
5.16
780E
+01
5.17
290E
+01
1.00
099
5.79
705E
+02
2.94
543E
-02
1.64
001E
-03
Mat
eria
l(M
AT
)=34
31:S
e-76
001
Tot
al
8.69
202E
+01
8.71
900E
+01
1.00
310
1.33
606E
+02
4.13
803E
+00
3.76
858E
+00
002
Ela
stic
1.
9171
3E+0
0 2.
1639
0E+0
0 1.
1287
0 8.
9216
4E+0
1 3.
3708
7E+0
0 2.
5005
6E+0
0 10
2 n,
gam
ma
8.50
031E
+01
8.50
260E
+01
1.00
027
4.43
899E
+01
3.64
057E
-02
1.62
327E
-03
95 94
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=34
34:S
e-77
001
Tot
al
4.44
167E
+01
4.47
390E
+01
1.00
726
1.44
659E
+02
4.19
914E
+00
3.79
736E
+00
002
Ela
stic
2.
4150
8E+0
0 2.
7259
0E+0
0 1.
1286
9 1.
0871
0E+0
2 2.
9208
0E+0
0 2.
5377
3E+0
0 10
2 n,
gam
ma
4.20
016E
+01
4.20
130E
+01
1.00
028
3.59
489E
+01
4.11
323E
-02
2.06
045E
-03
Mat
eria
l(M
AT
)=34
37:S
e-78
001
Tot
al
2.95
097E
+00
3.27
940E
+00
1.11
129
6.84
704E
+01
4.26
703E
+00
3.83
190E
+00
002
Ela
stic
2.
5509
2E+0
0 2.
8792
0E+0
0 1.
1287
1 6.
3955
2E+0
1 3.
4789
5E+0
0 2.
6043
8E+0
0 10
2 n,
gam
ma
4.00
054E
-01
4.00
160E
-01
1.00
027
4.51
521E
+00
1.50
675E
-02
1.52
333E
-03
Mat
eria
l(M
AT
)=34
40:S
e-79
001
Tot
al
5.63
420E
+01
5.71
860E
+01
1.01
498
1.82
151E
+02
4.98
592E
+00
3.84
400E
+00
002
Ela
stic
6.
3402
5E+0
0 7.
1711
0E+0
0 1.
1310
5 1.
2147
2E+0
2 3.
6272
8E+0
0 2.
5169
3E+0
0 10
2 n,
gam
ma
5.00
018E
+01
5.00
150E
+01
1.00
027
6.06
797E
+01
3.09
790E
-02
1.00
054E
-03
Mat
eria
l(M
AT
)=34
43:S
e-80
001
Tot
al
1.68
050E
+00
1.81
840E
+00
1.08
207
1.13
629E
+02
4.41
486E
+00
3.89
107E
+00
002
Ela
stic
1.
0703
7E+0
0 1.
2081
0E+0
0 1.
1286
9 1.
1262
8E+0
2 3.
6516
8E+0
0 2.
6938
1E+0
0 10
2 n,
gam
ma
6.10
128E
-01
6.10
300E
-01
1.00
028
1.00
143E
+00
1.51
340E
-02
1.45
032E
-03
Mat
eria
l(M
AT
)=34
49:S
e-82
001
Tot
al
2.96
072E
+00
3.33
600E
+00
1.12
677
4.91
176E
+01
4.54
578E
+00
3.95
270E
+00
002
Ela
stic
2.
9157
1E+0
0 3.
2910
0E+0
0 1.
1287
2 4.
9050
7E+0
1 3.
8244
1E+0
0 2.
7975
5E+0
0 10
2 n,
gam
ma
4.50
079E
-02
4.50
190E
-02
1.00
026
6.70
126E
-02
4.61
867E
-03
1.32
207E
-03
Mat
eria
l(M
AT
)=35
25:B
r-79
001
Tot
al
1.35
428E
+01
1.38
640E
+01
1.02
369
2.51
831E
+02
4.33
777E
+00
3.86
129E
+00
002
Ela
stic
2.
4402
1E+0
0 2.
7539
0E+0
0 1.
1285
7 1.
1585
0E+0
2 3.
0075
6E+0
0 2.
6274
7E+0
0 10
2 n,
gam
ma
1.11
026E
+01
1.11
100E
+01
1.00
063
1.35
981E
+02
8.73
364E
-02
1.72
088E
-03
Mat
eria
l(M
AT
)=35
31:B
r-81
001
Tot
al
6.94
178E
+00
7.47
900E
+00
1.07
738
1.88
174E
+02
4.47
974E
+00
3.91
687E
+00
002
Ela
stic
4.
1660
0E+0
0 4.
7020
0E+0
0 1.
1286
6 1.
3390
4E+0
2 3.
4443
3E+0
0 2.
6854
5E+0
0 10
2 n,
gam
ma
2.77
578E
+00
2.77
700E
+00
1.00
043
5.42
704E
+01
5.89
765E
-02
1.63
915E
-03
Mat
eria
l(M
AT
)=36
25:K
r-78
001
Tot
al
1.36
121E
+01
1.47
400E
+01
1.08
285
1.68
139E
+02
5.07
189E
+00
3.78
486E
+00
002
Ela
stic
8.
7654
9E+0
0 9.
8930
0E+0
0 1.
1286
3 1.
4478
5E+0
2 3.
5154
2E+0
0 1.
9266
0E+0
0 10
2 n,
gam
ma
4.84
661E
+00
4.84
690E
+00
1.00
005
2.33
538E
+01
7.15
888E
-02
1.76
983E
-04
Mat
eria
l(M
AT
)=36
31:K
r-80
001
Tot
al
2.06
734E
+01
2.18
240E
+01
1.05
565
3.13
919E
+02
5.23
669E
+00
3.65
418E
+00
002
Ela
stic
8.
9353
0E+0
0 1.
0084
0E+0
1 1.
1285
1 2.
4552
5E+0
2 3.
8126
5E+0
0 1.
9375
6E+0
0 10
2 n,
gam
ma
1.17
381E
+01
1.17
400E
+01
1.00
019
6.83
936E
+01
4.28
568E
-02
1.04
505E
-03
95
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=36
37:K
r-82
001
Tot
al
3.99
432E
+01
4.11
960E
+01
1.03
137
3.85
861E
+02
5.01
738E
+00
3.78
332E
+00
002
Ela
stic
9.
7700
4E+0
0 1.
1023
0E+0
1 1.
1282
6 2.
0267
7E+0
2 3.
8987
8E+0
0 2.
0444
0E+0
0 10
2 n,
gam
ma
3.01
731E
+01
3.01
730E
+01
1.00
000
1.83
184E
+02
1.85
246E
-02
3.36
355E
-05
Mat
eria
l(M
AT
)=36
40:K
r-83
001
Tot
al
2.18
072E
+02
2.18
180E
+02
1.00
052
3.35
645E
+02
5.18
901E
+00
3.50
009E
+00
002
Ela
stic
1.
0411
2E+0
1 1.
1712
0E+0
1 1.
1249
7 1.
4301
1E+0
2 3.
6929
2E+0
0 2.
0754
9E+0
0 10
2 n,
gam
ma
2.07
661E
+02
2.06
470E
+02
0.99
428
1.91
687E
+02
3.95
263E
-02
4.05
716E
-05
Mat
eria
l(M
AT
)=36
43:K
r-84
001
Tot
al
6.83
268E
+00
7.70
160E
+00
1.12
717
1.06
202E
+02
5.24
608E
+00
3.84
927E
+00
002
Ela
stic
6.
7497
9E+0
0 7.
6187
0E+0
0 1.
1287
3 1.
0275
2E+0
2 4.
1687
1E+0
0 2.
1048
6E+0
0 10
2 n,
gam
ma
8.28
891E
-02
8.29
130E
-02
1.00
029
3.45
012E
+00
7.31
558E
-03
2.16
013E
-05
Mat
eria
l(M
AT
)=36
46:K
r-85
001
Tot
al
5.22
436E
+00
5.69
530E
+00
1.09
014
7.94
170E
+01
4.76
214E
+00
4.03
083E
+00
002
Ela
stic
3.
5643
0E+0
0 4.
0348
0E+0
0 1.
1320
0 7.
7773
8E+0
1 4.
3505
0E+0
0 2.
8649
6E+0
0 10
2 n,
gam
ma
1.66
006E
+00
1.66
050E
+00
1.00
027
1.64
321E
+00
5.58
426E
-03
2.00
911E
-03
Mat
eria
l(M
AT
)=36
49:K
r-86
001
Tot
al
6.10
820E
+00
6.88
650E
+00
1.12
741
1.01
108E
+02
5.54
416E
+00
3.91
874E
+00
002
Ela
stic
6.
0467
3E+0
0 6.
8250
0E+0
0 1.
1287
1 1.
0097
2E+0
2 4.
6839
7E+0
0 2.
1621
8E+0
0 10
2 n,
gam
ma
6.14
645E
-02
6.14
780E
-02
1.00
023
1.36
106E
-01
1.29
145E
-03
5.31
394E
-06
Mat
eria
l(M
AT
)=37
25:R
b-85
001
Tot
al
6.81
099E
+00
7.62
630E
+00
1.11
970
1.17
884E
+02
4.77
926E
+00
4.03
089E
+00
002
Ela
stic
6.
3345
4E+0
0 7.
1498
0E+0
0 1.
1286
9 1.
1166
5E+0
2 3.
8516
2E+0
0 2.
8393
6E+0
0 10
2 n,
gam
ma
4.76
452E
-01
4.76
550E
-01
1.00
020
6.21
950E
+00
2.81
558E
-02
7.37
329E
-04
Mat
eria
l(M
AT
)=37
28:R
b-86
001
Tot
al
8.49
793E
+00
8.97
430E
+00
1.05
606
1.01
906E
+02
4.83
008E
+00
4.05
370E
+00
002
Ela
stic
3.
5978
4E+0
0 4.
0733
0E+0
0 1.
1321
6 7.
7995
2E+0
1 3.
7497
8E+0
0 2.
8605
2E+0
0 10
2 n,
gam
ma
4.90
009E
+00
4.90
100E
+00
1.00
018
2.39
106E
+01
1.08
713E
-02
2.16
141E
-03
Mat
eria
l(M
AT
)=37
31:R
b-87
001
Tot
al
2.47
264E
+00
2.77
550E
+00
1.12
247
7.25
427E
+01
4.91
192E
+00
4.07
523E
+00
002
Ela
stic
2.
3526
4E+0
0 2.
6554
0E+0
0 1.
1287
0 7.
0471
2E+0
1 4.
0020
7E+0
0 2.
8983
1E+0
0 10
2 n,
gam
ma
1.20
001E
-01
1.20
030E
-01
1.00
028
2.07
165E
+00
2.86
419E
-03
7.64
339E
-05
Mat
eria
l(M
AT
)=38
25:S
r-84
001
Tot
al
4.74
353E
+00
5.24
980E
+00
1.10
672
1.24
233E
+02
5.06
453E
+00
6.26
200E
+00
002
Ela
stic
3.
9311
1E+0
0 4.
4370
0E+0
0 1.
1287
0 1.
1404
1E+0
2 4.
1829
8E+0
0 4.
6647
2E+0
0 10
2 n,
gam
ma
8.12
427E
-01
8.12
730E
-01
1.00
038
1.01
928E
+01
6.81
472E
-02
2.02
001E
-03
96
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=38
31:S
r-86
001
Tot
al
5.07
848E
+00
5.36
730E
+00
1.05
687
1.17
934E
+02
4.83
674E
+00
4.05
035E
+00
002
Ela
stic
2.
2381
0E+0
0 2.
5261
0E+0
0 1.
1286
8 1.
1283
6E+0
2 4.
3287
5E+0
0 2.
8383
1E+0
0 10
2 n,
gam
ma
2.84
038E
+00
2.84
120E
+00
1.00
028
5.09
801E
+00
1.79
912E
-02
1.95
121E
-03
Mat
eria
l(M
AT
)=38
34:S
r-87
001
Tot
al
1.92
555E
+01
1.97
680E
+01
1.02
661
1.86
436E
+02
4.90
578E
+00
4.07
492E
+00
002
Ela
stic
3.
2476
3E+0
0 3.
6645
0E+0
0 1.
1283
6 6.
8012
3E+0
1 4.
3701
0E+0
0 2.
8953
4E+0
0 10
2 n,
gam
ma
1.60
079E
+01
1.61
030E
+01
1.00
597
1.18
424E
+02
1.95
297E
-02
2.38
936E
-03
Mat
eria
l(M
AT
)=38
37:S
r-88
001
Tot
al
3.64
252E
+00
4.11
060E
+00
1.12
851
4.40
012E
+01
4.83
970E
+00
4.09
786E
+00
002
Ela
stic
3.
6367
2E+0
0 4.
1048
0E+0
0 1.
1287
2 4.
3995
5E+0
1 4.
5207
7E+0
0 2.
9466
1E+0
0 10
2 n,
gam
ma
5.80
024E
-03
5.80
180E
-03
1.00
027
5.76
642E
-03
1.27
540E
-03
1.59
881E
-03
Mat
eria
l(M
AT
)=38
40:S
r-89
001
Tot
al
4.08
464E
+00
4.55
650E
+00
1.11
551
7.05
337E
+01
5.03
845E
+00
4.11
974E
+00
002
Ela
stic
3.
6646
3E+0
0 4.
1363
0E+0
0 1.
1287
2 7.
0042
3E+0
1 4.
7459
6E+0
0 2.
9626
2E+0
0 10
2 n,
gam
ma
4.20
015E
-01
4.20
130E
-01
1.00
027
4.91
440E
-01
8.19
075E
-03
2.15
555E
-03
Mat
eria
l(M
AT
)=38
43:S
r-90
001
Tot
al
4.59
500E
+00
5.08
400E
+00
1.10
643
5.82
125E
+01
5.08
317E
+00
4.14
078E
+00
002
Ela
stic
3.
6949
7E+0
0 4.
1838
0E+0
0 1.
1322
9 5.
7732
0E+0
1 4.
4065
3E+0
0 2.
9699
8E+0
0 10
2 n,
gam
ma
9.00
032E
-01
9.00
280E
-01
1.00
027
4.80
433E
-01
5.94
259E
-03
1.50
930E
-03
Mat
eria
l(M
AT
)=39
25:Y
-89
00
1 T
otal
9.
0166
1E+0
0 9.
8696
0E+0
0 1.
0946
0 9.
4893
8E+0
1 5.
6355
6E+0
0 3.
8569
3E+0
0 00
2 E
last
ic
7.73
094E
+00
8.58
360E
+00
1.11
029
9.39
966E
+01
4.91
895E
+00
2.24
392E
+00
102
n,ga
mm
a 1.
2856
7E+0
0 1.
2860
0E+0
0 1.
0002
3 8.
9724
0E-0
1 4.
7608
0E-0
3 6.
9773
4E-0
4
Mat
eria
l(M
AT
)=39
28:Y
-90
00
1 T
otal
7.
2053
5E+0
0 7.
6997
0E+0
0 1.
0686
1 8.
8258
2E+0
1 5.
0857
8E+0
0 4.
1399
1E+0
0 00
2 E
last
ic
3.70
523E
+00
4.19
870E
+00
1.13
317
8.36
077E
+01
3.96
739E
+00
2.94
810E
+00
102
n,ga
mm
a 3.
5001
3E+0
0 3.
5011
0E+0
0 1.
0002
7 4.
6504
3E+0
0 1.
7687
5E-0
2 1.
9223
7E-0
3
Mat
eria
l(M
AT
)=39
31:Y
-91
00
1 T
otal
5.
1227
0E+0
0 5.
6120
0E+0
0 1.
0955
2 7.
7460
8E+0
1 5.
1484
6E+0
0 4.
1619
5E+0
0 00
2 E
last
ic
3.72
265E
+00
4.21
160E
+00
1.13
134
7.58
331E
+01
4.14
353E
+00
2.85
036E
+00
102
n,ga
mm
a 1.
4000
5E+0
0 1.
4004
0E+0
0 1.
0002
7 1.
6276
7E+0
0 6.
7733
3E-0
3 1.
6563
6E-0
3
Mat
eria
l(M
AT
)=40
25:Z
r-90
001
Tot
al
5.40
629E
+00
6.10
080E
+00
1.12
846
7.73
259E
+01
5.73
633E
+00
3.83
550E
+00
002
Ela
stic
5.
3951
7E+0
0 6.
0897
0E+0
0 1.
1287
2 7.
7185
4E+0
1 5.
2559
2E+0
0 2.
1724
4E+0
0 10
2 n,
gam
ma
1.11
263E
-02
1.11
290E
-02
1.00
021
1.40
601E
-01
6.28
599E
-03
1.03
383E
-03
97
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=40
28:Z
r-91
001
Tot
al
1.18
921E
+01
1.32
620E
+01
1.11
519
1.50
977E
+02
5.74
780E
+00
3.84
553E
+00
002
Ela
stic
1.
0644
4E+0
1 1.
2014
0E+0
1 1.
1286
7 1.
4408
9E+0
2 5.
0602
8E+0
0 2.
1398
5E+0
0 10
2 n,
gam
ma
1.24
766E
+00
1.24
790E
+00
1.00
017
6.88
861E
+00
9.20
165E
-03
1.00
200E
-03
Mat
eria
l(M
AT
)=40
31:Z
r-92
001
Tot
al
7.37
830E
+00
8.29
840E
+00
1.12
471
1.13
649E
+02
5.76
145E
+00
3.84
583E
+00
002
Ela
stic
7.
1490
8E+0
0 8.
0692
0E+0
0 1.
1287
0 1.
1302
9E+0
2 4.
7691
3E+0
0 2.
1082
4E+0
0 10
2 n,
gam
ma
2.29
214E
-01
2.29
260E
-01
1.00
021
6.20
763E
-01
1.52
913E
-02
1.02
401E
-03
Mat
eria
l(M
AT
)=40
34:Z
r-93
001
Tot
al
7.68
851E
+00
8.44
970E
+00
1.09
900
1.81
202E
+02
5.62
826E
+00
4.11
875E
+00
002
Ela
stic
5.
9078
9E+0
0 6.
6682
0E+0
0 1.
1286
9 1.
4816
6E+0
2 4.
5545
9E+0
0 2.
3807
7E+0
0 10
2 n,
gam
ma
1.78
062E
+00
1.78
150E
+00
1.00
049
3.30
361E
+01
1.46
075E
-02
1.00
828E
-03
Mat
eria
l(M
AT
)=40
37:Z
r-94
001
Tot
al
6.23
477E
+00
7.03
090E
+00
1.12
769
8.94
050E
+01
5.75
911E
+00
3.84
357E
+00
002
Ela
stic
6.
1849
5E+0
0 6.
9810
0E+0
0 1.
1287
1 8.
9145
1E+0
1 4.
7620
8E+0
0 2.
1374
8E+0
0 10
2 n,
gam
ma
4.98
188E
-02
4.98
280E
-02
1.00
019
2.60
082E
-01
9.77
974E
-03
1.00
184E
-03
Mat
eria
l(M
AT
)=40
40:Z
r-95
001
Tot
al
5.64
375E
+00
6.34
130E
+00
1.12
359
1.32
316E
+02
5.72
506E
+00
4.19
620E
+00
002
Ela
stic
5.
4187
6E+0
0 6.
1162
0E+0
0 1.
1287
1 1.
2656
1E+0
2 4.
9477
9E+0
0 2.
4271
8E+0
0 10
2 n,
gam
ma
2.24
993E
-01
2.25
080E
-01
1.00
038
5.75
529E
+00
1.35
755E
-02
2.00
725E
-03
Mat
eria
l(M
AT
)=40
43:Z
r-96
001
Tot
al
6.18
599E
+00
6.97
930E
+00
1.12
825
1.04
150E
+02
5.79
846E
+00
3.84
628E
+00
002
Ela
stic
6.
1631
9E+0
0 6.
9565
0E+0
0 1.
1287
2 9.
8316
2E+0
1 5.
1589
3E+0
0 2.
1156
7E+0
0 10
2 n,
gam
ma
2.28
057E
-02
2.28
180E
-02
1.00
054
5.83
434E
+00
5.74
046E
-03
1.00
053E
-03
Mat
eria
l(M
AT
)=41
25:N
b-93
001
Tot
al
7.51
996E
+00
8.26
500E
+00
1.09
907
9.53
486E
+01
5.79
033E
+00
3.96
935E
+00
002
Ela
stic
6.
3646
6E+0
0 7.
1076
0E+0
0 1.
1167
3 8.
5601
2E+0
1 4.
5316
8E+0
0 2.
1091
8E+0
0 10
2 n,
gam
ma
1.15
530E
+00
1.15
730E
+00
1.00
176
9.74
724E
+00
2.78
472E
-02
5.60
002E
-04
Mat
eria
l(M
AT
)=41
28:N
b-94
001
Tot
al
2.22
549E
+01
2.30
720E
+01
1.03
671
2.36
241E
+02
5.73
091E
+00
4.32
530E
+00
002
Ela
stic
6.
4870
8E+0
0 7.
3195
0E+0
0 1.
1283
2 1.
1077
2E+0
2 4.
1432
5E+0
0 2.
8142
4E+0
0 10
2 n,
gam
ma
1.57
678E
+01
1.57
520E
+01
0.99
903
1.25
363E
+02
1.79
928E
-02
1.00
541E
-03
Mat
eria
l(M
AT
)=41
31:N
b-95
001
Tot
al
1.27
305E
+01
1.34
810E
+01
1.05
894
1.39
891E
+02
5.71
855E
+00
4.32
526E
+00
002
Ela
stic
5.
7302
8E+0
0 6.
4787
0E+0
0 1.
1306
1 9.
8388
4E+0
1 4.
8411
4E+0
0 2.
8169
4E+0
0 10
2 n,
gam
ma
7.00
025E
+00
7.00
220E
+00
1.00
028
4.15
029E
+01
6.84
151E
-02
1.00
995E
-03
98
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=42
25:M
o-92
001
Tot
al
5.59
637E
+00
6.31
400E
+00
1.12
823
7.98
423E
+01
5.89
305E
+00
4.06
088E
+00
002
Ela
stic
5.
5756
2E+0
0 6.
2933
0E+0
0 1.
1287
1 7.
8988
7E+0
1 5.
2419
7E+0
0 2.
2758
9E+0
0 10
2 n,
gam
ma
2.07
557E
-02
2.07
610E
-02
1.00
027
8.53
757E
-01
2.79
986E
-02
1.04
482E
-03
Mat
eria
l(M
AT
)=42
31:M
o-94
001
Tot
al
6.04
323E
+00
6.81
940E
+00
1.12
843
8.84
864E
+01
5.88
853E
+00
4.06
141E
+00
002
Ela
stic
6.
0301
1E+0
0 6.
8062
0E+0
0 1.
1287
1 8.
7250
6E+0
1 4.
8694
4E+0
0 2.
2766
9E+0
0 10
2 n,
gam
ma
1.31
124E
-02
1.31
150E
-02
1.00
021
1.23
582E
+00
3.56
549E
-02
1.00
786E
-03
Mat
eria
l(M
AT
)=42
34:M
o-95
001
Tot
al
1.99
816E
+01
2.08
020E
+01
1.04
103
3.12
353E
+02
5.89
045E
+00
4.36
250E
+00
002
Ela
stic
6.
4138
6E+0
0 7.
2367
0E+0
0 1.
1282
9 2.
0175
3E+0
2 4.
5178
1E+0
0 2.
8429
4E+0
0 10
2 n,
gam
ma
1.35
678E
+01
1.35
650E
+01
0.99
978
1.10
600E
+02
4.80
498E
-02
1.40
815E
-03
Mat
eria
l(M
AT
)=42
37:M
o-96
001
Tot
al
5.34
722E
+00
5.95
890E
+00
1.11
440
1.62
142E
+02
5.88
934E
+00
4.06
777E
+00
002
Ela
stic
4.
7517
1E+0
0 5.
3632
0E+0
0 1.
1286
8 1.
4474
4E+0
2 4.
7439
2E+0
0 2.
2884
0E+0
0 10
2 n,
gam
ma
5.95
512E
-01
5.95
750E
-01
1.00
040
1.73
980E
+01
2.77
164E
-02
1.00
993E
-03
Mat
eria
l(M
AT
)=42
40:M
o-97
001
Tot
al
7.98
732E
+00
8.74
280E
+00
1.09
458
1.05
408E
+02
5.88
976E
+00
4.06
094E
+00
002
Ela
stic
5.
8870
1E+0
0 6.
6444
0E+0
0 1.
1286
5 8.
8551
3E+0
1 4.
3487
5E+0
0 2.
2743
4E+0
0 10
2 n,
gam
ma
2.10
031E
+00
2.09
840E
+00
0.99
909
1.68
566E
+01
4.27
044E
-02
1.00
104E
-03
Mat
eria
l(M
AT
)=42
43:M
o-98
001
Tot
al
5.80
088E
+00
6.53
090E
+00
1.12
584
1.01
793E
+02
5.88
452E
+00
4.06
868E
+00
002
Ela
stic
5.
6708
8E+0
0 6.
4008
0E+0
0 1.
1287
1 9.
5374
2E+0
1 4.
7250
1E+0
0 2.
2945
2E+0
0 10
2 n,
gam
ma
1.29
997E
-01
1.30
090E
-01
1.00
075
6.41
857E
+00
2.68
333E
-02
1.01
157E
-03
Mat
eria
l(M
AT
)=42
46:M
o-99
001
Tot
al
1.37
293E
+01
1.44
790E
+01
1.05
462
1.41
503E
+02
5.72
682E
+00
4.32
713E
+00
002
Ela
stic
5.
7290
5E+0
0 6.
4769
0E+0
0 1.
1305
3 1.
0010
8E+0
2 4.
0161
9E+0
0 2.
8187
5E+0
0 10
2 n,
gam
ma
8.00
027E
+00
8.00
240E
+00
1.00
026
4.13
948E
+01
3.54
163E
-02
1.00
065E
-03
Mat
eria
l(M
AT
)=42
49:M
o-10
0
001
Tot
al
5.52
608E
+00
6.21
170E
+00
1.12
407
1.00
774E
+02
5.88
707E
+00
4.07
231E
+00
002
Ela
stic
5.
3270
3E+0
0 6.
0126
0E+0
0 1.
1287
0 9.
6983
4E+0
1 4.
5626
3E+0
0 2.
2335
7E+0
0 10
2 n,
gam
ma
1.99
057E
-01
1.99
090E
-01
1.00
019
3.79
090E
+00
2.12
326E
-02
1.00
826E
-03
Mat
eria
l(M
AT
)=43
31:T
c-99
001
Tot
al
2.81
477E
+01
2.89
020E
+01
1.02
679
4.16
632E
+02
5.92
070E
+00
4.20
027E
+00
002
Ela
stic
5.
3255
8E+0
0 6.
0070
0E+0
0 1.
1279
6 9.
3801
6E+0
1 4.
1617
7E+0
0 2.
2483
6E+0
0 10
2 n,
gam
ma
2.28
221E
+01
2.28
950E
+01
1.00
319
3.22
830E
+02
8.86
188E
-02
1.33
780E
-03
99
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=44
25:R
u-96
001
Tot
al
6.32
602E
+00
7.20
630E
+00
1.13
915
1.23
624E
+02
5.92
249E
+00
6.87
140E
+00
002
Ela
stic
6.
0774
5E+0
0 6.
9573
0E+0
0 1.
1447
8 1.
1139
9E+0
2 4.
7821
7E+0
0 4.
8920
4E+0
0 10
2 n,
gam
ma
2.48
575E
-01
2.48
920E
-01
1.00
137
1.22
245E
+01
1.42
408E
-01
1.40
000E
-03
Mat
eria
l(M
AT
)=44
31:R
u-98
001
Tot
al
1.41
701E
+01
1.57
600E
+01
1.11
221
1.23
164E
+02
5.95
393E
+00
6.58
240E
+00
002
Ela
stic
6.
2145
9E+0
0 7.
7878
0E+0
0 1.
2531
6 1.
1136
8E+0
2 4.
8725
0E+0
0 4.
9064
3E+0
0 10
2 n,
gam
ma
7.95
549E
+00
7.97
220E
+00
1.00
210
1.17
966E
+01
2.61
225E
-02
2.38
001E
-03
Mat
eria
l(M
AT
)=44
34:R
u-99
001
Tot
al
1.20
752E
+01
1.27
300E
+01
1.05
427
2.50
073E
+02
5.43
102E
+00
4.32
872E
+00
002
Ela
stic
4.
9730
3E+0
0 5.
6122
0E+0
0 1.
1285
3 8.
7675
4E+0
1 4.
0063
3E+0
0 3.
0382
5E+0
0 10
2 n,
gam
ma
7.10
217E
+00
7.11
830E
+00
1.00
227
1.62
395E
+02
6.18
145E
-02
2.51
477E
-03
Mat
eria
l(M
AT
)=44
37:R
u-10
0
001
Tot
al
9.73
363E
+00
1.02
410E
+01
1.05
218
7.92
562E
+01
5.45
025E
+00
4.34
760E
+00
002
Ela
stic
3.
9334
6E+0
0 4.
4397
0E+0
0 1.
1287
1 7.
1340
7E+0
1 4.
5516
8E+0
0 3.
0927
1E+0
0 10
2 n,
gam
ma
5.80
017E
+00
5.80
180E
+00
1.00
027
7.91
550E
+00
5.72
047E
-02
2.52
898E
-03
Mat
eria
l(M
AT
)=44
40:R
u-10
1
001
Tot
al
8.49
337E
+00
9.15
120E
+00
1.07
745
2.00
157E
+02
5.93
843E
+00
4.19
486E
+00
002
Ela
stic
5.
0786
8E+0
0 5.
7319
0E+0
0 1.
1286
2 8.
9532
7E+0
1 4.
0671
1E+0
0 2.
1740
7E+0
0 10
2 n,
gam
ma
3.41
468E
+00
3.41
930E
+00
1.00
136
1.10
625E
+02
6.63
402E
-02
1.00
912E
-03
Mat
eria
l(M
AT
)=44
43:R
u-10
2
001
Tot
al
5.26
876E
+00
5.78
000E
+00
1.09
704
6.60
695E
+01
5.48
814E
+00
4.38
905E
+00
002
Ela
stic
3.
9687
8E+0
0 4.
4796
0E+0
0 1.
1287
2 6.
3120
3E+0
1 4.
5136
1E+0
0 3.
2524
1E+0
0 10
2 n,
gam
ma
1.29
997E
+00
1.30
040E
+00
1.00
034
2.94
918E
+00
5.94
090E
-02
1.58
180E
-03
Mat
eria
l(M
AT
)=44
46:R
u-10
3
001
Tot
al
7.18
727E
+01
7.25
730E
+01
1.00
975
6.89
172E
+02
5.83
095E
+00
4.34
622E
+00
002
Ela
stic
5.
0462
9E+0
0 5.
6846
0E+0
0 1.
1264
9 9.
4264
9E+0
1 3.
6674
2E+0
0 2.
4514
1E+0
0 10
2 n,
gam
ma
6.68
264E
+01
6.68
890E
+01
1.00
093
5.93
666E
+02
1.44
340E
-01
2.12
022E
-03
Mat
eria
l(M
AT
)=44
49:R
u-10
4
001
Tot
al
8.42
116E
+00
9.46
690E
+00
1.12
418
1.06
903E
+02
5.51
583E
+00
4.43
238E
+00
002
Ela
stic
8.
1239
3E+0
0 9.
1696
0E+0
0 1.
1287
1 1.
0125
9E+0
2 4.
6315
3E+0
0 3.
1723
6E+0
0 10
2 n,
gam
ma
2.97
232E
-01
2.97
300E
-01
1.00
024
5.64
401E
+00
3.19
619E
-02
9.09
251E
-04
Mat
eria
l(M
AT
)=44
52:R
u-10
5
001
Tot
al
4.28
853E
+00
4.81
490E
+00
1.12
274
7.16
876E
+01
5.50
783E
+00
4.45
482E
+00
002
Ela
stic
4.
0885
2E+0
0 4.
6148
0E+0
0 1.
1287
3 6.
4619
3E+0
1 3.
8992
4E+0
0 3.
0854
9E+0
0 10
2 n,
gam
ma
2.00
007E
-01
2.00
060E
-01
1.00
027
7.06
702E
+00
4.07
980E
-02
2.14
829E
-03
100
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=44
55:R
u-10
6
001
Tot
al
4.26
047E
+00
4.79
010E
+00
1.12
432
6.45
412E
+01
5.52
688E
+00
4.47
375E
+00
002
Ela
stic
4.
1144
6E+0
0 4.
6441
0E+0
0 1.
1287
3 6.
2511
5E+0
1 4.
4566
2E+0
0 3.
1128
3E+0
0 10
2 n,
gam
ma
1.46
005E
-01
1.46
040E
-01
1.00
027
2.02
978E
+00
1.12
556E
-02
1.62
707E
-03
Mat
eria
l(M
AT
)=45
25:R
h-10
3
001
Tot
al
1.46
614E
+02
1.50
360E
+02
1.02
553
1.05
330E
+03
5.76
648E
+00
4.30
114E
+00
002
Ela
stic
3.
8841
6E+0
0 4.
3637
0E+0
0 1.
1234
7 8.
4914
1E+0
1 3.
9886
9E+0
0 2.
2630
6E+0
0 10
2 n,
gam
ma
1.42
730E
+02
1.45
990E
+02
1.02
286
9.68
383E
+02
8.48
846E
-02
2.20
335E
-03
Mat
eria
l(M
AT
)=45
31:R
h-10
5
001
Tot
al
1.53
371E
+04
1.24
920E
+04
0.81
447
1.57
628E
+04
5.49
583E
+00
4.45
468E
+00
002
Ela
stic
4.
0885
2E+0
0 4.
6148
0E+0
0 1.
1287
3 7.
0015
9E+0
1 4.
4518
8E+0
0 3.
1380
6E+0
0 10
2 n,
gam
ma
1.53
330E
+04
1.24
870E
+04
0.81
439
1.56
927E
+04
1.19
453E
-01
1.89
058E
-03
Mat
eria
l(M
AT
)=46
25:P
d-10
2
001
Tot
al
9.07
312E
+00
9.80
010E
+00
1.08
012
1.18
784E
+02
6.08
934E
+00
6.91
461E
+00
002
Ela
stic
5.
7083
6E+0
0 6.
4423
0E+0
0 1.
1285
8 1.
0582
9E+0
2 5.
0214
2E+0
0 5.
1878
2E+0
0 10
2 n,
gam
ma
3.36
476E
+00
3.35
770E
+00
0.99
791
1.29
559E
+01
4.72
718E
-02
3.19
001E
-03
Mat
eria
l(M
AT
)=46
31:P
d-10
4
001
Tot
al
4.77
052E
+00
5.34
410E
+00
1.12
023
1.26
663E
+02
5.81
452E
+00
4.31
016E
+00
002
Ela
stic
4.
4554
0E+0
0 5.
0288
0E+0
0 1.
1287
1 1.
1285
1E+0
2 4.
6416
8E+0
0 2.
2120
9E+0
0 10
2 n,
gam
ma
3.15
122E
-01
3.15
230E
-01
1.00
035
1.38
117E
+01
4.61
101E
-02
1.09
600E
-03
Mat
eria
l(M
AT
)=46
34:P
d-10
5
001
Tot
al
2.70
706E
+01
2.76
440E
+01
1.02
117
1.75
282E
+02
5.81
456E
+00
4.41
289E
+00
002
Ela
stic
5.
2451
2E+0
0 5.
9167
0E+0
0 1.
1280
3 8.
2183
5E+0
1 3.
8932
6E+0
0 2.
4928
0E+0
0 10
2 n,
gam
ma
2.18
255E
+01
2.17
270E
+01
0.99
549
9.30
981E
+01
1.35
719E
-01
2.26
276E
-03
Mat
eria
l(M
AT
)=46
37:P
d-10
6
001
Tot
al
4.88
900E
+00
5.47
950E
+00
1.12
078
1.06
946E
+02
5.82
203E
+00
4.32
932E
+00
002
Ela
stic
4.
5885
9E+0
0 5.
1791
0E+0
0 1.
1286
9 1.
0103
3E+0
2 4.
5902
4E+0
0 2.
2412
7E+0
0 10
2 n,
gam
ma
3.00
411E
-01
3.00
390E
-01
0.99
991
5.91
346E
+00
5.45
932E
-02
9.73
198E
-04
Mat
eria
l(M
AT
)=46
40:P
d-10
7
001
Tot
al
6.25
655E
+00
6.83
140E
+00
1.09
187
1.94
711E
+02
5.83
960E
+00
4.34
360E
+00
002
Ela
stic
4.
4513
0E+0
0 5.
0239
0E+0
0 1.
1286
4 8.
9834
1E+0
1 4.
0336
7E+0
0 2.
2559
0E+0
0 10
2 n,
gam
ma
1.80
525E
+00
1.80
750E
+00
1.00
122
1.04
877E
+02
1.20
911E
-01
9.65
398E
-04
Mat
eria
l(M
AT
)=46
43:P
d-10
8
001
Tot
al
1.07
868E
+01
1.12
300E
+01
1.04
109
6.30
731E
+02
5.83
260E
+00
4.35
178E
+00
002
Ela
stic
3.
4306
5E+0
0 3.
8694
0E+0
0 1.
1279
0 4.
5769
3E+0
2 4.
5246
3E+0
0 2.
2703
1E+0
0 10
2 n,
gam
ma
7.35
616E
+00
7.36
060E
+00
1.00
060
1.73
037E
+02
4.29
796E
-02
8.78
498E
-04
101
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=46
49:P
d-11
0
001
Tot
al
5.29
551E
+00
5.94
800E
+00
1.12
321
7.13
228E
+01
5.83
264E
+00
4.38
634E
+00
002
Ela
stic
5.
0685
0E+0
0 5.
7209
0E+0
0 1.
1287
1 6.
9035
0E+0
1 4.
4702
7E+0
0 2.
2997
7E+0
0 10
2 n,
gam
ma
2.27
009E
-01
2.27
070E
-01
1.00
027
2.28
776E
+00
2.17
900E
-02
8.99
294E
-04
Mat
eria
l(M
AT
)=47
25:A
g-10
7
001
Tot
al
4.51
804E
+01
4.60
790E
+01
1.01
989
2.10
128E
+02
6.03
096E
+00
4.25
875E
+00
002
Ela
stic
7.
5691
8E+0
0 8.
5349
0E+0
0 1.
1275
9 1.
0319
8E+0
2 4.
3658
9E+0
0 2.
6987
0E+0
0 10
2 n,
gam
ma
3.76
113E
+01
3.75
440E
+01
0.99
821
1.06
930E
+02
1.01
761E
-01
8.78
603E
-07
Mat
eria
l(M
AT
)=47
31:A
g-10
9
001
Tot
al
9.30
482E
+01
9.38
040E
+01
1.00
812
1.69
090E
+03
5.68
305E
+00
4.33
369E
+00
002
Ela
stic
2.
3089
8E+0
0 2.
5969
0E+0
0 1.
1246
8 2.
1641
5E+0
2 3.
9089
7E+0
0 2.
5411
6E+0
0 10
2 n,
gam
ma
9.07
392E
+01
9.12
070E
+01
1.00
515
1.47
448E
+03
1.33
509E
-01
1.01
500E
-03
Mat
eria
l(M
AT
)=47
35:A
g-11
0M
00
1 T
otal
8.
8490
9E+0
1 8.
8379
0E+0
1 0.
9987
4 1.
5620
9E+0
2 5.
5999
9E+0
0 4.
4690
0E+0
0 00
2 E
last
ic
6.49
750E
+00
7.31
770E
+00
1.12
623
6.58
520E
+01
3.83
631E
+00
2.64
754E
+00
102
n,ga
mm
a 8.
1993
4E+0
1 8.
1062
0E+0
1 0.
9886
4 9.
0341
5E+0
1 5.
7899
0E-0
1 1.
0426
6E-0
3
Mat
eria
l(M
AT
)=47
37:A
g-11
1
001
Tot
al
7.24
813E
+00
7.79
810E
+00
1.07
588
1.69
565E
+02
5.53
005E
+00
4.57
077E
+00
002
Ela
stic
4.
2480
2E+0
0 4.
7972
0E+0
0 1.
1292
7 6.
5769
8E+0
1 4.
2177
6E+0
0 3.
3249
4E+0
0 10
2 n,
gam
ma
3.00
011E
+00
3.00
090E
+00
1.00
027
1.03
795E
+02
5.22
261E
-02
1.93
898E
-03
Mat
eria
l(M
AT
)=48
25:C
d-10
6
001
Tot
al
4.72
711E
+00
5.19
150E
+00
1.09
824
9.63
023E
+01
5.80
243E
+00
4.33
052E
+00
002
Ela
stic
3.
6087
8E+0
0 4.
0732
0E+0
0 1.
1286
8 8.
2491
4E+0
1 4.
3795
6E+0
0 2.
4866
6E+0
0 10
2 n,
gam
ma
1.11
833E
+00
1.11
830E
+00
1.00
002
1.38
109E
+01
1.67
909E
-01
6.00
076E
-04
Mat
eria
l(M
AT
)=48
31:C
d-10
8
001
Tot
al
5.16
197E
+00
5.68
460E
+00
1.10
125
1.31
720E
+02
5.84
760E
+00
4.37
039E
+00
002
Ela
stic
4.
0608
6E+0
0 4.
5833
0E+0
0 1.
1286
6 1.
1507
4E+0
2 4.
4156
1E+0
0 2.
5254
4E+0
0 10
2 n,
gam
ma
1.10
111E
+00
1.10
130E
+00
1.00
019
1.66
459E
+01
1.25
051E
-01
6.00
020E
-04
Mat
eria
l(M
AT
)=48
37:C
d-11
0
001
Tot
al
2.93
270E
+01
3.16
800E
+01
1.08
023
2.23
103E
+02
5.86
601E
+00
4.40
867E
+00
002
Ela
stic
1.
8314
6E+0
1 2.
0667
0E+0
1 1.
1284
4 1.
8183
5E+0
2 4.
4658
6E+0
0 2.
5648
9E+0
0 10
2 n,
gam
ma
1.10
124E
+01
1.10
130E
+01
1.00
004
4.12
676E
+01
7.39
418E
-02
6.00
025E
-04
Mat
eria
l(M
AT
)=48
40:C
d-11
1
001
Tot
al
2.86
759E
+01
2.91
310E
+01
1.01
586
1.20
763E
+02
5.89
117E
+00
4.44
297E
+00
002
Ela
stic
4.
6484
9E+0
0 5.
2393
0E+0
0 1.
1270
9 7.
1198
4E+0
1 3.
9838
5E+0
0 2.
6209
4E+0
0 10
2 n,
gam
ma
2.40
274E
+01
2.38
910E
+01
0.99
434
4.95
647E
+01
1.02
943E
-01
6.00
252E
-05
104 102
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=48
43:C
d-11
2
001
Tot
al
8.53
545E
+00
9.35
110E
+00
1.09
556
9.53
259E
+01
5.90
564E
+00
4.44
747E
+00
002
Ela
stic
6.
3402
1E+0
0 7.
1557
0E+0
0 1.
1286
2 8.
2191
4E+0
1 4.
4564
9E+0
0 2.
6044
4E+0
0 10
2 n,
gam
ma
2.19
524E
+00
2.19
540E
+00
1.00
007
1.31
346E
+01
7.40
631E
-02
6.00
318E
-05
Mat
eria
l(M
AT
)=48
46:C
d-11
3
001
Tot
al
2.07
451E
+04
2.77
690E
+04
1.33
860
4.93
075E
+02
5.93
147E
+00
4.47
681E
+00
002
Ela
stic
2.
4431
2E+0
1 5.
6909
0E+0
1 2.
3293
6 1.
0146
5E+0
2 4.
1448
4E+0
0 2.
5250
0E+0
0 10
2 n,
gam
ma
2.07
207E
+04
2.77
130E
+04
1.33
744
3.91
610E
+02
5.79
242E
-02
6.00
005E
-04
Mat
eria
l(M
AT
)=48
49:C
d-11
4
001
Tot
al
4.81
643E
+00
5.39
310E
+00
1.11
973
1.17
565E
+02
5.95
002E
+00
4.48
368E
+00
002
Ela
stic
4.
4803
7E+0
0 5.
0569
0E+0
0 1.
1286
9 1.
0459
5E+0
2 4.
4654
1E+0
0 2.
6427
1E+0
0 10
2 n,
gam
ma
3.36
055E
-01
3.36
150E
-01
1.00
029
1.29
701E
+01
3.29
201E
-02
9.99
993E
-04
Mat
eria
l(M
AT
)=48
53:C
d-11
5M
00
1 T
otal
3.
5385
0E+0
1 3.
6023
0E+0
1 1.
0180
4 2.
6716
4E+0
2 5.
5274
1E+0
0 4.
6192
3E+0
0 00
2 E
last
ic
4.38
391E
+00
5.01
360E
+00
1.14
363
7.06
723E
+01
4.58
814E
+00
3.10
513E
+00
102
n,ga
mm
a 3.
1001
1E+0
1 3.
1010
0E+0
1 1.
0002
7 1.
9649
1E+0
2 4.
6814
3E-0
2 2.
3988
5E-0
3
Mat
eria
l(M
AT
)=48
55:C
d-11
6
001
Tot
al
5.90
629E
+00
6.65
680E
+00
1.12
707
7.82
829E
+01
5.98
643E
+00
4.51
997E
+00
002
Ela
stic
5.
8313
1E+0
0 6.
5818
0E+0
0 1.
1287
1 7.
6708
1E+0
1 4.
5032
4E+0
0 2.
6819
7E+0
0 10
2 n,
gam
ma
7.49
863E
-02
7.50
030E
-02
1.00
022
1.57
494E
+00
1.72
456E
-02
6.00
042E
-05
Mat
eria
l(M
AT
)=49
25:I
n-11
3
001
Tot
al
1.57
690E
+01
1.63
940E
+01
1.03
963
4.08
641E
+02
5.53
705E
+00
4.62
764E
+00
002
Ela
stic
3.
6953
8E+0
0 4.
1675
0E+0
0 1.
1277
7 8.
4400
1E+0
1 4.
4519
7E+0
0 2.
4987
0E+0
0 10
2 n,
gam
ma
1.20
736E
+01
1.22
260E
+01
1.01
265
3.24
241E
+02
2.00
994E
-01
1.00
552E
-03
Mat
eria
l(M
AT
)=49
31:I
n-11
5
001
Tot
al
2.03
651E
+02
2.07
860E
+02
1.02
065
3.40
638E
+03
5.53
556E
+00
4.63
543E
+00
002
Ela
stic
2.
5364
2E+0
0 2.
8381
0E+0
0 1.
1189
2 1.
9664
7E+0
2 4.
4472
2E+0
0 2.
9420
1E+0
0 10
2 n,
gam
ma
2.01
114E
+02
2.05
020E
+02
1.01
941
3.20
974E
+03
1.62
835E
-01
1.02
122E
-03
Mat
eria
l(M
AT
)=50
25:S
n-11
2
001
Tot
al
5.61
792E
+00
6.21
080E
+00
1.10
553
1.13
334E
+02
5.53
681E
+00
4.63
999E
+00
002
Ela
stic
4.
6087
6E+0
0 5.
2019
0E+0
0 1.
1286
9 8.
3262
9E+0
1 4.
7851
0E+0
0 2.
9303
3E+0
0 10
2 n,
gam
ma
1.00
915E
+00
1.00
890E
+00
0.99
977
3.00
715E
+01
1.09
058E
-01
1.11
473E
-03
Mat
eria
l(M
AT
)=50
31:S
n-11
4
001
Tot
al
4.69
113E
+00
5.27
880E
+00
1.12
528
8.78
257E
+01
5.53
279E
+00
4.63
944E
+00
002
Ela
stic
4.
5658
3E+0
0 5.
1535
0E+0
0 1.
1287
1 8.
1491
9E+0
1 4.
7907
2E+0
0 2.
9137
2E+0
0 10
2 n,
gam
ma
1.25
298E
-01
1.25
340E
-01
1.00
030
6.33
397E
+00
8.94
539E
-02
1.02
469E
-03
103
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=50
34:S
n-11
5
001
Tot
al
3.82
588E
+01
3.92
620E
+01
1.02
623
8.93
714E
+01
5.53
896E
+00
4.62
614E
+00
002
Ela
stic
8.
4062
6E+0
0 9.
4769
0E+0
0 1.
1273
6 7.
5977
7E+0
1 4.
3627
8E+0
0 2.
9043
2E+0
0 10
2 n,
gam
ma
2.98
525E
+01
2.97
850E
+01
0.99
775
1.33
936E
+01
8.06
733E
-02
1.00
708E
-03
Mat
eria
l(M
AT
)=50
37:S
n-11
6
001
Tot
al
4.45
806E
+00
5.01
540E
+00
1.12
502
9.56
221E
+01
5.53
888E
+00
4.63
939E
+00
002
Ela
stic
4.
3303
3E+0
0 4.
8876
0E+0
0 1.
1287
0 8.
3453
7E+0
1 4.
8048
7E+0
0 2.
9209
7E+0
0 10
2 n,
gam
ma
1.27
727E
-01
1.27
780E
-01
1.00
042
1.21
684E
+01
5.61
089E
-02
1.01
422E
-03
Mat
eria
l(M
AT
)=50
40:S
n-11
7
001
Tot
al
7.29
946E
+00
7.95
850E
+00
1.09
028
8.63
472E
+01
5.53
961E
+00
4.63
577E
+00
002
Ela
stic
5.
1259
9E+0
0 5.
7850
0E+0
0 1.
1285
7 6.
8483
1E+0
1 4.
2321
1E+0
0 2.
9214
2E+0
0 10
2 n,
gam
ma
2.17
347E
+00
2.17
350E
+00
1.00
000
1.78
641E
+01
5.46
134E
-02
1.00
649E
-03
Mat
eria
l(M
AT
)=50
43:S
n-11
8
001
Tot
al
4.45
761E
+00
5.00
330E
+00
1.12
243
7.95
210E
+01
5.53
118E
+00
4.63
893E
+00
002
Ela
stic
4.
2397
4E+0
0 4.
7854
0E+0
0 1.
1287
1 7.
4308
3E+0
1 4.
7976
0E+0
0 2.
9281
5E+0
0 10
2 n,
gam
ma
2.17
871E
-01
2.17
890E
-01
1.00
009
5.21
280E
+00
3.19
105E
-02
1.00
205E
-03
Mat
eria
l(M
AT
)=50
46:S
n-11
9
001
Tot
al
6.87
177E
+00
7.47
070E
+00
1.08
716
7.30
315E
+01
5.53
652E
+00
4.62
728E
+00
002
Ela
stic
4.
6954
2E+0
0 5.
2993
0E+0
0 1.
1286
0 6.
7238
0E+0
1 4.
1363
0E+0
0 2.
9198
1E+0
0 10
2 n,
gam
ma
2.17
635E
+00
2.17
150E
+00
0.99
776
5.15
433E
+00
3.45
344E
-02
1.00
439E
-03
Mat
eria
l(M
AT
)=50
49:S
n-12
0
001
Tot
al
5.50
149E
+00
6.19
170E
+00
1.12
547
6.56
693E
+01
5.52
982E
+00
4.63
889E
+00
002
Ela
stic
5.
3622
5E+0
0 6.
0525
0E+0
0 1.
1287
2 6.
4523
8E+0
1 4.
7888
8E+0
0 2.
9280
7E+0
0 10
2 n,
gam
ma
1.39
242E
-01
1.39
260E
-01
1.00
015
1.14
561E
+00
1.78
833E
-02
1.00
503E
-03
Mat
eria
l(M
AT
)=50
55:S
n-12
2
001
Tot
al
3.99
467E
+00
4.48
480E
+00
1.12
270
5.80
979E
+01
5.53
266E
+00
4.63
851E
+00
002
Ela
stic
3.
8109
7E+0
0 4.
3015
0E+0
0 1.
1287
1 5.
7212
1E+0
1 4.
8173
6E+0
0 2.
9298
3E+0
0 10
2 n,
gam
ma
1.83
698E
-01
1.83
330E
-01
0.99
799
8.85
467E
-01
1.03
793E
-02
1.00
590E
-03
Mat
eria
l(M
AT
)=50
58:S
n-12
3
001
Tot
al
4.57
959E
+00
5.18
280E
+00
1.13
172
7.07
646E
+01
5.59
164E
+00
4.65
191E
+00
002
Ela
stic
4.
5465
9E+0
0 5.
1498
0E+0
0 1.
1326
8 6.
8234
5E+0
1 4.
9554
2E+0
0 3.
5168
2E+0
0 10
2 n,
gam
ma
3.30
011E
-02
3.30
100E
-02
1.00
027
2.52
952E
+00
3.90
166E
-02
2.38
770E
-03
Mat
eria
l(M
AT
)=50
61:S
n-12
4
001
Tot
al
4.55
323E
+00
5.12
170E
+00
1.12
485
6.79
956E
+01
5.53
200E
+00
4.63
822E
+00
002
Ela
stic
4.
4177
5E+0
0 4.
9863
0E+0
0 1.
1287
0 6.
0174
0E+0
1 4.
7856
2E+0
0 2.
9290
6E+0
0 10
2 n,
gam
ma
1.35
485E
-01
1.35
390E
-01
0.99
931
7.82
164E
+00
6.34
190E
-03
1.00
510E
-03
104
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=50
64:S
n-12
5
001
Tot
al
5.13
944E
+00
5.73
030E
+00
1.11
498
8.70
434E
+01
5.61
205E
+00
4.65
260E
+00
002
Ela
stic
4.
5894
2E+0
0 5.
1802
0E+0
0 1.
1287
2 7.
2212
1E+0
1 5.
0736
6E+0
0 3.
7143
6E+0
0 10
2 n,
gam
ma
5.50
019E
-01
5.50
170E
-01
1.00
027
1.48
307E
+01
1.11
216E
-02
2.27
306E
-03
Mat
eria
l(M
AT
)=50
67:S
n-12
6
001
Tot
al
4.91
338E
+00
5.50
730E
+00
1.12
087
5.95
673E
+01
5.61
668E
+00
4.65
612E
+00
002
Ela
stic
4.
6133
7E+0
0 5.
2072
0E+0
0 1.
1287
1 5.
9407
5E+0
1 5.
1402
7E+0
0 3.
1459
5E+0
0 10
2 n,
gam
ma
3.00
010E
-01
3.00
090E
-01
1.00
027
1.59
773E
-01
5.62
493E
-03
1.81
098E
-03
Mat
eria
l(M
AT
)=51
25:S
b-12
1
001
Tot
al
9.59
805E
+00
1.00
820E
+01
1.05
044
2.82
351E
+02
5.77
910E
+00
4.70
525E
+00
002
Ela
stic
3.
6052
4E+0
0 4.
0679
0E+0
0 1.
1283
3 6.
8449
3E+0
1 4.
3417
8E+0
0 2.
3717
3E+0
0 10
2 n,
gam
ma
5.99
281E
+00
6.01
420E
+00
1.00
358
2.13
663E
+02
8.32
566E
-02
1.00
408E
-03
Mat
eria
l(M
AT
)=51
31:S
b-12
3
001
Tot
al
8.10
223E
+00
8.60
630E
+00
1.06
222
2.18
346E
+02
5.79
676E
+00
4.73
292E
+00
002
Ela
stic
3.
9145
3E+0
0 4.
4174
0E+0
0 1.
1284
5 9.
6258
0E+0
1 4.
5390
8E+0
0 2.
5194
9E+0
0 10
2 n,
gam
ma
4.18
770E
+00
4.18
900E
+00
1.00
030
1.22
088E
+02
6.17
992E
-02
1.00
514E
-03
Mat
eria
l(M
AT
)=51
34:S
b-12
4
001
Tot
al
1.10
748E
+01
1.16
830E
+01
1.05
490
8.77
617E
+01
5.60
579E
+00
4.65
832E
+00
002
Ela
stic
4.
5745
3E+0
0 5.
1807
0E+0
0 1.
1325
2 6.
1427
8E+0
1 3.
8809
7E+0
0 3.
1107
9E+0
0 10
2 n,
gam
ma
6.50
022E
+00
6.50
200E
+00
1.00
027
2.59
782E
+01
5.99
563E
-02
2.50
741E
-03
Mat
eria
l(M
AT
)=51
37:S
b-12
5
001
Tot
al
5.58
945E
+00
6.18
080E
+00
1.10
579
9.97
985E
+01
5.62
480E
+00
4.65
900E
+00
002
Ela
stic
4.
5894
2E+0
0 5.
1805
0E+0
0 1.
1287
9 8.
1744
5E+0
1 4.
6227
4E+0
0 3.
1407
2E+0
0 10
2 n,
gam
ma
1.00
003E
+00
1.00
030E
+00
1.00
027
1.80
541E
+01
7.80
453E
-02
2.01
261E
-03
Mat
eria
l(M
AT
)=51
40:S
b-12
6
001
Tot
al
1.04
288E
+01
1.10
440E
+01
1.05
899
1.29
683E
+02
5.62
322E
+00
4.65
719E
+00
002
Ela
stic
4.
6286
5E+0
0 5.
2423
0E+0
0 1.
1325
8 8.
4040
1E+0
1 4.
5735
6E+0
0 3.
2217
7E+0
0 10
2 n,
gam
ma
5.80
020E
+00
5.80
180E
+00
1.00
027
4.55
309E
+01
3.80
566E
-02
2.37
553E
-03
Mat
eria
l(M
AT
)=52
25:T
e-12
0
001
Tot
al
7.17
874E
+00
8.19
280E
+00
1.14
126
1.13
139E
+02
6.37
980E
+00
7.52
705E
+00
002
Ela
stic
4.
8923
1E+0
0 5.
9055
0E+0
0 1.
2071
0 9.
3761
2E+0
1 5.
0794
6E+0
0 5.
7255
7E+0
0 10
2 n,
gam
ma
2.28
643E
+00
2.28
730E
+00
1.00
036
1.93
774E
+01
1.41
316E
-01
1.40
000E
-03
Mat
eria
l(M
AT
)=52
31:T
e-12
2
001
Tot
al
5.87
157E
+00
6.26
810E
+00
1.06
754
1.88
297E
+02
5.58
529E
+00
4.64
921E
+00
002
Ela
stic
3.
0704
6E+0
0 3.
4655
0E+0
0 1.
1286
4 1.
1474
2E+0
2 4.
6264
3E+0
0 3.
1570
9E+0
0 10
2 n,
gam
ma
2.80
110E
+00
2.80
270E
+00
1.00
057
7.35
552E
+01
1.23
053E
-01
2.26
881E
-03
105
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=52
34:T
e-12
3
001
Tot
al
4.10
594E
+02
4.15
520E
+02
1.01
200
6.19
940E
+03
5.59
430E
+00
4.65
302E
+00
002
Ela
stic
5.
9973
4E-0
1 6.
9763
0E-0
1 1.
1632
3 6.
5439
3E+0
2 4.
2105
6E+0
0 3.
1153
5E+0
0 10
2 n,
gam
ma
4.09
994E
+02
4.14
820E
+02
1.01
177
5.54
502E
+03
8.69
948E
-02
2.77
100E
-03
Mat
eria
l(M
AT
)=52
37:T
e-12
4
001
Tot
al
1.06
573E
+01
1.11
560E
+01
1.04
676
7.81
580E
+01
5.60
728E
+00
4.65
583E
+00
002
Ela
stic
3.
8572
1E+0
0 4.
3537
0E+0
0 1.
1287
1 7.
0228
5E+0
1 4.
6532
5E+0
0 3.
2307
8E+0
0 10
2 n,
gam
ma
6.80
014E
+00
6.80
200E
+00
1.00
027
7.92
969E
+00
1.09
897E
-01
2.16
671E
-03
Mat
eria
l(M
AT
)=52
40:T
e-12
5
001
Tot
al
5.54
761E
+00
6.06
260E
+00
1.09
283
1.01
451E
+02
5.62
152E
+00
4.65
885E
+00
002
Ela
stic
3.
9974
3E+0
0 4.
5119
0E+0
0 1.
1287
0 7.
8255
3E+0
1 4.
1983
9E+0
0 3.
1571
5E+0
0 10
2 n,
gam
ma
1.55
018E
+00
1.55
070E
+00
1.00
033
2.29
080E
+01
4.30
885E
-02
2.65
827E
-03
Mat
eria
l(M
AT
)=52
43:T
e-12
6
001
Tot
al
5.16
884E
+00
5.70
120E
+00
1.10
299
9.07
430E
+01
5.63
152E
+00
4.65
544E
+00
002
Ela
stic
4.
1337
4E+0
0 4.
6658
0E+0
0 1.
1287
1 8.
0551
5E+0
1 4.
7199
0E+0
0 3.
1576
4E+0
0 10
2 n,
gam
ma
1.03
511E
+00
1.03
540E
+00
1.00
030
1.01
916E
+01
3.94
435E
-02
2.07
803E
-03
Mat
eria
l(M
AT
)=52
47:T
e-12
7M
00
1 T
otal
1.
4038
6E+0
1 1.
4638
0E+0
1 1.
0427
1 1.
3727
1E+0
2 5.
6333
8E+0
0 4.
6603
4E+0
0 00
2 E
last
ic
4.63
832E
+00
5.23
540E
+00
1.12
872
9.50
185E
+01
4.75
448E
+00
3.14
254E
+00
102
n,ga
mm
a 9.
4003
2E+0
0 9.
4029
0E+0
0 1.
0002
7 4.
2252
8E+0
1 6.
6268
9E-0
2 2.
5264
2E-0
3
Mat
eria
l(M
AT
)=52
49:T
e-12
8
001
Tot
al
4.08
658E
+00
4.58
500E
+00
1.12
196
5.52
733E
+01
5.88
803E
+00
4.82
995E
+00
002
Ela
stic
3.
8716
5E+0
0 4.
3700
0E+0
0 1.
1287
2 5.
3567
9E+0
1 4.
9183
7E+0
0 2.
8747
8E+0
0 10
2 n,
gam
ma
2.14
933E
-01
2.14
990E
-01
1.00
028
1.70
540E
+00
9.29
373E
-03
7.82
185E
-06
Mat
eria
l(M
AT
)=52
53:T
e-12
9M
00
1 T
otal
5.
7862
6E+0
0 6.
3900
0E+0
0 1.
1043
4 9.
5912
1E+0
1 5.
6646
5E+0
0 4.
6576
8E+0
0 00
2 E
last
ic
4.68
623E
+00
5.28
970E
+00
1.12
877
8.99
261E
+01
4.71
901E
+00
3.12
917E
+00
102
n,ga
mm
a 1.
1000
4E+0
0 1.
1003
0E+0
0 1.
0002
7 5.
9860
9E+0
0 1.
3425
4E-0
2 2.
4321
7E-0
3
Mat
eria
l(M
AT
)=52
55:T
e-13
0
001
Tot
al
4.93
680E
+00
5.53
510E
+00
1.12
119
5.90
384E
+01
5.69
073E
+00
4.65
728E
+00
002
Ela
stic
4.
6467
9E+0
0 5.
2450
0E+0
0 1.
1287
3 5.
8702
1E+0
1 4.
9347
9E+0
0 3.
1478
1E+0
0 10
2 n,
gam
ma
2.90
012E
-01
2.90
090E
-01
1.00
028
3.36
403E
-01
4.48
075E
-03
1.95
092E
-03
Mat
eria
l(M
AT
)=52
61:T
e-13
2
001
Tot
al
4.76
009E
+00
5.37
260E
+00
1.12
868
5.78
688E
+01
5.70
793E
+00
4.65
681E
+00
002
Ela
stic
4.
7580
9E+0
0 5.
3706
0E+0
0 1.
1287
4 5.
7867
9E+0
1 4.
9757
7E+0
0 3.
1962
9E+0
0 10
2 n,
gam
ma
2.00
007E
-03
2.00
060E
-03
1.00
028
8.99
657E
-04
6.36
469E
-04
1.90
163E
-03
106
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=53
25:I
-127
001
Tot
al
8.94
822E
+00
9.35
370E
+00
1.04
531
2.58
412E
+02
5.89
173E
+00
4.72
889E
+00
002
Ela
stic
3.
1480
0E+0
0 3.
5520
0E+0
0 1.
1283
5 1.
0502
6E+0
2 4.
3496
2E+0
0 2.
5403
4E+0
0 10
2 n,
gam
ma
5.80
022E
+00
5.80
160E
+00
1.00
024
1.53
326E
+02
7.27
073E
-02
1.56
014E
-03
Mat
eria
l(M
AT
)=53
31:I
-129
001
Tot
al
3.69
180E
+01
3.74
860E
+01
1.01
539
1.02
265E
+02
5.86
811E
+00
4.73
354E
+00
002
Ela
stic
4.
3889
5E+0
0 4.
9537
0E+0
0 1.
1286
7 6.
8494
0E+0
1 4.
5256
8E+0
0 2.
5466
0E+0
0 10
2 n,
gam
ma
3.25
291E
+01
3.25
330E
+01
1.00
011
3.35
656E
+01
4.46
819E
-02
1.35
268E
-03
Mat
eria
l(M
AT
)=53
34:I
-130
001
Tot
al
2.27
318E
+01
2.33
730E
+01
1.02
819
3.00
436E
+02
5.69
450E
+00
4.65
731E
+00
002
Ela
stic
4.
7312
2E+0
0 5.
3671
0E+0
0 1.
1344
0 1.
2008
4E+0
2 4.
1531
4E+0
0 3.
1286
2E+0
0 10
2 n,
gam
ma
1.80
006E
+01
1.80
060E
+01
1.00
027
1.80
314E
+02
3.37
972E
-02
2.51
133E
-03
Mat
eria
l(M
AT
)=53
37:I
-131
001
Tot
al
5.43
416E
+00
6.04
400E
+00
1.11
223
1.03
201E
+02
5.71
537E
+00
4.65
677E
+00
002
Ela
stic
4.
7341
3E+0
0 5.
3438
0E+0
0 1.
1287
8 9.
5288
1E+0
1 4.
5531
4E+0
0 3.
1433
6E+0
0 10
2 n,
gam
ma
7.00
024E
-01
7.00
220E
-01
1.00
027
7.91
291E
+00
1.32
668E
-02
2.10
204E
-03
Mat
eria
l(M
AT
)=53
49:I
-135
001
Tot
al
4.84
995E
+00
5.47
160E
+00
1.12
818
6.31
293E
+01
5.77
496E
+00
4.65
687E
+00
002
Ela
stic
4.
8299
5E+0
0 5.
4516
0E+0
0 1.
1287
1 6.
3117
2E+0
1 5.
2967
0E+0
0 3.
2456
7E+0
0 10
2 n,
gam
ma
2.00
007E
-02
2.00
060E
-02
1.00
028
1.20
092E
-02
4.67
003E
-04
1.63
037E
-03
Mat
eria
l(M
AT
)=54
25:X
e-12
4
001
Tot
al
1.68
867E
+02
1.70
050E
+02
1.00
703
3.81
479E
+03
5.87
956E
+00
4.80
510E
+00
002
Ela
stic
4.
3171
9E+0
0 4.
8672
0E+0
0 1.
1274
1 7.
6108
5E+0
2 4.
3998
5E+0
0 3.
0958
1E+0
0 10
2 n,
gam
ma
1.64
549E
+02
1.65
190E
+02
1.00
387
3.05
370E
+03
1.06
822E
-01
0.00
000E
+00
Mat
eria
l(M
AT
)=54
31:X
e-12
6
001
Tot
al
6.52
843E
+00
7.08
520E
+00
1.08
528
1.85
649E
+02
5.90
447E
+00
4.84
850E
+00
002
Ela
stic
4.
3280
0E+0
0 4.
8845
0E+0
0 1.
1285
9 1.
4184
7E+0
2 4.
5143
5E+0
0 2.
8429
8E+0
0 10
2 n,
gam
ma
2.20
042E
+00
2.20
060E
+00
1.00
009
4.38
015E
+01
7.26
523E
-02
0.00
000E
+00
Mat
eria
l(M
AT
)=54
37:X
e-12
8
001
Tot
al
9.67
778E
+00
1.02
210E
+01
1.05
610
1.29
311E
+02
5.93
538E
+00
4.88
760E
+00
002
Ela
stic
4.
3168
7E+0
0 4.
8713
0E+0
0 1.
1284
3 1.
1833
4E+0
2 4.
5419
1E+0
0 2.
6550
3E+0
0 10
2 n,
gam
ma
5.36
091E
+00
5.34
940E
+00
0.99
786
1.09
762E
+01
4.93
088E
-02
0.00
000E
+00
Mat
eria
l(M
AT
)=54
40:X
e-12
9
001
Tot
al
2.23
205E
+01
2.28
880E
+01
1.02
541
3.90
332E
+02
5.94
671E
+00
4.90
550E
+00
002
Ela
stic
4.
3166
2E+0
0 4.
8687
0E+0
0 1.
1279
0 1.
3467
2E+0
2 4.
1312
5E+0
0 2.
9249
5E+0
0 10
2 n,
gam
ma
1.80
039E
+01
1.80
190E
+01
1.00
084
2.55
221E
+02
6.54
917E
-02
0.00
000E
+00
107
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=54
43:X
e-13
0
001
Tot
al
1.04
985E
+01
1.10
370E
+01
1.05
125
8.51
622E
+01
5.97
361E
+00
4.90
941E
+00
002
Ela
stic
4.
2976
7E+0
0 4.
8495
0E+0
0 1.
1284
0 8.
0863
0E+0
1 4.
6261
0E+0
0 2.
9401
7E+0
0 10
2 n,
gam
ma
6.20
080E
+00
6.18
700E
+00
0.99
778
4.29
919E
+00
4.04
340E
-02
0.00
000E
+00
Mat
eria
l(M
AT
)=54
46:X
e-13
1
001
Tot
al
1.09
431E
+02
1.12
710E
+02
1.02
994
2.96
005E
+03
5.99
052E
+00
4.93
780E
+00
002
Ela
stic
2.
4434
0E+0
1 2.
7579
0E+0
1 1.
1287
3 2.
0692
5E+0
3 4.
1723
1E+0
0 2.
9490
1E+0
0 10
2 n,
gam
ma
8.49
965E
+01
8.51
270E
+01
1.00
154
8.90
777E
+02
2.58
103E
-02
1.00
010E
-08
Mat
eria
l(M
AT
)=54
49:X
e-13
2
001
Tot
al
4.21
487E
+00
4.69
960E
+00
1.11
500
8.99
479E
+01
6.02
482E
+00
4.94
166E
+00
002
Ela
stic
3.
7661
8E+0
0 4.
2508
0E+0
0 1.
1286
9 8.
8460
2E+0
1 4.
7697
6E+0
0 2.
9737
3E+0
0 10
2 n,
gam
ma
4.48
690E
-01
4.48
740E
-01
1.00
011
1.48
772E
+00
2.27
543E
-02
1.00
000E
-08
Mat
eria
l(M
AT
)=54
52:X
e-13
3
001
Tot
al
1.94
976E
+02
1.96
510E
+02
1.00
786
4.55
057E
+02
5.75
415E
+00
4.65
695E
+00
002
Ela
stic
4.
9715
7E+0
0 6.
4668
0E+0
0 1.
3007
6 9.
7857
2E+0
1 4.
6157
2E+0
0 3.
1542
3E+0
0 10
2 n,
gam
ma
1.90
004E
+02
1.90
040E
+02
1.00
020
3.57
200E
+02
9.01
661E
-03
2.53
768E
-03
Mat
eria
l(M
AT
)=54
55:X
e-13
4
001
Tot
al
4.61
203E
+00
5.17
330E
+00
1.12
169
8.58
919E
+01
6.08
424E
+00
4.97
715E
+00
002
Ela
stic
4.
3626
0E+0
0 4.
9241
0E+0
0 1.
1287
0 8.
5323
0E+0
1 4.
9950
2E+0
0 2.
9653
9E+0
0 10
2 n,
gam
ma
2.49
421E
-01
2.49
220E
-01
0.99
921
5.68
949E
-01
1.24
418E
-02
1.00
000E
-08
Mat
eria
l(M
AT
)=54
58:X
e-13
5
001
Tot
al
2.95
223E
+06
3.50
200E
+06
1.18
624
1.28
620E
+04
5.82
116E
+00
4.65
543E
+00
002
Ela
stic
2.
9958
6E+0
5 4.
3322
0E+0
5 1.
4460
6 5.
2104
4E+0
3 5.
0403
1E+0
0 3.
4386
4E+0
0 10
2 n,
gam
ma
2.65
264E
+06
3.06
880E
+06
1.15
689
7.65
162E
+03
7.63
153E
-04
2.37
589E
-03
Mat
eria
l(M
AT
)=54
61:X
e-13
6
001
Tot
al
4.47
647E
+00
5.03
210E
+00
1.12
412
1.06
937E
+02
6.13
927E
+00
4.98
479E
+00
002
Ela
stic
4.
3164
7E+0
0 4.
8720
0E+0
0 1.
1287
1 1.
0681
8E+0
2 5.
3059
8E+0
0 2.
9613
6E+0
0 10
2 n,
gam
ma
1.60
005E
-01
1.60
050E
-01
1.00
027
1.19
365E
-01
1.05
566E
-03
0.00
000E
+00
Mat
eria
l(M
AT
)=55
25:C
s-13
3
001
Tot
al
3.29
728E
+01
3.35
600E
+01
1.01
781
5.34
791E
+02
5.97
643E
+00
4.84
785E
+00
002
Ela
stic
3.
9705
8E+0
0 4.
4773
0E+0
0 1.
1276
1 1.
1395
0E+0
2 4.
1517
1E+0
0 3.
0731
2E+0
0 10
2 n,
gam
ma
2.90
023E
+01
2.90
830E
+01
1.00
278
4.20
812E
+02
6.33
581E
-02
1.49
523E
-03
Mat
eria
l(M
AT
)=55
28:C
s-13
4
001
Tot
al
1.62
111E
+02
1.64
730E
+02
1.01
613
2.19
635E
+02
5.77
371E
+00
4.65
735E
+00
002
Ela
stic
2.
2427
1E+0
1 2.
5255
0E+0
1 1.
1260
7 1.
4012
6E+0
2 3.
9887
5E+0
0 3.
1579
9E+0
0 10
2 n,
gam
ma
1.39
684E
+02
1.39
470E
+02
0.99
848
7.87
740E
+01
3.31
913E
-02
2.70
517E
-03
108
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=55
31:C
s-13
5
001
Tot
al
1.40
851E
+01
1.47
300E
+01
1.04
579
1.88
934E
+02
6.01
834E
+00
4.93
401E
+00
002
Ela
stic
5.
0787
9E+0
0 5.
7305
0E+0
0 1.
1283
1 1.
2789
0E+0
2 4.
5421
7E+0
0 2.
8981
1E+0
0 10
2 n,
gam
ma
9.00
631E
+00
8.99
960E
+00
0.99
926
6.10
443E
+01
2.77
431E
-02
9.20
974E
-04
Mat
eria
l(M
AT
)=55
34:C
s-13
6
001
Tot
al
5.21
561E
+00
5.71
990E
+00
1.09
670
2.18
762E
+02
5.82
570E
+00
4.65
802E
+00
002
Ela
stic
3.
9152
5E+0
0 4.
4190
0E+0
0 1.
1286
6 1.
8034
9E+0
2 4.
7631
3E+0
0 3.
1795
5E+0
0 10
2 n,
gam
ma
1.30
036E
+00
1.30
090E
+00
1.00
045
3.84
132E
+01
2.77
777E
-02
2.55
253E
-03
Mat
eria
l(M
AT
)=55
37:C
s-13
7
001
Tot
al
2.65
855E
+00
2.98
250E
+00
1.12
187
8.98
314E
+01
6.06
730E
+00
4.97
952E
+00
002
Ela
stic
2.
5170
9E+0
0 2.
8411
0E+0
0 1.
1287
1 8.
9232
5E+0
1 5.
0732
1E+0
0 2.
9216
5E+0
0 10
2 n,
gam
ma
1.41
456E
-01
1.41
480E
-01
1.00
019
5.99
005E
-01
6.83
079E
-03
8.95
581E
-04
Mat
eria
l(M
AT
)=56
25:B
a-13
0
001
Tot
al
1.44
323E
+01
1.48
380E
+01
1.02
810
4.82
943E
+02
6.23
443E
+00
5.07
875E
+00
002
Ela
stic
3.
1378
4E+0
0 3.
5401
0E+0
0 1.
1282
0 3.
0780
9E+0
2 4.
6415
4E+0
0 2.
6782
9E+0
0 10
2 n,
gam
ma
1.12
944E
+01
1.12
980E
+01
1.00
029
1.75
133E
+02
5.24
792E
-01
1.64
038E
-02
Mat
eria
l(M
AT
)=56
31:B
a-13
2
001
Tot
al
1.03
128E
+01
1.07
450E
+01
1.04
195
9.60
675E
+01
6.23
172E
+00
5.07
830E
+00
002
Ela
stic
3.
3126
1E+0
0 3.
7433
0E+0
0 1.
1300
3 6.
5936
7E+0
1 4.
8649
3E+0
0 2.
7451
1E+0
0 10
2 n,
gam
ma
7.00
023E
+00
7.00
210E
+00
1.00
027
3.01
307E
+01
2.73
084E
-01
3.81
271E
-03
Mat
eria
l(M
AT
)=56
37:B
a-13
4
001
Tot
al
5.44
145E
+00
5.88
400E
+00
1.08
133
1.15
133E
+02
6.24
948E
+00
5.07
826E
+00
002
Ela
stic
3.
4393
3E+0
0 3.
8816
0E+0
0 1.
1286
0 9.
0926
1E+0
1 5.
0641
0E+0
0 2.
7749
6E+0
0 10
2 n,
gam
ma
2.00
213E
+00
2.00
240E
+00
1.00
013
2.42
066E
+01
1.37
749E
-01
1.50
557E
-03
Mat
eria
l(M
AT
)=56
40:B
a-13
5
001
Tot
al
7.60
122E
+00
7.83
470E
+00
1.03
072
2.88
052E
+02
6.23
955E
+00
5.06
948E
+00
002
Ela
stic
1.
8043
9E+0
0 2.
0359
0E+0
0 1.
1283
0 1.
5728
6E+0
2 4.
9694
2E+0
0 2.
9008
8E+0
0 10
2 n,
gam
ma
5.79
684E
+00
5.79
890E
+00
1.00
035
1.30
766E
+02
9.71
956E
-02
1.00
650E
-03
Mat
eria
l(M
AT
)=56
43:B
a-13
6
001
Tot
al
2.97
403E
+00
3.30
530E
+00
1.11
140
5.95
491E
+01
6.24
670E
+00
5.07
790E
+00
002
Ela
stic
2.
5738
8E+0
0 2.
9051
0E+0
0 1.
1286
9 5.
7642
2E+0
1 5.
2953
6E+0
0 2.
8396
6E+0
0 10
2 n,
gam
ma
4.00
153E
-01
4.00
220E
-01
1.00
017
1.90
697E
+00
3.67
517E
-02
1.01
614E
-03
Mat
eria
l(M
AT
)=56
46:B
a-13
7
001
Tot
al
9.01
835E
+00
9.51
460E
+00
1.05
503
7.26
831E
+01
6.24
176E
+00
5.06
345E
+00
002
Ela
stic
3.
8957
9E+0
0 4.
3957
0E+0
0 1.
1283
2 6.
8007
8E+0
1 5.
3768
9E+0
0 2.
8947
3E+0
0 10
2 n,
gam
ma
5.12
256E
+00
5.11
890E
+00
0.99
928
4.67
542E
+00
1.48
479E
-02
1.00
497E
-03
109
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=56
49:B
a-13
8
001
Tot
al
5.92
926E
+00
6.64
640E
+00
1.12
094
6.03
901E
+01
6.23
190E
+00
5.07
772E
+00
002
Ela
stic
5.
5701
4E+0
0 6.
2871
0E+0
0 1.
1287
2 6.
0137
1E+0
1 5.
5740
6E+0
0 2.
8889
2E+0
0 10
2 n,
gam
ma
3.59
127E
-01
3.59
220E
-01
1.00
026
2.53
072E
-01
2.97
335E
-03
1.35
041E
-03
Mat
eria
l(M
AT
)=56
55:B
a-14
0
001
Tot
al
3.49
423E
+00
3.73
890E
+00
1.07
003
4.01
657E
+02
6.14
570E
+00
5.03
570E
+00
002
Ela
stic
1.
8995
1E+0
0 2.
1435
0E+0
0 1.
1284
7 3.
8732
6E+0
2 5.
2886
8E+0
0 2.
9390
5E+0
0 10
2 n,
gam
ma
1.59
472E
+00
1.59
540E
+00
1.00
043
1.43
308E
+01
6.54
869E
-03
9.70
605E
-04
Mat
eria
l(M
AT
)=57
25:L
a-13
8
001
Tot
al
7.01
184E
+01
7.18
860E
+01
1.02
521
4.91
670E
+02
6.17
162E
+00
5.04
681E
+00
002
Ela
stic
1.
3023
7E+0
1 1.
4675
0E+0
1 1.
1268
0 1.
2737
8E+0
2 4.
8620
1E+0
0 2.
9053
4E+0
0 10
2 n,
gam
ma
5.70
947E
+01
5.72
110E
+01
1.00
204
3.64
288E
+02
3.44
466E
-02
1.00
535E
-03
Mat
eria
l(M
AT
)=57
28:L
a-13
9
001
Tot
al
1.94
823E
+01
2.08
320E
+01
1.06
925
1.01
627E
+02
6.07
183E
+00
5.04
607E
+00
002
Ela
stic
1.
0549
9E+0
1 1.
1901
0E+0
1 1.
1280
9 8.
9718
6E+0
1 4.
8400
1E+0
0 2.
9660
3E+0
0 10
2 n,
gam
ma
8.93
241E
+00
8.93
040E
+00
0.99
977
1.19
081E
+01
5.47
889E
-03
7.08
895E
-04
Mat
eria
l(M
AT
)=57
31:L
a-14
0
001
Tot
al
7.65
319E
+00
8.29
450E
+00
1.08
380
2.90
795E
+02
5.93
506E
+00
4.67
091E
+00
002
Ela
stic
4.
9531
0E+0
0 5.
5937
0E+0
0 1.
1293
3 2.
2535
3E+0
2 4.
1708
9E+0
0 2.
9961
2E+0
0 10
2 n,
gam
ma
2.70
009E
+00
2.70
080E
+00
1.00
028
6.51
025E
+01
3.37
906E
-02
2.33
503E
-03
Mat
eria
l(M
AT
)=58
37:C
e-14
0
001
Tot
al
3.85
005E
+00
4.27
150E
+00
1.10
945
4.89
394E
+01
5.93
011E
+00
4.66
965E
+00
002
Ela
stic
3.
2754
5E+0
0 3.
6970
0E+0
0 1.
1286
9 4.
8657
7E+0
1 5.
3998
3E+0
0 3.
2294
9E+0
0 10
2 n,
gam
ma
5.74
596E
-01
5.74
480E
-01
0.99
979
2.81
670E
-01
1.47
860E
-02
2.14
120E
-03
Mat
eria
l(M
AT
)=58
40:C
e-14
1
001
Tot
al
3.61
496E
+01
3.65
950E
+01
1.01
233
3.87
723E
+02
6.16
796E
+00
5.05
050E
+00
002
Ela
stic
3.
4121
4E+0
0 3.
8514
0E+0
0 1.
1287
3 2.
2289
0E+0
2 5.
1163
9E+0
0 2.
9369
2E+0
0 10
2 n,
gam
ma
3.27
374E
+01
3.27
440E
+01
1.00
020
1.64
833E
+02
7.77
741E
-02
1.47
177E
-03
Mat
eria
l(M
AT
)=58
43:C
e-14
2
001
Tot
al
4.68
385E
+00
5.17
100E
+00
1.10
401
2.00
383E
+02
6.19
879E
+00
5.06
962E
+00
002
Ela
stic
3.
7833
7E+0
0 4.
2704
0E+0
0 1.
1287
2 1.
9945
2E+0
2 4.
9756
9E+0
0 2.
9435
3E+0
0 10
2 n,
gam
ma
9.00
478E
-01
9.00
650E
-01
1.00
019
9.30
422E
-01
1.73
754E
-02
1.05
978E
-03
Mat
eria
l(M
AT
)=58
46:C
e-14
3
001
Tot
al
1.10
338E
+01
1.17
090E
+01
1.06
119
2.75
137E
+02
6.00
877E
+00
4.67
563E
+00
002
Ela
stic
5.
0336
0E+0
0 5.
7071
0E+0
0 1.
1338
0 2.
3356
4E+0
2 5.
0766
3E+0
0 3.
2408
0E+0
0 10
2 n,
gam
ma
6.00
020E
+00
6.00
180E
+00
1.00
027
4.15
728E
+01
1.28
590E
-02
2.41
014E
-03
113 110
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=58
49:C
e-14
4
001
Tot
al
4.53
046E
+00
4.96
850E
+00
1.09
670
2.75
337E
+02
6.29
028E
+00
5.10
378E
+00
002
Ela
stic
3.
4018
6E+0
0 3.
8397
0E+0
0 1.
1287
1 2.
7253
4E+0
2 4.
4603
4E+0
0 2.
9581
0E+0
0 10
2 n,
gam
ma
1.12
860E
+00
1.12
880E
+00
1.00
020
2.80
294E
+00
7.89
206E
-03
9.46
987E
-04
Mat
eria
l(M
AT
)=59
25:P
r-14
1
001
Tot
al
1.40
797E
+01
1.44
060E
+01
1.02
319
2.33
638E
+02
6.11
865E
+00
5.06
028E
+00
002
Ela
stic
2.
5964
9E+0
0 2.
9279
0E+0
0 1.
1276
6 2.
1576
5E+0
2 4.
7156
9E+0
0 2.
9697
4E+0
0 10
2 n,
gam
ma
1.14
832E
+01
1.14
780E
+01
0.99
957
1.78
731E
+01
1.54
860E
-02
2.72
698E
-03
Mat
eria
l(M
AT
)=59
28:P
r-14
2
001
Tot
al
2.50
162E
+01
2.56
930E
+01
1.02
707
4.99
554E
+02
5.98
729E
+00
4.67
107E
+00
002
Ela
stic
5.
0155
5E+0
0 5.
6872
0E+0
0 1.
1339
2 3.
5448
7E+0
2 4.
8166
3E+0
0 3.
2338
3E+0
0 10
2 n,
gam
ma
2.00
007E
+01
2.00
060E
+01
1.00
027
1.45
068E
+02
2.91
781E
-02
2.57
024E
-03
Mat
eria
l(M
AT
)=59
31:P
r-14
3
001
Tot
al
9.40
948E
+01
9.50
000E
+01
1.00
962
5.92
578E
+02
6.02
221E
+00
4.67
591E
+00
002
Ela
stic
5.
0918
0E+0
0 5.
9729
0E+0
0 1.
1730
4 4.
0292
7E+0
2 4.
8259
1E+0
0 3.
5964
6E+0
0 10
2 n,
gam
ma
8.90
030E
+01
8.90
280E
+01
1.00
028
1.89
542E
+02
5.67
475E
-02
2.24
774E
-03
Mat
eria
l(M
AT
)=60
25:N
d-14
2
001
Tot
al
2.71
825E
+01
2.82
520E
+01
1.03
936
8.67
610E
+01
5.98
653E
+00
4.67
566E
+00
002
Ela
stic
8.
5460
8E+0
0 9.
6367
0E+0
0 1.
1276
2 8.
0680
3E+0
1 5.
3906
0E+0
0 3.
2911
5E+0
0 10
2 n,
gam
ma
1.86
364E
+01
1.86
160E
+01
0.99
889
6.08
074E
+00
2.43
200E
-02
2.41
992E
-03
Mat
eria
l(M
AT
)=60
28:N
d-14
3
001
Tot
al
4.22
821E
+02
4.32
060E
+02
1.02
186
7.40
712E
+02
6.33
797E
+00
4.94
350E
+00
002
Ela
stic
8.
6880
5E+0
1 9.
7345
0E+0
1 1.
1204
4 6.
0814
8E+0
2 5.
1721
3E+0
0 2.
7718
8E+0
0 10
2 n,
gam
ma
3.35
941E
+02
3.34
720E
+02
0.99
636
1.32
564E
+02
7.75
738E
-02
1.07
240E
-03
Mat
eria
l(M
AT
)=60
31:N
d-14
4
001
Tot
al
3.84
361E
+00
3.87
670E
+00
1.00
861
6.49
448E
+02
6.30
889E
+00
5.06
023E
+00
002
Ela
stic
2.
6032
5E-0
1 2.
9340
0E-0
1 1.
1270
6 6.
4536
8E+0
2 5.
0595
9E+0
0 2.
9646
1E+0
0 10
2 n,
gam
ma
3.58
329E
+00
3.58
330E
+00
1.00
000
4.07
978E
+00
2.60
662E
-02
9.13
997E
-04
Mat
eria
l(M
AT
)=60
34:N
d-14
5
001
Tot
al
6.01
845E
+01
6.25
000E
+01
1.03
847
7.97
907E
+02
6.33
924E
+00
5.05
685E
+00
002
Ela
stic
1.
8324
2E+0
1 2.
0641
0E+0
1 1.
1264
6 5.
6671
1E+0
2 4.
5789
4E+0
0 2.
9661
9E+0
0 10
2 n,
gam
ma
4.18
603E
+01
4.18
580E
+01
0.99
995
2.31
147E
+02
7.39
299E
-02
1.00
200E
-03
Mat
eria
l(M
AT
)=60
37:N
d-14
6
001
Tot
al
5.78
161E
+00
6.34
460E
+00
1.09
737
1.67
751E
+02
6.36
724E
+00
5.07
162E
+00
002
Ela
stic
4.
3813
7E+0
0 4.
9446
0E+0
0 1.
1285
6 1.
6508
7E+0
2 4.
8572
7E+0
0 2.
9800
0E+0
0 10
2 n,
gam
ma
1.40
023E
+00
1.39
990E
+00
0.99
979
2.66
392E
+00
2.92
585E
-02
8.94
296E
-04
111
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=60
40:N
d-14
7
001
Tot
al
5.45
976E
+02
5.56
630E
+02
1.01
951
1.13
767E
+03
6.14
100E
+00
4.69
762E
+00
002
Ela
stic
1.
0602
9E+0
2 1.
1867
0E+0
2 1.
1192
7 5.
3176
9E+0
2 4.
3590
1E+0
0 3.
2737
2E+0
0 10
2 n,
gam
ma
4.39
947E
+02
4.37
950E
+02
0.99
546
6.05
838E
+02
7.11
493E
-02
2.59
846E
-03
Mat
eria
l(M
AT
)=60
43:N
d-14
8
001
Tot
al
3.16
554E
+00
3.25
180E
+00
1.02
724
5.77
600E
+02
6.45
512E
+00
5.24
066E
+00
002
Ela
stic
6.
6514
0E-0
1 7.
5043
0E-0
1 1.
1282
3 5.
5788
6E+0
2 4.
8357
7E+0
0 3.
0860
0E+0
0 10
2 n,
gam
ma
2.50
040E
+00
2.50
130E
+00
1.00
037
1.97
140E
+01
3.57
942E
-02
8.73
797E
-04
Mat
eria
l(M
AT
)=60
49:N
d-15
0
001
Tot
al
5.94
153E
+00
6.55
300E
+00
1.10
292
1.85
212E
+02
6.81
981E
+00
5.24
139E
+00
002
Ela
stic
4.
7546
7E+0
0 5.
3663
0E+0
0 1.
1286
3 1.
6958
9E+0
2 4.
6652
9E+0
0 2.
7225
6E+0
0 10
2 n,
gam
ma
1.18
685E
+00
1.18
670E
+00
0.99
988
1.56
227E
+01
3.15
871E
-02
8.76
310E
-04
Mat
eria
l(M
AT
)=61
49:P
m-1
47
00
1 T
otal
1.
8254
5E+0
2 1.
8202
0E+0
2 0.
9971
1 3.
3067
5E+0
3 6.
4671
2E+0
0 5.
1726
3E+0
0 00
2 E
last
ic
1.96
463E
+00
2.21
570E
+00
1.12
777
1.16
419E
+03
4.51
550E
+00
3.03
016E
+00
102
n,ga
mm
a 1.
8058
1E+0
2 1.
7980
0E+0
2 0.
9956
8 2.
1425
5E+0
3 1.
8772
9E-0
1 9.
5699
7E-0
4
Mat
eria
l(M
AT
)=61
52:P
m-1
48
00
1 T
otal
2.
0052
0E+0
3 2.
0065
0E+0
3 1.
0006
7 4.
0003
3E+0
4 6.
1624
8E+0
0 4.
7023
5E+0
0 00
2 E
last
ic
5.13
441E
+00
5.79
530E
+00
1.12
872
1.44
303E
+02
3.68
168E
+00
3.28
807E
+00
102
n,ga
mm
a 2.
0000
7E+0
3 2.
0007
0E+0
3 1.
0003
4 3.
9859
0E+0
4 6.
2757
7E-0
1 2.
6486
9E-0
3
Mat
eria
l(M
AT
)=61
53:P
m-1
48M
001
Tot
al
1.07
024E
+04
1.58
550E
+04
1.48
142
3.80
209E
+03
6.16
253E
+00
4.70
235E
+00
002
Ela
stic
3.
5704
7E+0
1 7.
1299
0E+0
1 1.
9969
1 1.
5700
3E+0
2 3.
6817
4E+0
0 3.
2880
7E+0
0 10
2 n,
gam
ma
1.06
666E
+04
1.57
830E
+04
1.47
970
3.64
509E
+03
6.27
577E
-01
2.64
869E
-03
Mat
eria
l(M
AT
)=61
55:P
m-1
49
00
1 T
otal
1.
4054
2E+0
3 1.
4076
0E+0
3 1.
0015
6 9.
9799
2E+0
2 6.
1952
3E+0
0 4.
7068
1E+0
0 00
2 E
last
ic
5.37
613E
+00
7.18
760E
+00
1.33
694
2.00
290E
+02
3.96
386E
+00
3.31
971E
+00
102
n,ga
mm
a 1.
4000
5E+0
3 1.
4004
0E+0
3 1.
0002
7 7.
9770
3E+0
2 6.
1284
9E-0
1 2.
2651
8E-0
3
Mat
eria
l(M
AT
)=61
61:P
m-1
51
00
1 T
otal
7.
0550
2E+0
2 7.
0804
0E+0
2 1.
0036
0 2.
1474
3E+0
3 6.
2580
1E+0
0 4.
7170
1E+0
0 00
2 E
last
ic
5.48
119E
+00
7.85
500E
+00
1.43
308
1.38
791E
+02
4.61
059E
+00
3.27
933E
+00
102
n,ga
mm
a 7.
0002
0E+0
2 7.
0019
0E+0
2 1.
0002
4 2.
0086
4E+0
3 1.
9179
3E-0
3 2.
3263
2E-0
3
Mat
eria
l(M
AT
)=62
25:S
m-1
44
00
1 T
otal
5.
4603
0E+0
0 6.
2662
0E+0
0 1.
1475
9 2.
4620
8E+0
2 6.
7553
0E+0
0 7.
8821
0E+0
0 00
2 E
last
ic
4.76
451E
+00
5.57
060E
+00
1.16
919
2.27
331E
+02
5.86
841E
+00
5.99
188E
+00
102
n,ga
mm
a 6.
9579
5E-0
1 6.
9558
0E-0
1 0.
9996
9 1.
8876
9E+0
1 2.
1204
0E-0
1 2.
0700
0E-0
3
112
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=62
34:S
m-1
47
00
1 T
otal
9.
7206
7E+0
1 1.
0236
0E+0
2 1.
0530
1 1.
6388
4E+0
3 6.
9284
9E+0
0 5.
0360
7E+0
0 00
2 E
last
ic
4.00
190E
+01
4.51
040E
+01
1.12
707
8.45
200E
+02
4.76
666E
+00
2.95
475E
+00
102
n,ga
mm
a 5.
7187
7E+0
1 5.
7255
0E+0
1 1.
0011
8 7.
9364
1E+0
2 2.
0786
2E-0
1 1.
1960
0E-0
3
Mat
eria
l(M
AT
)=62
37:S
m-1
48
00
1 T
otal
7.
8388
2E+0
0 8.
5042
0E+0
0 1.
0848
9 3.
7192
7E+0
2 6.
1708
0E+0
0 4.
7003
6E+0
0 00
2 E
last
ic
5.13
872E
+00
5.80
340E
+00
1.12
935
3.45
001E
+02
4.92
006E
+00
3.35
836E
+00
102
n,ga
mm
a 2.
7000
9E+0
0 2.
7008
0E+0
0 1.
0002
8 2.
6926
7E+0
1 1.
9458
8E-0
1 2.
4260
6E-0
3
Mat
eria
l(M
AT
)=62
40:S
m-1
49
00
1 T
otal
4.
1931
5E+0
4 7.
2132
0E+0
4 1.
7202
3 4.
0248
3E+0
3 7.
0755
2E+0
0 5.
2006
6E+0
0 00
2 E
last
ic
2.05
356E
+02
4.92
560E
+02
2.39
858
5.38
733E
+02
4.47
441E
+00
3.06
700E
+00
102
n,ga
mm
a 4.
1726
1E+0
4 7.
1639
0E+0
4 1.
7168
9 3.
4857
1E+0
3 1.
9114
1E-0
1 1.
6588
1E-0
3
Mat
eria
l(M
AT
)=62
43:S
m-1
50
00
1 T
otal
1.
2460
2E+0
2 1.
2705
0E+0
2 1.
0196
3 8.
4055
1E+0
2 6.
2317
3E+0
0 4.
7105
8E+0
0 00
2 E
last
ic
2.12
547E
+01
2.39
030E
+01
1.12
460
5.01
624E
+02
4.66
629E
+00
3.35
046E
+00
102
n,ga
mm
a 1.
0334
7E+0
2 1.
0314
0E+0
2 0.
9980
4 3.
3892
8E+0
2 1.
4289
5E-0
1 2.
3340
5E-0
3
Mat
eria
l(M
AT
)=62
46:S
m-1
51
00
1 T
otal
1.
5222
0E+0
4 1.
4114
0E+0
4 0.
9272
4 3.
7661
0E+0
3 6.
7770
6E+0
0 5.
0028
1E+0
0 00
2 E
last
ic
3.92
486E
+01
3.65
600E
+01
0.93
151
2.97
566E
+02
3.81
745E
+00
2.77
746E
+00
102
n,ga
mm
a 1.
5182
8E+0
4 1.
4078
0E+0
4 0.
9272
3 3.
4651
0E+0
3 1.
6779
4E-0
1 1.
6269
0E-0
3
Mat
eria
l(M
AT
)=62
49:S
m-1
52
00
1 T
otal
2.
0894
5E+0
2 2.
1008
0E+0
2 1.
0054
4 9.
0537
8E+0
3 7.
0342
3E+0
0 5.
0146
3E+0
0 00
2 E
last
ic
2.94
540E
+00
3.38
580E
+00
1.14
951
6.07
396E
+03
4.69
268E
+00
2.95
200E
+00
102
n,ga
mm
a 2.
0600
0E+0
2 2.
0670
0E+0
2 1.
0033
8 2.
9798
1E+0
3 9.
1017
7E-0
2 9.
2959
7E-0
4
Mat
eria
l(M
AT
)=62
52:S
m-1
53
00
1 T
otal
3.
3545
9E+0
2 3.
3724
0E+0
2 1.
0053
1 3.
1194
1E+0
3 6.
3113
7E+0
0 4.
7275
6E+0
0 00
2 E
last
ic
5.44
481E
+00
7.11
190E
+00
1.30
618
2.47
906E
+02
4.17
776E
+00
3.28
170E
+00
102
n,ga
mm
a 3.
3001
4E+0
2 3.
3013
0E+0
2 1.
0003
5 2.
8689
2E+0
3 5.
9456
5E-0
4 2.
7852
9E-0
3
Mat
eria
l(M
AT
)=62
55:S
m-1
54
00
1 T
otal
1.
9437
2E+0
1 2.
0853
0E+0
1 1.
0728
3 2.
6925
3E+0
2 6.
3427
9E+0
0 4.
7326
4E+0
0 00
2 E
last
ic
1.10
358E
+01
1.24
530E
+01
1.12
841
2.35
970E
+02
4.73
673E
+00
3.33
461E
+00
102
n,ga
mm
a 8.
4014
1E+0
0 8.
4001
0E+0
0 0.
9998
4 3.
3271
5E+0
1 6.
0107
5E-0
2 2.
3179
1E-0
3
Mat
eria
l(M
AT
)=63
25:E
u-15
1
001
Tot
al
9.16
842E
+03
8.25
860E
+03
0.90
076
3.60
364E
+03
7.03
903E
+00
5.12
993E
+00
002
Ela
stic
3.
3937
4E+0
0 3.
1805
0E+0
0 0.
9371
6 2.
5158
1E+0
2 4.
4506
1E+0
0 2.
8473
8E+0
0 10
2 n,
gam
ma
9.16
502E
+03
8.25
540E
+03
0.90
075
3.35
117E
+03
4.61
639E
-01
1.40
000E
-03
113
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=63
28:E
u-15
2
001
Tot
al
1.27
777E
+04
1.18
250E
+04
0.92
544
2.67
100E
+03
6.54
564E
+00
5.05
046E
+00
002
Ela
stic
2.
9085
6E+0
1 2.
9362
0E+0
1 1.
0094
9 5.
0343
3E+0
2 4.
2416
9E+0
0 3.
2812
2E+0
0 10
2 n,
gam
ma
1.27
486E
+04
1.17
960E
+04
0.92
524
2.16
755E
+03
5.27
810E
-01
1.00
593E
-03
Mat
eria
l(M
AT
)=63
31:E
u-15
3
001
Tot
al
3.22
975E
+02
3.20
080E
+02
0.99
102
1.60
556E
+03
6.87
232E
+00
5.21
414E
+00
002
Ela
stic
1.
0362
1E+0
1 1.
1548
0E+0
1 1.
1144
9 1.
9633
2E+0
2 4.
5775
1E+0
0 2.
8793
0E+0
0 10
2 n,
gam
ma
3.12
613E
+02
3.08
530E
+02
0.98
693
1.40
921E
+03
2.63
953E
-01
1.00
476E
-03
Mat
eria
l(M
AT
)=63
34:E
u-15
4
001
Tot
al
1.85
151E
+03
2.20
840E
+03
1.19
273
1.52
618E
+03
6.57
906E
+00
4.96
817E
+00
002
Ela
stic
6.
6462
1E+0
0 7.
4220
0E+0
0 1.
1167
2 1.
6846
0E+0
2 3.
7614
4E+0
0 2.
6103
5E+0
0 10
2 n,
gam
ma
1.84
487E
+03
2.20
090E
+03
1.19
300
1.35
770E
+03
2.21
942E
-01
2.60
257E
-03
Mat
eria
l(M
AT
)=63
37:E
u-15
5
001
Tot
al
3.77
531E
+03
3.87
080E
+03
1.02
530
1.60
405E
+04
6.84
272E
+00
5.39
196E
+00
002
Ela
stic
1.
7676
3E+0
1 2.
0489
0E+0
1 1.
1591
2 7.
5888
2E+0
2 4.
5907
2E+0
0 2.
9933
2E+0
0 10
2 n,
gam
ma
3.75
764E
+03
3.85
040E
+03
1.02
467
1.52
815E
+04
2.02
071E
-01
1.26
829E
-03
Mat
eria
l(M
AT
)=63
40:E
u-15
6
001
Tot
al
4.87
636E
+02
4.90
370E
+02
1.00
561
1.64
423E
+03
6.38
714E
+00
4.74
149E
+00
002
Ela
stic
5.
5932
3E+0
0 7.
9979
0E+0
0 1.
4299
3 1.
5030
4E+0
2 4.
1757
8E+0
0 3.
2812
2E+0
0 10
2 n,
gam
ma
4.82
043E
+02
4.82
380E
+02
1.00
069
1.49
225E
+03
2.02
713E
-03
2.78
996E
-03
Mat
eria
l(M
AT
)=63
43:E
u-15
7
001
Tot
al
1.95
328E
+02
1.95
930E
+02
1.00
310
1.42
875E
+03
6.40
340E
+00
4.74
570E
+00
002
Ela
stic
5.
3390
7E+0
0 6.
0262
0E+0
0 1.
1287
0 1.
2646
4E+0
2 4.
9742
3E+0
0 3.
2767
7E+0
0 10
2 n,
gam
ma
1.89
989E
+02
1.89
910E
+02
0.99
957
1.30
225E
+03
4.35
298E
-03
2.33
843E
-03
Mat
eria
l(M
AT
)=64
25:G
d-15
2
001
Tot
al
1.06
992E
+03
1.06
940E
+03
0.99
949
1.58
152E
+03
7.01
419E
+00
5.68
473E
+00
002
Ela
stic
1.
3962
0E+0
1 1.
5695
0E+0
1 1.
1241
5 5.
9344
4E+0
2 5.
1511
8E+0
0 3.
4019
2E+0
0 10
2 n,
gam
ma
1.05
595E
+03
1.05
370E
+03
0.99
784
9.88
018E
+02
2.94
815E
-01
1.02
599E
-03
Mat
eria
l(M
AT
)=64
31:G
d-15
4
001
Tot
al
8.85
890E
+01
8.90
750E
+01
1.00
549
5.36
009E
+02
6.33
383E
+00
4.73
239E
+00
002
Ela
stic
3.
5850
2E+0
0 4.
0457
0E+0
0 1.
1284
9 2.
8957
6E+0
2 4.
6356
6E+0
0 3.
3610
3E+0
0 10
2 n,
gam
ma
8.50
040E
+01
8.50
300E
+01
1.00
030
2.46
433E
+02
3.07
980E
-01
2.61
100E
-03
Mat
eria
l(M
AT
)=64
34:G
d-15
5
001
Tot
al
6.07
915E
+04
5.13
060E
+04
0.84
396
1.70
604E
+03
6.98
683E
+00
5.68
006E
+00
002
Ela
stic
5.
9025
3E+0
1 5.
7334
0E+0
1 0.
9713
4 1.
6182
2E+0
2 4.
5160
8E+0
0 3.
2425
7E+0
0 10
2 n,
gam
ma
6.07
325E
+04
5.12
480E
+04
0.84
384
1.54
415E
+03
3.48
948E
-01
2.07
595E
-05
114
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=64
37:G
d-15
6
001
Tot
al
7.10
870E
+00
7.82
650E
+00
1.10
097
3.08
778E
+02
6.71
988E
+00
5.38
375E
+00
002
Ela
stic
5.
5726
8E+0
0 6.
2894
0E+0
0 1.
1286
1 2.
0856
7E+0
2 4.
7610
7E+0
0 3.
0723
0E+0
0 10
2 n,
gam
ma
1.53
602E
+00
1.53
710E
+00
1.00
071
1.00
206E
+02
1.19
318E
-01
1.77
620E
-03
Mat
eria
l(M
AT
)=64
40:G
d-15
7
001
Tot
al
2.55
015E
+05
2.17
300E
+05
0.85
209
9.44
337E
+02
6.70
060E
+00
5.39
500E
+00
002
Ela
stic
1.
7602
8E+0
3 1.
6026
0E+0
3 0.
9104
2 1.
8205
4E+0
2 4.
4780
3E+0
0 3.
0898
4E+0
0 10
2 n,
gam
ma
2.53
255E
+05
2.15
690E
+05
0.85
169
7.61
984E
+02
2.04
190E
-01
7.61
219E
-05
Mat
eria
l(M
AT
)=64
43:G
d-15
8
001
Tot
al
6.01
037E
+00
6.46
360E
+00
1.07
541
1.95
442E
+02
6.42
782E
+00
4.74
784E
+00
002
Ela
stic
3.
5097
5E+0
0 3.
9612
0E+0
0 1.
1286
2 1.
3264
8E+0
2 4.
8355
9E+0
0 3.
2969
8E+0
0 10
2 n,
gam
ma
2.50
062E
+00
2.50
240E
+00
1.00
072
6.27
807E
+01
5.57
585E
-02
2.88
859E
-03
Mat
eria
l(M
AT
)=64
49:G
d-16
0
001
Tot
al
4.49
666E
+00
4.97
650E
+00
1.10
670
1.65
552E
+02
6.46
297E
+00
4.75
316E
+00
002
Ela
stic
3.
7265
6E+0
0 4.
2061
0E+0
0 1.
1287
0 1.
5731
1E+0
2 4.
8906
7E+0
0 3.
2820
9E+0
0 10
2 n,
gam
ma
7.70
102E
-01
7.70
310E
-01
1.00
027
8.22
007E
+00
8.00
632E
-02
2.34
045E
-03
Mat
eria
l(M
AT
)=65
25:T
b-15
9
001
Tot
al
2.97
831E
+01
3.06
330E
+01
1.02
855
6.06
881E
+02
6.71
619E
+00
5.00
964E
+00
002
Ela
stic
6.
5707
4E+0
0 7.
4164
0E+0
0 1.
1287
1 1.
9368
2E+0
2 4.
0321
6E+0
0 2.
4992
4E+0
0 10
2 n,
gam
ma
2.32
124E
+01
2.32
170E
+01
1.00
019
4.12
930E
+02
1.59
049E
-01
1.77
106E
-03
Mat
eria
l(M
AT
)=65
28:T
b-16
0
001
Tot
al
5.30
385E
+02
5.30
920E
+02
1.00
101
1.31
478E
+03
6.46
066E
+00
4.75
429E
+00
002
Ela
stic
5.
4069
6E+0
0 6.
1029
0E+0
0 1.
1287
1 1.
8009
8E+0
2 4.
3376
5E+0
0 3.
2541
0E+0
0 10
2 n,
gam
ma
5.24
978E
+02
5.24
820E
+02
0.99
969
1.13
468E
+03
4.41
010E
-03
2.92
251E
-03
Mat
eria
l(M
AT
)=66
37:D
y-16
0
001
Tot
al
6.33
488E
+01
6.41
790E
+01
1.01
311
2.31
679E
+03
6.45
683E
+00
4.75
434E
+00
002
Ela
stic
2.
3158
4E+0
0 2.
6032
0E+0
0 1.
1241
1 6.
4065
6E+0
2 4.
6720
0E+0
0 3.
6568
7E+0
0 10
2 n,
gam
ma
6.10
330E
+01
6.15
760E
+01
1.00
889
1.67
613E
+03
7.66
040E
-01
2.67
380E
-03
Mat
eria
l(M
AT
)=66
40:D
y-16
1
001
Tot
al
6.16
906E
+02
6.12
950E
+02
0.99
359
1.24
958E
+03
7.13
719E
+00
5.18
371E
+00
002
Ela
stic
1.
6595
7E+0
1 1.
8468
0E+0
1 1.
1127
9 1.
6227
6E+0
2 5.
3357
7E+0
0 3.
7059
6E+0
0 10
2 n,
gam
ma
6.00
310E
+02
5.94
480E
+02
0.99
030
1.08
681E
+03
1.35
669E
-01
3.08
394E
-03
Mat
eria
l(M
AT
)=66
43:D
y-16
2
001
Tot
al
1.93
849E
+02
1.94
790E
+02
1.00
488
3.51
660E
+03
7.14
106E
+00
5.18
370E
+00
002
Ela
stic
1.
2368
6E-0
2 1.
2476
0E-0
2 1.
0086
6 7.
6887
6E+0
2 5.
7222
2E+0
0 3.
7569
6E+0
0 10
2 n,
gam
ma
1.93
836E
+02
1.94
780E
+02
1.00
488
2.74
771E
+03
7.15
063E
-02
1.33
693E
-03
115
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=66
46:D
y-16
3
001
Tot
al
1.27
615E
+02
1.29
430E
+02
1.01
425
1.71
747E
+03
7.13
464E
+00
5.18
371E
+00
002
Ela
stic
3.
3890
5E+0
0 3.
8046
0E+0
0 1.
1226
2 2.
2780
2E+0
2 5.
1433
4E+0
0 3.
6537
6E+0
0 10
2 n,
gam
ma
1.24
226E
+02
1.25
630E
+02
1.01
130
1.48
945E
+03
9.51
243E
-02
2.90
953E
-03
Mat
eria
l(M
AT
)=66
49:D
y-16
4
001
Tot
al
2.97
751E
+03
2.97
920E
+03
1.00
057
8.86
309E
+02
7.22
037E
+00
5.26
036E
+00
002
Ela
stic
3.
2689
9E+0
2 3.
6074
0E+0
2 1.
1035
2 5.
4365
1E+0
2 4.
8804
8E+0
0 3.
0131
6E+0
0 10
2 n,
gam
ma
2.65
061E
+03
2.61
850E
+03
0.98
788
3.42
589E
+02
2.99
838E
-02
1.34
147E
-03
Mat
eria
l(M
AT
)=67
25:H
o-16
5
001
Tot
al
7.22
400E
+01
7.34
850E
+01
1.01
723
9.15
277E
+02
6.88
753E
+00
5.32
534E
+00
002
Ela
stic
8.
7957
8E+0
0 9.
9220
0E+0
0 1.
1280
4 2.
4035
0E+0
2 4.
2377
3E+0
0 2.
8754
4E+0
0 10
2 n,
gam
ma
6.34
442E
+01
6.35
630E
+01
1.00
187
6.74
922E
+02
1.22
018E
-01
1.27
051E
-03
Mat
eria
l(M
AT
)=68
25:E
r-16
2
001
Tot
al
2.69
420E
+01
2.79
900E
+01
1.03
891
6.94
011E
+02
6.74
843E
+00
5.42
452E
+00
002
Ela
stic
8.
0272
2E+0
0 9.
0544
0E+0
0 1.
1279
6 2.
4299
1E+0
2 4.
8070
4E+0
0 2.
6786
0E+0
0 10
2 n,
gam
ma
1.89
148E
+01
1.89
360E
+01
1.00
112
4.51
020E
+02
1.81
869E
-01
1.63
762E
-03
Mat
eria
l(M
AT
)=68
31:E
r-16
4
001
Tot
al
2.20
816E
+01
2.32
510E
+01
1.05
296
3.40
948E
+02
6.78
852E
+00
5.45
805E
+00
002
Ela
stic
9.
1277
9E+0
0 1.
0298
0E+0
1 1.
1282
3 1.
7441
8E+0
2 4.
6745
3E+0
0 2.
7004
8E+0
0 10
2 n,
gam
ma
1.29
538E
+01
1.29
530E
+01
0.99
992
1.66
528E
+02
3.75
123E
-01
1.63
762E
-03
Mat
eria
l(M
AT
)=68
37:E
r-16
6
001
Tot
al
2.92
535E
+01
3.08
500E
+01
1.05
458
3.65
356E
+02
6.82
014E
+00
5.50
210E
+00
002
Ela
stic
1.
2485
8E+0
1 1.
4086
0E+0
1 1.
1281
2 2.
5364
7E+0
2 4.
6535
3E+0
0 2.
7553
2E+0
0 10
2 n,
gam
ma
1.67
677E
+01
1.67
650E
+01
0.99
982
1.11
693E
+02
9.57
374E
-02
1.93
330E
-03
Mat
eria
l(M
AT
)=68
40:E
r-16
7
001
Tot
al
6.44
406E
+02
6.88
930E
+02
1.06
909
3.45
779E
+03
6.83
830E
+00
5.51
464E
+00
002
Ela
stic
1.
3375
8E+0
0 1.
4130
0E+0
0 1.
0563
9 4.
8476
7E+0
2 4.
3261
0E+0
0 2.
7195
9E+0
0 10
2 n,
gam
ma
6.43
069E
+02
6.87
520E
+02
1.06
912
2.97
299E
+03
9.42
873E
-02
1.97
240E
-03
Mat
eria
l(M
AT
)=68
43:E
r-16
8
001
Tot
al
1.17
142E
+01
1.28
700E
+01
1.09
865
2.36
914E
+02
6.85
496E
+00
5.53
530E
+00
002
Ela
stic
8.
9847
6E+0
0 1.
0140
0E+0
1 1.
1285
8 1.
9879
5E+0
2 4.
6798
9E+0
0 2.
7697
5E+0
0 10
2 n,
gam
ma
2.72
949E
+00
2.72
990E
+00
1.00
014
3.81
001E
+01
3.59
995E
-02
1.89
858E
-03
Mat
eria
l(M
AT
)=68
49:E
r-17
0
001
Tot
al
1.77
795E
+01
1.93
240E
+01
1.08
684
6.15
132E
+02
6.81
984E
+00
5.50
199E
+00
002
Ela
stic
1.
2002
4E+0
1 1.
3544
0E+0
1 1.
1284
7 5.
6998
3E+0
2 4.
6089
7E+0
0 2.
7214
9E+0
0 10
2 n,
gam
ma
5.77
708E
+00
5.77
920E
+00
1.00
036
4.51
291E
+01
2.29
469E
-02
1.86
103E
-03
116
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=71
25:L
u-17
5
001
Tot
al
2.95
134E
+01
3.03
920E
+01
1.02
976
8.02
165E
+02
7.22
216E
+00
5.25
740E
+00
002
Ela
stic
6.
4359
8E+0
0 7.
2553
0E+0
0 1.
1273
0 1.
8148
6E+0
2 5.
0741
7E+0
0 3.
0207
5E+0
0 10
2 n,
gam
ma
2.30
775E
+01
2.31
360E
+01
1.00
255
6.20
680E
+02
1.63
859E
-01
2.25
000E
-03
Mat
eria
l(M
AT
)=71
28:L
u-17
6
001
Tot
al
2.09
953E
+03
3.59
380E
+03
1.71
170
1.07
081E
+03
7.22
920E
+00
5.26
000E
+00
002
Ela
stic
2.
5152
9E+0
0 4.
2064
0E+0
0 1.
6723
2 1.
5106
3E+0
2 5.
0440
3E+0
0 2.
9525
2E+0
0 10
2 n,
gam
ma
2.09
701E
+03
3.58
960E
+03
1.71
175
9.19
744E
+02
2.05
325E
-01
3.08
394E
-03
Mat
eria
l(M
AT
)=72
25:H
f-17
4
001
Tot
al
5.97
764E
+02
5.95
910E
+02
0.99
690
1.11
876E
+03
7.14
368E
+00
5.32
588E
+00
002
Ela
stic
4.
8119
6E+0
1 5.
3708
0E+0
1 1.
1161
4 6.
7802
7E+0
2 4.
6065
2E+0
0 2.
7415
5E+0
0 10
2 n,
gam
ma
5.49
645E
+02
5.42
200E
+02
0.98
646
4.40
732E
+02
2.76
722E
-01
4.18
124E
-06
Mat
eria
l(M
AT
)=72
31:H
f-17
6
001
Tot
al
2.68
569E
+01
2.76
080E
+01
1.02
798
1.12
105E
+03
7.14
374E
+00
5.36
465E
+00
002
Ela
stic
5.
5294
7E+0
0 6.
2316
0E+0
0 1.
1269
8 4.
2708
4E+0
2 4.
6866
6E+0
0 2.
7509
4E+0
0 10
2 n,
gam
ma
2.13
274E
+01
2.13
770E
+01
1.00
231
6.93
962E
+02
9.37
184E
-02
4.21
718E
-07
Mat
eria
l(M
AT
)=72
34:H
f-17
7
001
Tot
al
3.72
003E
+02
3.79
470E
+02
1.02
006
8.01
142E
+03
7.12
749E
+00
5.37
822E
+00
002
Ela
stic
3.
6152
7E-0
2 4.
3480
0E-0
2 1.
2026
8 7.
9930
4E+0
2 4.
5637
7E+0
0 2.
8840
1E+0
0 10
2 n,
gam
ma
3.71
967E
+02
3.79
420E
+02
1.02
004
7.21
212E
+03
1.63
819E
-01
1.93
670E
-07
Mat
eria
l(M
AT
)=72
37:H
f-17
8
001
Tot
al
9.05
826E
+01
9.16
380E
+01
1.01
165
3.93
222E
+03
7.14
114E
+00
5.50
544E
+00
002
Ela
stic
6.
6257
8E+0
0 7.
4331
0E+0
0 1.
1218
4 2.
0603
3E+0
3 4.
6723
1E+0
0 3.
0796
0E+0
0 10
2 n,
gam
ma
8.39
568E
+01
8.42
050E
+01
1.00
295
1.87
188E
+03
5.55
173E
-02
7.33
680E
-10
Mat
eria
l(M
AT
)=72
40:H
f-17
9
001
Tot
al
4.85
817E
+01
4.94
760E
+01
1.01
841
7.78
365E
+02
7.12
497E
+00
5.40
086E
+00
002
Ela
stic
7.
7944
4E+0
0 8.
7739
0E+0
0 1.
1256
7 2.
7009
3E+0
2 4.
6411
7E+0
0 2.
9361
6E+0
0 10
2 n,
gam
ma
4.07
873E
+01
4.07
020E
+01
0.99
791
5.08
273E
+02
1.05
363E
-01
7.51
594E
-08
Mat
eria
l(M
AT
)=72
43:H
f-18
0
001
Tot
al
3.54
024E
+01
3.82
670E
+01
1.08
091
2.90
435E
+02
7.14
400E
+00
5.47
607E
+00
002
Ela
stic
2.
2304
8E+0
1 2.
5169
0E+0
1 1.
1284
0 2.
6083
9E+0
2 4.
7146
8E+0
0 2.
7955
4E+0
0 10
2 n,
gam
ma
1.30
976E
+01
1.30
980E
+01
1.00
003
2.95
910E
+01
3.28
680E
-02
4.12
239E
-06
Mat
eria
l(M
AT
)=73
28:T
a-18
1
001
Tot
al
2.63
431E
+01
2.71
260E
+01
1.02
973
8.90
488E
+02
6.99
496E
+00
5.35
709E
+00
002
Ela
stic
5.
6659
9E+0
0 6.
3850
0E+0
0 1.
1269
0 2.
2995
7E+0
2 4.
6211
9E+0
0 2.
9781
8E+0
0 10
2 n,
gam
ma
2.06
771E
+01
2.07
410E
+01
1.00
310
6.59
489E
+02
8.74
364E
-02
2.05
527E
-07
117
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=73
31:T
a-18
2
001
Tot
al
8.31
941E
+03
1.36
640E
+04
1.64
241
1.32
945E
+03
6.78
987E
+00
5.36
137E
+00
002
Ela
stic
3.
1151
8E+0
1 5.
3993
0E+0
1 1.
7332
1 2.
8634
8E+0
2 3.
7692
1E+0
0 2.
7402
7E+0
0 10
2 n,
gam
ma
8.28
826E
+03
1.36
100E
+04
1.64
207
1.04
310E
+03
6.79
110E
-02
4.19
999E
-03
Mat
eria
l(M
AT
)=74
31:W
-182
001
Tot
al
2.95
817E
+01
3.07
720E
+01
1.04
022
1.10
207E
+03
6.80
930E
+00
5.19
820E
+00
002
Ela
stic
8.
8683
6E+0
0 9.
9933
0E+0
0 1.
1268
5 4.
7390
3E+0
2 4.
4006
2E+0
0 2.
5424
8E+0
0 10
2 n,
gam
ma
2.07
133E
+01
2.07
780E
+01
1.00
314
6.28
168E
+02
6.62
525E
-02
1.00
365E
-03
Mat
eria
l(M
AT
)=74
34:W
-183
001
Tot
al
1.25
024E
+01
1.28
210E
+01
1.02
548
8.00
412E
+02
6.82
503E
+00
5.20
403E
+00
002
Ela
stic
2.
3881
0E+0
0 2.
6934
0E+0
0 1.
1278
5 4.
6547
8E+0
2 3.
9378
1E+0
0 2.
8405
9E+0
0 10
2 n,
gam
ma
1.01
143E
+01
1.01
280E
+01
1.00
131
3.34
524E
+02
5.02
757E
-02
1.00
000E
-03
Mat
eria
l(M
AT
)=74
37:W
-184
001
Tot
al
9.07
071E
+00
1.00
190E
+01
1.10
457
3.07
775E
+02
6.73
050E
+00
5.21
498E
+00
002
Ela
stic
7.
3728
8E+0
0 8.
3209
0E+0
0 1.
1285
9 2.
9174
7E+0
2 4.
2807
7E+0
0 2.
5379
9E+0
0 10
2 n,
gam
ma
1.69
783E
+00
1.69
830E
+00
1.00
028
1.60
286E
+01
3.75
970E
-02
1.00
382E
-03
Mat
eria
l(M
AT
)=74
43:W
-186
001
Tot
al
4.03
905E
+01
4.05
810E
+01
1.00
472
3.57
154E
+03
6.72
157E
+00
5.21
980E
+00
002
Ela
stic
9.
3379
9E-0
1 1.
0626
0E+0
0 1.
1379
1 3.
0426
7E+0
3 4.
2804
6E+0
0 2.
8097
2E+0
0 10
2 n,
gam
ma
3.94
567E
+01
3.95
190E
+01
1.00
157
5.28
861E
+02
3.59
600E
-02
1.00
418E
-03
Mat
eria
l(M
AT
)=75
25:R
e-18
5
001
Tot
al
1.21
064E
+02
1.22
680E
+02
1.01
337
2.00
825E
+03
6.78
826E
+00
5.31
250E
+00
002
Ela
stic
8.
8912
9E+0
0 9.
9569
0E+0
0 1.
1198
5 2.
7888
9E+0
2 4.
2394
6E+0
0 2.
6787
0E+0
0 10
2 n,
gam
ma
1.12
172E
+02
1.12
720E
+02
1.00
492
1.72
936E
+03
1.81
562E
-01
1.10
000E
-03
Mat
eria
l(M
AT
)=75
31:R
e-18
7
001
Tot
al
8.66
662E
+01
8.74
780E
+01
1.00
937
5.30
616E
+02
6.78
742E
+00
5.32
780E
+00
002
Ela
stic
9.
9623
3E+0
0 1.
1190
0E+0
1 1.
1232
1 2.
3718
0E+0
2 4.
1818
1E+0
0 2.
6985
2E+0
0 10
2 n,
gam
ma
7.67
039E
+01
7.62
880E
+01
0.99
458
2.93
436E
+02
1.17
055E
-01
1.08
200E
-03
Mat
eria
l(M
AT
)=76
00:O
s-N
at
00
1 T
otal
3.
1397
2E+0
1 3.
3276
0E+0
1 1.
0598
4 5.
1855
8E+0
2 6.
8650
4E+0
0 5.
1251
1E+0
0 00
2 E
last
ic
1.54
613E
+01
1.74
420E
+01
1.12
812
3.37
977E
+02
4.56
026E
+00
2.68
762E
+00
102
n,ga
mm
a 1.
5935
9E+0
1 1.
5834
0E+0
1 0.
9935
9 1.
8050
9E+0
2 7.
7074
6E-0
2 1.
0000
0E-0
3
Mat
eria
l(M
AT
)=77
25:I
r-19
1
001
Tot
al
9.68
343E
+02
9.66
440E
+02
0.99
803
3.86
285E
+03
6.66
963E
+00
5.21
126E
+00
002
Ela
stic
1.
3955
1E+0
1 1.
5204
0E+0
1 1.
0894
9 3.
0675
5E+0
2 4.
0116
7E+0
0 2.
7930
7E+0
0 10
2 n,
gam
ma
9.54
388E
+02
9.51
240E
+02
0.99
670
3.55
608E
+03
1.85
196E
-01
6.08
002E
-03
122 118
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=77
31:I
r-19
3
001
Tot
al
1.31
430E
+02
1.35
740E
+02
1.03
279
1.67
601E
+03
6.67
738E
+00
5.21
157E
+00
002
Ela
stic
1.
9385
1E+0
1 2.
1805
0E+0
1 1.
1248
2 3.
0070
0E+0
2 4.
1390
9E+0
0 2.
7967
2E+0
0 10
2 n,
gam
ma
1.12
044E
+02
1.13
930E
+02
1.01
687
1.37
527E
+03
9.15
473E
-02
2.75
201E
-03
Mat
eria
l(M
AT
)=78
00:P
t-N
at
00
1 T
otal
2.
0032
4E+0
1 2.
1558
0E+0
1 1.
0761
7 2.
6999
5E+0
2 6.
2632
2E+0
0 5.
3670
6E+0
0 00
2 E
last
ic
1.20
310E
+01
1.35
790E
+01
1.12
870
1.58
395E
+02
4.56
523E
+00
3.00
000E
+00
102
n,ga
mm
a 8.
0014
6E+0
0 7.
9789
0E+0
0 0.
9971
8 1.
1160
0E+0
2 6.
7797
0E-0
2 3.
9694
6E-0
4
Mat
eria
l(M
AT
)=79
25:A
u-19
7
001
Tot
al
1.05
592E
+02
1.06
960E
+02
1.01
293
1.93
816E
+03
6.65
283E
+00
5.30
290E
+00
002
Ela
stic
6.
8559
8E+0
0 7.
7168
0E+0
0 1.
1255
6 3.
7504
8E+0
2 4.
6532
1E+0
0 2.
6361
7E+0
0 10
2 n,
gam
ma
9.87
362E
+01
9.92
400E
+01
1.00
511
1.56
309E
+03
7.79
598E
-02
1.32
637E
-03
Mat
eria
l(M
AT
)=80
25:H
g-19
6
001
Tot
al
3.18
798E
+03
3.16
310E
+03
0.99
218
8.55
166E
+02
6.64
303E
+00
5.20
526E
+00
002
Ela
stic
1.
0981
6E+0
2 1.
2181
0E+0
2 1.
1092
2 4.
3488
1E+0
2 5.
1636
3E+0
0 2.
7430
4E+0
0 10
2 n,
gam
ma
3.07
817E
+03
3.04
120E
+03
0.98
801
4.20
284E
+02
6.15
329E
-03
1.45
443E
-08
Mat
eria
l(M
AT
)=80
31:H
g-19
8
001
Tot
al
1.47
998E
+01
1.64
500E
+01
1.11
153
3.17
602E
+02
6.64
053E
+00
5.22
630E
+00
002
Ela
stic
1.
2814
1E+0
1 1.
4463
0E+0
1 1.
1286
5 2.
4329
3E+0
2 5.
1155
4E+0
0 2.
7893
6E+0
0 10
2 n,
gam
ma
1.98
569E
+00
1.98
780E
+00
1.00
105
7.43
088E
+01
3.18
854E
-02
1.21
163E
-07
Mat
eria
l(M
AT
)=80
34:H
g-19
9
001
Tot
al
2.21
631E
+03
2.20
040E
+03
0.99
280
8.02
529E
+02
6.68
114E
+00
5.24
483E
+00
002
Ela
stic
6.
6696
4E+0
1 7.
4067
0E+0
1 1.
1105
1 3.
6383
6E+0
2 4.
6454
1E+0
0 2.
7712
6E+0
0 10
2 n,
gam
ma
2.14
962E
+03
2.12
630E
+03
0.98
915
4.38
692E
+02
3.05
981E
-02
1.96
322E
-07
Mat
eria
l(M
AT
)=80
37:H
g-20
0
001
Tot
al
1.60
035E
+01
1.78
780E
+01
1.11
711
2.06
389E
+02
6.65
760E
+00
5.25
734E
+00
002
Ela
stic
1.
4560
5E+0
1 1.
6434
0E+0
1 1.
1287
0 2.
0393
8E+0
2 5.
0809
5E+0
0 2.
7519
2E+0
0 10
2 n,
gam
ma
1.44
302E
+00
1.44
330E
+00
1.00
021
2.45
097E
+00
2.15
159E
-02
2.57
438E
-07
Mat
eria
l(M
AT
)=80
40:H
g-20
1
001
Tot
al
2.22
817E
+01
2.41
460E
+01
1.08
367
2.58
054E
+02
6.72
394E
+00
5.26
926E
+00
002
Ela
stic
1.
4497
7E+0
1 1.
6363
0E+0
1 1.
1286
4 2.
2175
4E+0
2 4.
6032
0E+0
0 2.
7875
7E+0
0 10
2 n,
gam
ma
7.78
400E
+00
7.78
330E
+00
0.99
992
3.43
704E
+01
2.02
538E
-02
4.21
484E
-07
Mat
eria
l(M
AT
)=80
43:H
g-20
2
001
Tot
al
1.95
614E
+01
2.14
410E
+01
1.09
611
1.83
390E
+02
6.66
376E
+00
5.27
444E
+00
002
Ela
stic
1.
4606
3E+0
1 1.
6486
0E+0
1 1.
1286
8 1.
8026
9E+0
2 5.
1133
1E+0
0 2.
8185
5E+0
0 10
2 n,
gam
ma
4.95
501E
+00
4.95
560E
+00
1.00
012
3.12
131E
+00
1.36
221E
-02
4.76
889E
-07
119
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=80
49:H
g-20
4
001
Tot
al
2.98
988E
+01
3.37
440E
+01
1.12
859
3.11
622E
+02
6.67
551E
+00
5.30
762E
+00
002
Ela
stic
2.
9467
3E+0
1 3.
3265
0E+0
1 1.
1288
8 3.
0894
2E+0
2 5.
3246
1E+0
0 2.
8479
8E+0
0 10
2 n,
gam
ma
4.31
436E
-01
4.78
530E
-01
1.10
916
2.67
972E
+00
8.64
935E
-03
2.91
008E
-07
Mat
eria
l(M
AT
)=81
00:T
l-N
at
00
1 T
otal
1.
3626
7E+0
1 1.
5663
0E+0
1 1.
1494
4 2.
1442
4E+0
2 6.
5884
5E+0
0 5.
1700
3E+0
0 00
2 E
last
ic
1.00
346E
+01
1.13
260E
+01
1.12
870
2.00
676E
+02
4.86
679E
+00
2.58
451E
+00
102
n,ga
mm
a 3.
5920
8E+0
0 4.
3371
0E+0
0 1.
2074
0 1.
3748
4E+0
1 1.
2511
0E-0
2 9.
0035
7E-0
4
Mat
eria
l(M
AT
)=82
25:P
b-20
4
001
Tot
al
1.18
849E
+01
1.33
300E
+01
1.12
156
1.45
504E
+02
6.36
148E
+00
5.23
565E
+00
002
Ela
stic
1.
1224
2E+0
1 1.
2669
0E+0
1 1.
1287
0 1.
4372
7E+0
2 5.
1799
1E+0
0 2.
7248
6E+0
0 10
2 n,
gam
ma
6.60
683E
-01
6.60
870E
-01
1.00
028
1.77
749E
+00
1.21
825E
-02
2.26
710E
-03
Mat
eria
l(M
AT
)=82
31:P
b-20
6
001
Tot
al
1.12
938E
+01
1.27
430E
+01
1.12
836
1.29
231E
+02
6.18
956E
+00
5.26
210E
+00
002
Ela
stic
1.
1264
0E+0
1 1.
2714
0E+0
1 1.
1287
0 1.
2914
0E+0
2 5.
0402
7E+0
0 2.
7437
0E+0
0 10
2 n,
gam
ma
2.97
897E
-02
2.97
960E
-02
1.00
022
9.12
451E
-02
3.00
133E
-03
1.10
198E
-03
Mat
eria
l(M
AT
)=82
34:P
b-20
7
001
Tot
al
1.14
855E
+01
1.28
720E
+01
1.12
074
1.32
088E
+02
6.48
572E
+00
5.27
379E
+00
002
Ela
stic
1.
0773
5E+0
1 1.
2160
0E+0
1 1.
1287
0 1.
3171
0E+0
2 5.
4122
4E+0
0 2.
7515
9E+0
0 10
2 n,
gam
ma
7.11
997E
-01
7.12
170E
-01
1.00
025
3.77
978E
-01
2.36
486E
-03
1.33
946E
-03
Mat
eria
l(M
AT
)=82
37:P
b-20
8
001
Tot
al
1.13
994E
+01
1.28
660E
+01
1.12
869
1.38
569E
+02
6.48
581E
+00
5.39
161E
+00
002
Ela
stic
1.
1398
9E+0
1 1.
2866
0E+0
1 1.
1287
0 1.
3856
8E+0
2 6.
1146
1E+0
0 2.
8232
1E+0
0 10
2 n,
gam
ma
4.92
088E
-04
4.92
200E
-04
1.00
024
1.10
300E
-03
8.65
541E
-04
1.19
036E
-03
Mat
eria
l(M
AT
)=83
25:B
i-20
9
001
Tot
al
9.35
393E
+00
1.05
530E
+01
1.12
822
1.44
197E
+02
6.50
480E
+00
5.33
433E
+00
002
Ela
stic
9.
3199
4E+0
0 1.
0519
0E+0
1 1.
1286
9 1.
4400
7E+0
2 5.
7854
5E+0
0 2.
7394
3E+0
0 10
2 n,
gam
ma
3.38
443E
-02
3.38
520E
-02
1.00
023
1.91
082E
-01
3.12
345E
-03
1.60
094E
-03
Mat
eria
l(M
AT
)=88
25:R
a-22
3
001
Tot
al
1.43
132E
+02
1.44
770E
+02
1.01
143
8.70
886E
+02
7.55
826E
+00
6.17
677E
+00
002
Ela
stic
1.
2428
0E+0
1 1.
4027
0E+0
1 1.
1287
0 4.
3354
6E+0
2 5.
2463
7E+0
0 3.
1168
8E+0
0 01
8 Fi
ssio
n 7.
0002
3E-0
1 7.
0021
0E-0
1 1.
0002
7 7.
6637
2E-0
1 5.
5699
7E-0
2 5.
5700
0E-0
2 10
2 n,
gam
ma
1.30
004E
+02
1.30
040E
+02
1.00
028
4.36
318E
+02
4.61
810E
-02
3.75
182E
-06
120
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=88
28:R
a-22
4
001
Tot
al
2.45
285E
+01
2.61
440E
+01
1.06
587
3.52
674E
+02
7.55
845E
+00
6.13
193E
+00
002
Ela
stic
1.
2528
1E+0
1 1.
4140
0E+0
1 1.
1287
0 3.
2376
4E+0
2 5.
5184
0E+0
0 3.
1207
2E+0
0 10
2 n,
gam
ma
1.20
004E
+01
1.20
040E
+01
1.00
027
2.88
986E
+01
3.15
041E
-02
2.74
345E
-06
Mat
eria
l(M
AT
)=88
31:R
a-22
5
001
Tot
al
1.12
426E
+02
1.14
010E
+02
1.01
406
9.84
561E
+02
7.57
423E
+00
6.14
293E
+00
002
Ela
stic
1.
2427
7E+0
1 1.
4027
0E+0
1 1.
1287
0 3.
8930
2E+0
2 5.
2756
1E+0
0 3.
1246
0E+0
0 10
2 n,
gam
ma
9.99
983E
+01
9.99
800E
+01
0.99
981
5.94
560E
+02
5.06
573E
-02
1.57
332E
-06
Mat
eria
l(M
AT
)=88
34:R
a-22
6
001
Tot
al
2.26
138E
+01
2.46
960E
+01
1.09
207
4.95
187E
+02
7.57
081E
+00
6.15
378E
+00
002
Ela
stic
9.
8224
3E+0
0 1.
1066
0E+0
1 1.
1265
8 2.
1327
2E+0
2 5.
5158
9E+0
0 3.
1282
8E+0
0 01
8 Fi
ssio
n 6.
9999
6E-0
6 6.
9994
0E-0
6 0.
9999
2 5.
6629
3E-0
6 3.
4911
5E-0
4 1.
1500
1E-0
2 10
2 n,
gam
ma
1.27
913E
+01
1.36
300E
+01
1.06
558
2.81
874E
+02
1.08
481E
-01
3.21
174E
-05
Mat
eria
l(M
AT
)=89
25:A
c-22
5
001
Tot
al
1.01
246E
+03
1.01
430E
+03
1.00
183
1.86
205E
+03
7.56
480E
+00
6.14
287E
+00
002
Ela
stic
1.
2427
7E+0
1 1.
4027
0E+0
1 1.
1287
0 2.
7134
8E+0
2 5.
2343
2E+0
0 3.
1246
0E+0
0 10
2 n,
gam
ma
1.00
003E
+03
1.00
030E
+03
1.00
025
1.59
042E
+03
1.71
229E
-01
3.76
429E
-06
Mat
eria
l(M
AT
)=89
28:A
c-22
6
001
Tot
al
1.12
431E
+02
1.14
060E
+02
1.01
450
1.91
552E
+03
7.56
141E
+00
5.61
669E
+00
002
Ela
stic
1.
2427
6E+0
1 1.
4027
0E+0
1 1.
1286
9 2.
3338
4E+0
2 5.
2147
9E+0
0 3.
1744
5E+0
0 10
2 n,
gam
ma
1.00
003E
+02
1.00
030E
+02
1.00
031
1.68
213E
+03
1.75
222E
-01
5.72
558E
-09
Mat
eria
l(M
AT
)=89
31:A
c-22
7
001
Tot
al
9.14
049E
+02
1.04
340E
+03
1.14
148
1.98
721E
+03
7.62
148E
+00
6.17
021E
+00
002
Ela
stic
1.
2427
5E+0
1 1.
4027
0E+0
1 1.
1287
0 3.
2891
3E+0
2 5.
3116
6E+0
0 3.
1374
7E+0
0 01
8 Fi
ssio
n 2.
9001
0E-0
4 2.
9010
0E-0
4 1.
0003
0 1.
7632
2E-0
4 1.
2657
2E-0
2 1.
2400
0E-0
1 10
2 n,
gam
ma
9.01
621E
+02
1.02
930E
+03
1.14
166
1.65
734E
+03
3.55
656E
-03
1.38
926E
-09
Mat
eria
l(M
AT
)=90
25:T
h-22
7
001
Tot
al
1.74
949E
+03
1.75
160E
+03
1.00
120
1.84
870E
+03
7.58
441E
+00
5.62
352E
+00
002
Ela
stic
1.
2427
5E+0
1 1.
4027
0E+0
1 1.
1286
9 2.
2434
2E+0
2 5.
2313
7E+0
0 3.
1729
1E+0
0 01
8 Fi
ssio
n 2.
0200
7E+0
2 2.
0206
0E+0
2 1.
0002
9 2.
0632
5E+0
2 4.
8396
4E-0
1 2.
0500
0E+0
0 10
2 n,
gam
ma
1.53
505E
+03
1.53
550E
+03
1.00
028
1.41
797E
+03
1.97
199E
-01
5.01
486E
-08
Mat
eria
l(M
AT
)=90
28:T
h-22
8
001
Tot
al
1.33
008E
+02
1.35
040E
+02
1.01
526
1.58
426E
+03
7.58
646E
+00
5.64
353E
+00
002
Ela
stic
1.
2833
2E+0
1 1.
4455
0E+0
1 1.
1263
9 4.
1491
2E+0
2 5.
4768
3E+0
0 3.
1843
9E+0
0 01
8 Fi
ssio
n 3.
0000
9E-0
1 3.
0008
0E-0
1 1.
0002
5 1.
3331
4E-0
1 1.
0503
5E-0
1 5.
4900
1E-0
1 10
2 n,
gam
ma
1.19
875E
+02
1.20
280E
+02
1.00
340
1.16
914E
+03
8.03
674E
-02
2.40
360E
-10
121
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=90
31:T
h-22
9
001
Tot
al
1.04
164E
+02
1.08
670E
+02
1.04
326
1.85
545E
+03
7.62
080E
+00
6.18
694E
+00
002
Ela
stic
9.
9592
7E+0
0 1.
1175
0E+0
1 1.
1220
3 1.
7756
0E+0
2 5.
1563
0E+0
0 3.
1394
7E+0
0 01
8 Fi
ssio
n 3.
0820
9E+0
1 3.
1355
0E+0
1 1.
0173
3 4.
4046
0E+0
2 4.
8396
4E-0
1 2.
0500
0E+0
0 10
2 n,
gam
ma
6.33
838E
+01
6.61
400E
+01
1.04
349
1.23
525E
+03
2.09
081E
-01
7.86
926E
-06
Mat
eria
l(M
AT
)=90
34:T
h-23
0
001
Tot
al
2.91
775E
+01
3.00
750E
+01
1.03
075
1.22
375E
+03
8.45
268E
+00
6.30
469E
+00
002
Ela
stic
6.
0928
0E+0
0 6.
8507
0E+0
0 1.
1244
0 3.
7217
7E+0
2 5.
3974
3E+0
0 3.
5205
6E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 4.
8089
7E-0
3 1.
7964
4E-0
1 6.
4999
9E-0
1 10
2 n,
gam
ma
2.30
847E
+01
2.32
240E
+01
1.00
603
8.51
349E
+02
1.99
949E
-02
1.10
289E
-02
Mat
eria
l(M
AT
)=90
40:T
h-23
2
001
Tot
al
2.03
780E
+01
2.19
990E
+01
1.07
955
3.03
115E
+02
7.77
239E
+00
5.84
382E
+00
002
Ela
stic
1.
2974
6E+0
1 1.
4607
0E+0
1 1.
1258
2 2.
1730
4E+0
2 4.
8195
3E+0
0 2.
7587
1E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 3.
3094
6E-0
6 7.
7958
4E-0
2 3.
4594
6E-0
1 10
2 n,
gam
ma
7.40
345E
+00
7.39
220E
+00
0.99
848
8.56
465E
+01
9.01
425E
-02
1.00
002E
-03
Mat
eria
l(M
AT
)=90
43:T
h-23
3
001
Tot
al
1.47
808E
+03
1.48
020E
+03
1.00
145
8.61
895E
+02
7.63
938E
+00
5.67
011E
+00
002
Ela
stic
1.
3028
1E+0
1 1.
4708
0E+0
1 1.
1289
1 2.
0730
1E+0
2 5.
3369
3E+0
0 3.
1673
1E+0
0 01
8 Fi
ssio
n 1.
5004
2E+0
1 1.
5060
0E+0
1 1.
0037
3 1.
0268
4E+0
1 1.
1138
8E-0
1 4.
0999
9E-0
1 10
2 n,
gam
ma
1.45
005E
+03
1.45
050E
+03
1.00
028
6.43
523E
+02
8.86
580E
-02
6.07
111E
-09
Mat
eria
l(M
AT
)=90
46:T
h-23
4
001
Tot
al
1.47
780E
+01
1.64
550E
+01
1.11
350
3.86
105E
+02
7.67
125E
+00
5.67
955E
+00
002
Ela
stic
1.
3028
0E+0
1 1.
4705
0E+0
1 1.
1287
3 2.
9250
2E+0
2 5.
5445
2E+0
0 3.
1679
9E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 0.
0000
0E+0
0 3.
6295
0E-0
2 1.
5000
0E-0
1 10
2 n,
gam
ma
1.75
003E
+00
1.75
030E
+00
1.00
014
9.34
817E
+01
1.02
234E
-01
1.54
057E
-07
Mat
eria
l(M
AT
)=91
31:P
a-23
1
001
Tot
al
2.35
368E
+02
2.35
050E
+02
0.99
864
7.17
568E
+02
8.45
151E
+00
6.42
764E
+00
002
Ela
stic
8.
4570
2E+0
0 9.
3968
0E+0
0 1.
1111
2 1.
2208
8E+0
2 4.
7797
6E+0
0 2.
7715
2E+0
0 01
8 Fi
ssio
n 1.
0386
9E-0
2 1.
0546
0E-0
2 1.
0153
3 1.
2088
8E-0
1 9.
8106
6E-0
1 1.
9717
4E+0
0 10
2 n,
gam
ma
2.26
901E
+02
2.25
640E
+02
0.99
445
5.94
653E
+02
3.93
544E
-01
1.12
225E
-01
Mat
eria
l(M
AT
)=91
34:P
a-23
2
001
Tot
al
1.76
216E
+03
1.83
220E
+03
1.03
976
1.21
376E
+03
7.68
521E
+00
5.67
482E
+00
002
Ela
stic
3.
2744
8E+0
1 3.
6697
0E+0
1 1.
1206
9 2.
0314
9E+0
2 5.
1082
7E+0
0 3.
1816
3E+0
0 01
8 Fi
ssio
n 1.
5173
2E+0
3 1.
5718
0E+0
3 1.
0359
4 8.
6423
3E+0
2 1.
1025
0E+0
0 1.
3810
0E+0
0 10
2 n,
gam
ma
2.12
095E
+02
2.23
680E
+02
1.05
464
1.46
324E
+02
7.41
860E
-02
5.62
267E
-09
122
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=91
37:P
a-23
3
001
Tot
al
4.98
816E
+01
5.00
990E
+01
1.00
436
9.89
572E
+02
7.32
459E
+00
5.42
088E
+00
002
Ela
stic
8.
4315
6E+0
0 9.
4914
0E+0
0 1.
1257
0 1.
3262
4E+0
2 4.
5049
3E+0
0 3.
0143
4E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 0.
0000
0E+0
0 4.
6009
4E-0
1 1.
5818
7E+0
0 10
2 n,
gam
ma
4.14
500E
+01
4.06
080E
+01
0.97
968
8.54
733E
+02
1.86
990E
-01
6.66
667E
-03
Mat
eria
l(M
AT
)=92
19:U
-232
001
Tot
al
1.57
196E
+02
1.54
300E
+02
0.98
159
8.75
547E
+02
8.58
339E
+00
6.38
921E
+00
002
Ela
stic
7.
5402
0E+0
0 8.
4664
0E+0
0 1.
1228
3 1.
4314
6E+0
2 4.
7159
0E+0
0 3.
0151
7E+0
0 01
8 Fi
ssio
n 7.
7085
8E+0
1 7.
5296
0E+0
1 0.
9767
9 4.
1589
4E+0
2 2.
4840
5E+0
0 1.
2381
4E+0
0 10
2 n,
gam
ma
7.25
705E
+01
7.05
390E
+01
0.97
201
3.16
405E
+02
1.04
713E
-01
5.60
544E
-02
Mat
eria
l(M
AT
)=92
22:U
-233
001
Tot
al
5.88
496E
+02
5.89
330E
+02
1.00
141
1.04
193E
+03
7.68
530E
+00
5.91
376E
+00
002
Ela
stic
1.
1992
9E+0
1 1.
3504
0E+0
1 1.
1259
9 1.
4150
5E+0
2 4.
5125
2E+0
0 3.
0195
1E+0
0 01
8 Fi
ssio
n 5.
3123
6E+0
2 5.
2916
0E+0
2 0.
9960
9 7.
6239
5E+0
2 1.
9113
7E+0
0 2.
3111
7E+0
0 10
2 n,
gam
ma
4.52
673E
+01
4.66
630E
+01
1.03
084
1.37
969E
+02
7.27
508E
-02
7.47
467E
-04
Mat
eria
l(M
AT
)=92
25:U
-234
001
Tot
al
1.19
273E
+02
1.20
580E
+02
1.01
100
9.39
733E
+02
7.80
521E
+00
5.86
053E
+00
002
Ela
stic
1.
9448
7E+0
1 2.
1758
0E+0
1 1.
1187
6 3.
0780
7E+0
2 4.
7080
4E+0
0 2.
8232
9E+0
0 01
8 Fi
ssio
n 6.
6964
2E-0
2 6.
6314
0E-0
2 0.
9903
0 8.
2171
2E-0
1 1.
1704
6E+0
0 1.
9783
7E+0
0 10
2 n,
gam
ma
9.97
569E
+01
9.87
590E
+01
0.99
000
6.30
902E
+02
1.11
551E
-01
1.00
005E
-03
Mat
eria
l(M
AT
)=92
28:U
-235
001
Tot
al
6.98
719E
+02
6.85
930E
+02
0.98
169
5.52
906E
+02
7.65
918E
+00
5.87
234E
+00
002
Ela
stic
1.
5115
3E+0
1 1.
6940
0E+0
1 1.
1206
9 1.
4407
9E+0
2 4.
4141
8E+0
0 2.
8523
0E+0
0 01
8 Fi
ssio
n 5.
8493
2E+0
2 5.
7119
0E+0
2 0.
9765
1 2.
6884
5E+0
2 1.
2185
1E+0
0 2.
0600
0E+0
0 10
2 n,
gam
ma
9.86
724E
+01
9.77
930E
+01
0.99
109
1.39
845E
+02
9.53
408E
-02
1.20
890E
-03
Mat
eria
l(M
AT
)=92
31:U
-236
001
Tot
al
1.37
120E
+01
1.47
920E
+01
1.07
873
6.02
388E
+02
7.69
863E
+00
5.86
721E
+00
002
Ela
stic
8.
3545
3E+0
0 9.
4235
0E+0
0 1.
1279
5 2.
5316
3E+0
2 4.
8288
7E+0
0 2.
7835
0E+0
0 01
8 Fi
ssio
n 6.
1298
3E-0
2 6.
1433
0E-0
2 1.
0022
0 4.
3352
6E+0
0 5.
9422
2E-0
1 1.
6311
5E+0
0 10
2 n,
gam
ma
5.29
616E
+00
5.30
660E
+00
1.00
198
3.44
749E
+02
7.61
704E
-02
2.55
198E
-03
Mat
eria
l(M
AT
)=92
34:U
-237
001
Tot
al
4.78
448E
+02
4.70
180E
+02
0.98
272
1.32
922E
+03
8.11
983E
+00
5.83
283E
+00
002
Ela
stic
2.
4435
4E+0
1 2.
6869
0E+0
1 1.
0995
8 2.
0080
6E+0
2 4.
5966
0E+0
0 2.
7066
3E+0
0 01
8 Fi
ssio
n 1.
7023
0E+0
0 1.
6732
0E+0
0 0.
9829
2 4.
4370
3E+0
1 8.
8687
5E-0
1 1.
5330
6E+0
0 10
2 n,
gam
ma
4.52
310E
+02
4.41
640E
+02
0.97
641
1.08
304E
+03
5.63
979E
-02
2.53
830E
-03
123
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=92
37:U
-238
001
Tot
al
1.21
209E
+01
1.33
370E
+01
1.10
033
5.92
421E
+02
7.90
121E
+00
5.95
861E
+00
002
Ela
stic
9.
4372
2E+0
0 1.
0648
0E+0
1 1.
1282
8 3.
1728
5E+0
2 4.
9281
5E+0
0 2.
7751
4E+0
0 01
8 Fi
ssio
n 2.
6512
4E-0
5 2.
6539
0E-0
5 1.
0010
0 1.
2166
6E-0
3 3.
0125
3E-0
1 1.
1787
9E+0
0 10
2 n,
gam
ma
2.68
363E
+00
2.68
910E
+00
1.00
205
2.74
955E
+02
6.98
823E
-02
2.51
665E
-03
Mat
eria
l(M
AT
)=93
40:N
p-23
5
001
Tot
al
1.81
433E
+02
1.82
980E
+02
1.00
854
1.05
418E
+03
7.42
042E
+00
5.92
372E
+00
002
Ela
stic
1.
1424
4E+0
1 1.
2895
0E+0
1 1.
1287
2 1.
6572
0E+0
2 4.
3951
3E+0
0 2.
9716
0E+0
0 01
8 Fi
ssio
n 1.
9998
5E+0
1 1.
9984
0E+0
1 0.
9992
6 3.
6840
5E+0
1 1.
8871
6E+0
0 2.
4487
1E+0
0 10
2 n,
gam
ma
1.50
010E
+02
1.50
100E
+02
1.00
063
8.51
438E
+02
1.21
911E
-01
7.37
811E
-04
Mat
eria
l(M
AT
)=93
43:N
p-23
6
001
Tot
al
3.48
303E
+03
3.48
320E
+03
1.00
004
1.42
780E
+03
7.76
557E
+00
5.84
944E
+00
002
Ela
stic
1.
2296
3E+0
1 1.
3879
0E+0
1 1.
1287
2 1.
4560
9E+0
2 5.
0857
1E+0
0 3.
1480
0E+0
0 01
8 Fi
ssio
n 2.
7697
8E+0
3 2.
7686
0E+0
3 0.
9995
9 1.
0234
0E+0
3 1.
9223
1E+0
0 2.
4318
1E+0
0 10
2 n,
gam
ma
7.00
944E
+02
7.00
640E
+02
0.99
956
2.58
791E
+02
1.89
506E
-01
1.00
377E
-03
Mat
eria
l(M
AT
)=93
46:N
p-23
7
001
Tot
al
1.75
802E
+02
1.75
010E
+02
0.99
547
8.31
491E
+02
7.85
367E
+00
5.78
427E
+00
002
Ela
stic
1.
4085
1E+0
1 1.
5732
0E+0
1 1.
1169
1 1.
6967
2E+0
2 4.
6518
9E+0
0 2.
7849
8E+0
0 01
8 Fi
ssio
n 2.
0365
0E-0
2 1.
9875
0E-0
2 0.
9759
3 6.
3669
4E-0
1 1.
3343
1E+0
0 2.
1559
0E+0
0 10
2 n,
gam
ma
1.61
697E
+02
1.59
250E
+02
0.98
490
6.60
804E
+02
1.58
595E
-01
1.07
209E
-03
Mat
eria
l(M
AT
)=93
49:N
p-23
8
001
Tot
al
2.25
073E
+03
2.23
270E
+03
0.99
197
1.15
393E
+03
7.84
587E
+00
6.05
519E
+00
002
Ela
stic
2.
0854
8E+0
1 2.
3293
0E+0
1 1.
1169
1 1.
4294
7E+0
2 4.
8625
1E+0
0 2.
9145
7E+0
0 01
8 Fi
ssio
n 2.
0270
3E+0
3 2.
0083
0E+0
3 0.
9907
8 9.
1028
3E+0
2 1.
4882
3E+0
0 1.
8500
0E+0
0 10
2 n,
gam
ma
2.02
846E
+02
2.01
020E
+02
0.99
099
1.00
612E
+02
3.39
726E
-02
1.06
197E
-02
Mat
eria
l(M
AT
)=93
52:N
p-23
9
001
Tot
al
8.75
253E
+01
8.89
010E
+01
1.01
571
6.17
232E
+02
7.85
505E
+00
5.53
495E
+00
002
Ela
stic
1.
0522
1E+0
1 1.
1876
0E+0
1 1.
1287
1 1.
6041
5E+0
2 4.
7517
5E+0
0 2.
6519
7E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 4.
1233
1E-0
2 1.
4475
4E+0
0 2.
4200
0E+0
0 10
2 n,
gam
ma
7.70
032E
+01
7.70
240E
+01
1.00
027
4.56
264E
+02
2.02
180E
-01
1.00
005E
-05
Mat
eria
l(M
AT
)=94
28:P
u-23
6
001
Tot
al
2.05
227E
+02
2.05
470E
+02
1.00
118
1.37
044E
+03
7.88
166E
+00
5.95
089E
+00
002
Ela
stic
9.
1783
6E+0
0 1.
0336
0E+0
1 1.
1261
3 1.
5403
7E+0
2 4.
4791
1E+0
0 2.
7539
6E+0
0 01
8 Fi
ssio
n 1.
6482
1E+0
2 1.
6389
0E+0
2 0.
9943
8 9.
4957
4E+0
2 2.
0993
7E+0
0 2.
5477
3E+0
0 10
2 n,
gam
ma
3.12
278E
+01
3.12
390E
+01
1.00
037
2.66
711E
+02
6.22
997E
-02
8.02
168E
-04
129 124
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=94
31:P
u-23
7
001
Tot
al
2.65
184E
+03
2.65
410E
+03
1.00
084
1.40
075E
+03
7.56
532E
+00
6.42
911E
+00
002
Ela
stic
1.
1758
9E+0
1 1.
3273
0E+0
1 1.
1287
2 1.
3982
2E+0
2 4.
2563
2E+0
0 3.
3207
0E+0
0 01
8 Fi
ssio
n 2.
1000
7E+0
3 2.
1006
0E+0
3 1.
0002
7 1.
0705
6E+0
3 3.
0080
4E+0
0 2.
6932
1E+0
0 10
2 n,
gam
ma
5.40
018E
+02
5.40
170E
+02
1.00
028
1.90
351E
+02
3.18
665E
-02
2.40
001E
-03
Mat
eria
l(M
AT
)=94
34:P
u-23
8
001
Tot
al
5.86
500E
+02
5.65
140E
+02
0.96
358
4.11
853E
+02
8.81
707E
+00
6.86
876E
+00
002
Ela
stic
2.
8577
7E+0
1 3.
1473
0E+0
1 1.
1013
2 2.
3484
2E+0
2 6.
0183
3E+0
0 3.
5838
7E+0
0 01
8 Fi
ssio
n 1.
7881
1E+0
1 1.
7119
0E+0
1 0.
9573
6 2.
7492
1E+0
1 1.
9860
4E+0
0 2.
7145
9E+0
0 10
2 n,
gam
ma
5.40
041E
+02
5.16
550E
+02
0.95
650
1.49
374E
+02
9.82
352E
-02
5.86
100E
-09
Mat
eria
l(M
AT
)=94
37:P
u-23
9
001
Tot
al
1.02
646E
+03
1.10
730E
+03
1.07
879
6.28
125E
+02
7.80
185E
+00
5.79
457E
+00
002
Ela
stic
7.
9904
2E+0
0 8.
8068
0E+0
0 1.
1021
7 1.
5324
5E+0
2 4.
6180
5E+0
0 2.
7504
3E+0
0 01
8 Fi
ssio
n 7.
4778
5E+0
2 7.
8857
0E+0
2 1.
0545
4 2.
9296
1E+0
2 1.
7909
9E+0
0 2.
4180
0E+0
0 10
2 n,
gam
ma
2.70
686E
+02
3.09
960E
+02
1.14
509
1.81
119E
+02
5.50
898E
-02
2.00
097E
-03
Mat
eria
l(M
AT
)=94
40:P
u-24
0
001
Tot
al
2.88
552E
+02
2.96
290E
+02
1.02
681
9.45
309E
+03
7.83
441E
+00
5.79
421E
+00
002
Ela
stic
2.
6669
2E+0
0 2.
8278
0E+0
0 1.
0603
4 9.
6576
6E+0
2 4.
7857
8E+0
0 2.
6837
1E+0
0 01
8 Fi
ssio
n 5.
9159
6E-0
2 6.
1093
0E-0
2 1.
0326
9 3.
3568
6E+0
0 1.
3486
6E+0
0 2.
1448
0E+0
0 10
2 n,
gam
ma
2.85
826E
+02
2.93
400E
+02
1.02
650
8.48
383E
+03
8.33
478E
-02
2.06
826E
-03
Mat
eria
l(M
AT
)=94
43:P
u-24
1
001
Tot
al
1.38
638E
+03
1.44
550E
+03
1.04
265
8.93
360E
+02
7.86
018E
+00
5.81
392E
+00
002
Ela
stic
1.
1259
1E+0
1 1.
2477
0E+0
1 1.
1081
5 1.
5237
3E+0
2 5.
1954
2E+0
0 3.
3046
2E+0
0 01
8 Fi
ssio
n 1.
0121
4E+0
3 1.
0595
0E+0
3 1.
0467
7 5.
6085
7E+0
2 1.
6505
2E+0
0 2.
2980
0E+0
0 10
2 n,
gam
ma
3.62
975E
+02
3.73
540E
+02
1.02
912
1.80
110E
+02
1.20
515E
-01
1.04
967E
-07
Mat
eria
l(M
AT
)=94
46:P
u-24
2
001
Tot
al
2.71
347E
+01
2.83
680E
+01
1.04
544
1.45
376E
+03
7.95
644E
+00
5.95
370E
+00
002
Ela
stic
8.
3369
4E+0
0 9.
3848
0E+0
0 1.
1256
8 3.
2297
6E+0
2 4.
8184
6E+0
0 2.
7906
0E+0
0 01
8 Fi
ssio
n 2.
5574
2E-0
3 2.
5722
0E-0
3 1.
0057
9 2.
5351
1E-0
1 1.
1546
8E+0
0 2.
0886
0E+0
0 10
2 n,
gam
ma
1.87
952E
+01
1.89
800E
+01
1.00
985
1.13
023E
+03
8.92
200E
-02
7.99
999E
-04
Mat
eria
l(M
AT
)=94
49:P
u-24
3
001
Tot
al
2.89
010E
+02
2.89
070E
+02
1.00
021
9.88
402E
+02
7.86
099E
+00
5.69
267E
+00
002
Ela
stic
1.
9491
3E+0
1 2.
1779
0E+0
1 1.
1174
0 1.
6074
1E+0
2 4.
6494
7E+0
0 2.
5910
7E+0
0 01
8 Fi
ssio
n 1.
8140
6E+0
2 1.
7991
0E+0
2 0.
9917
3 5.
5320
2E+0
2 1.
0651
3E+0
0 1.
9000
0E+0
0 10
2 n,
gam
ma
8.81
122E
+01
8.73
850E
+01
0.99
175
2.74
439E
+02
4.39
346E
-02
1.60
000E
-03
125
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=94
52:P
u-24
4
001
Tot
al
1.14
745E
+01
1.27
080E
+01
1.10
747
2.95
806E
+02
7.83
117E
+00
5.43
671E
+00
002
Ela
stic
9.
6444
4E+0
0 1.
0882
0E+0
1 1.
1283
3 1.
9011
7E+0
2 4.
8926
9E+0
0 3.
0758
2E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 6.
5911
3E-0
2 9.
9218
8E-0
1 1.
6890
5E+0
0 10
2 n,
gam
ma
1.83
003E
+00
1.82
550E
+00
0.99
752
1.05
320E
+02
1.76
183E
-02
2.80
001E
-03
Mat
eria
l(M
AT
)=94
58:P
u-24
6
001
Tot
al
8.10
580E
+02
8.09
600E
+02
0.99
880
8.40
216E
+02
7.91
779E
+00
5.99
026E
+00
002
Ela
stic
1.
0822
1E+0
1 1.
2215
0E+0
1 1.
1287
0 1.
4798
6E+0
2 4.
0022
4E+0
0 2.
9776
3E+0
0 01
8 Fi
ssio
n 0.
0000
0E+0
0 0.
0000
0E+0
0 0.
0000
0 6.
4802
6E-0
4 7.
3405
2E-0
1 1.
6437
0E+0
0 10
2 n,
gam
ma
7.99
758E
+02
7.97
390E
+02
0.99
704
6.92
103E
+02
1.14
833E
+00
9.34
958E
-04
Mat
eria
l(M
AT
)=95
43:A
m-2
41
00
1 T
otal
6.
6252
6E+0
2 6.
7361
0E+0
2 1.
0167
3 1.
6887
5E+0
3 7.
8143
0E+0
0 5.
7414
9E+0
0 00
2 E
last
ic
1.22
568E
+01
1.32
800E
+01
1.08
350
1.53
352E
+02
4.59
900E
+00
2.51
013E
+00
018
Fiss
ion
3.15
054E
+00
3.33
380E
+00
1.05
816
1.07
808E
+01
1.36
486E
+00
2.67
000E
+00
102
n,ga
mm
a 6.
4711
9E+0
2 6.
5700
0E+0
2 1.
0152
7 1.
5244
9E+0
3 2.
5727
5E-0
1 7.
0192
0E-0
4
Mat
eria
l(M
AT
)=95
46:A
m-2
42
00
1 T
otal
2.
3214
3E+0
3 2.
4374
0E+0
3 1.
0499
7 1.
3091
5E+0
3 7.
7543
7E+0
0 5.
7121
9E+0
0 00
2 E
last
ic
7.67
958E
+00
8.66
930E
+00
1.12
887
1.36
205E
+02
4.45
838E
+00
2.84
035E
+00
018
Fiss
ion
2.09
476E
+03
2.19
950E
+03
1.05
001
9.86
371E
+02
1.75
829E
+00
2.17
538E
+00
102
n,ga
mm
a 2.
1898
5E+0
2 2.
2925
0E+0
2 1.
0468
8 1.
8652
8E+0
2 4.
7475
3E-0
2 7.
3355
2E-0
4
Mat
eria
l(M
AT
)=95
47:A
m-2
42M
001
Tot
al
7.63
436E
+03
8.36
870E
+03
1.09
619
1.89
817E
+03
7.75
507E
+00
5.72
723E
+00
002
Ela
stic
5.
2667
0E+0
0 6.
5779
0E+0
0 1.
2489
5 1.
2668
1E+0
2 4.
3594
8E+0
0 2.
5195
6E+0
0 01
8 Fi
ssio
n 6.
3982
5E+0
3 7.
0079
0E+0
3 1.
0952
9 1.
5326
6E+0
3 1.
8447
1E+0
0 2.
5498
4E+0
0 10
2 n,
gam
ma
1.23
084E
+03
1.35
420E
+03
1.10
024
2.38
793E
+02
7.53
542E
-02
7.33
552E
-04
Mat
eria
l(M
AT
)=95
49:A
m-2
43
00
1 T
otal
8.
4290
4E+0
1 8.
6235
0E+0
1 1.
0230
7 1.
9502
1E+0
3 7.
7290
9E+0
0 5.
7006
6E+0
0 00
2 E
last
ic
7.47
918E
+00
8.38
580E
+00
1.12
122
1.61
350E
+02
4.47
966E
+00
2.81
774E
+00
018
Fiss
ion
8.13
240E
-02
8.23
540E
-02
1.01
267
2.19
959E
+00
1.06
590E
+00
2.14
333E
+00
102
n,ga
mm
a 7.
6729
9E+0
1 7.
7767
0E+0
1 1.
0135
2 1.
7865
0E+0
3 2.
2621
0E-0
1 8.
8419
1E-0
4
Mat
eria
l(M
AT
)=95
52:A
m-2
44
00
1 T
otal
2.
9115
6E+0
3 2.
9927
0E+0
3 1.
0278
5 1.
7015
1E+0
3 7.
8258
9E+0
0 5.
9359
6E+0
0 00
2 E
last
ic
1.16
463E
+01
1.31
450E
+01
1.12
870
1.37
607E
+02
4.56
686E
+00
2.81
081E
+00
018
Fiss
ion
2.29
994E
+03
2.36
580E
+03
1.02
864
1.24
956E
+03
1.76
323E
+00
2.43
779E
+00
102
n,ga
mm
a 5.
9997
8E+0
2 6.
1371
0E+0
2 1.
0228
9 3.
1434
2E+0
2 3.
3914
7E-0
1 1.
7755
1E-0
7
126
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=95
53:A
m-2
44M
001
Tot
al
2.01
169E
+03
2.21
740E
+03
1.10
226
1.70
155E
+03
7.82
538E
+00
5.93
596E
+00
002
Ela
stic
1.
1645
7E+0
1 1.
3145
0E+0
1 1.
1287
0 1.
3756
5E+0
2 4.
5298
4E+0
0 2.
8108
1E+0
0 01
8 Fi
ssio
n 1.
6000
6E+0
3 1.
7629
0E+0
3 1.
1018
0 1.
2496
1E+0
3 1.
7632
3E+0
0 2.
4377
9E+0
0 10
2 n,
gam
ma
3.99
984E
+02
4.41
320E
+02
1.10
334
3.14
319E
+02
3.70
872E
-01
1.12
652E
-06
Mat
eria
l(M
AT
)=96
25:C
m-2
40
00
1 T
otal
1.
9840
3E+0
2 1.
9523
0E+0
2 0.
9840
0 8.
9314
7E+0
2 7.
6245
4E+0
0 5.
9748
7E+0
0 00
2 E
last
ic
1.31
128E
+01
1.46
210E
+01
1.11
501
1.91
895E
+02
4.94
067E
+00
3.05
862E
+00
018
Fiss
ion
9.75
210E
+00
9.50
570E
+00
0.97
473
3.68
128E
+01
1.70
213E
+00
2.56
284E
+00
102
n,ga
mm
a 1.
7553
8E+0
2 1.
7110
0E+0
2 0.
9747
3 6.
6422
3E+0
2 2.
8398
9E-0
1 7.
7412
3E-0
4
Mat
eria
l(M
AT
)=96
28:C
m-2
41
00
1 T
otal
2.
8619
3E+0
3 2.
8642
0E+0
3 1.
0008
0 1.
4209
4E+0
3 7.
4912
3E+0
0 6.
0073
2E+0
0 00
2 E
last
ic
1.21
052E
+01
1.36
630E
+01
1.12
870
1.41
496E
+02
4.41
660E
+00
3.15
932E
+00
018
Fiss
ion
2.59
952E
+03
2.60
020E
+03
1.00
025
1.16
694E
+03
2.68
056E
+00
2.83
800E
+00
102
n,ga
mm
a 2.
5031
1E+0
2 2.
5039
0E+0
2 1.
0003
0 1.
1227
7E+0
2 2.
3578
0E-0
2 0.
0000
0E+0
0
Mat
eria
l(M
AT
)=96
31:C
m-2
42
00
1 T
otal
3.
2596
2E+0
1 3.
3958
0E+0
1 1.
0417
9 3.
0203
1E+0
2 8.
0950
5E+0
0 6.
1481
4E+0
0 00
2 E
last
ic
1.16
331E
+01
1.31
160E
+01
1.12
744
1.82
767E
+02
4.62
613E
+00
2.75
081E
+00
018
Fiss
ion
5.06
396E
+00
5.04
420E
+00
0.99
611
1.11
382E
+01
1.64
784E
+00
2.67
226E
+00
102
n,ga
mm
a 1.
5899
1E+0
1 1.
5799
0E+0
1 0.
9936
8 1.
0789
6E+0
2 3.
2330
0E-0
2 3.
8477
4E-0
5
Mat
eria
l(M
AT
)=96
34:C
m-2
43
00
1 T
otal
7.
5766
0E+0
2 7.
5905
0E+0
2 1.
0018
3 1.
8992
7E+0
3 7.
9933
3E+0
0 6.
2796
3E+0
0 00
2 E
last
ic
9.94
587E
+00
1.11
020E
+01
1.11
622
1.47
045E
+02
4.44
528E
+00
2.89
415E
+00
018
Fiss
ion
6.17
563E
+02
6.20
180E
+02
1.00
424
1.55
416E
+03
2.17
436E
+00
2.75
658E
+00
102
n,ga
mm
a 1.
3015
1E+0
2 1.
2777
0E+0
2 0.
9816
8 1.
9802
6E+0
2 1.
9372
3E-0
2 6.
9555
7E-0
5
Mat
eria
l(M
AT
)=96
37:C
m-2
44
00
1 T
otal
1.
7967
3E+0
1 1.
8844
0E+0
1 1.
0488
0 9.
2215
6E+0
2 7.
5618
5E+0
0 6.
6938
3E+0
0 00
2 E
last
ic
6.99
615E
+00
7.88
500E
+00
1.12
705
3.18
499E
+02
4.84
835E
+00
3.07
582E
+00
018
Fiss
ion
6.03
671E
-01
5.96
880E
-01
0.98
875
1.08
169E
+01
1.59
232E
+00
3.08
001E
+00
102
n,ga
mm
a 1.
0367
5E+0
1 1.
0362
0E+0
1 0.
9995
0 5.
9259
3E+0
2 1.
2689
1E-0
1 3.
0000
1E-0
3
Mat
eria
l(M
AT
)=96
40:C
m-2
45
00
1 T
otal
2.
5108
8E+0
3 2.
3776
0E+0
3 0.
9469
3 1.
0382
2E+0
3 7.
8803
0E+0
0 5.
7718
0E+0
0 00
2 E
last
ic
1.08
990E
+01
1.22
000E
+01
1.11
934
1.38
582E
+02
4.63
005E
+00
2.72
536E
+00
018
Fiss
ion
2.14
110E
+03
2.02
860E
+03
0.94
748
7.94
141E
+02
1.73
924E
+00
2.31
345E
+00
102
n,ga
mm
a 3.
5888
5E+0
2 3.
3678
0E+0
2 0.
9384
1 1.
0545
1E+0
2 8.
5564
2E-0
2 9.
5949
2E-0
4
127
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=96
43:C
m-2
46
00
1 T
otal
1.
0682
9E+0
1 1.
1876
0E+0
1 1.
1117
2 2.
9104
2E+0
2 7.
9228
8E+0
0 5.
7142
4E+0
0 00
2 E
last
ic
9.22
731E
+00
1.04
130E
+01
1.12
854
1.71
938E
+02
4.84
050E
+00
2.72
817E
+00
018
Fiss
ion
1.44
196E
-01
1.44
550E
-01
1.00
246
4.72
170E
+00
1.21
329E
+00
1.89
824E
+00
102
n,ga
mm
a 1.
3113
5E+0
0 1.
3183
0E+0
0 1.
0053
3 1.
1398
9E+0
2 1.
0767
5E-0
1 1.
0000
1E-0
3
Mat
eria
l(M
AT
)=96
46:C
m-2
47
00
1 T
otal
1.
4777
3E+0
2 1.
4641
0E+0
2 0.
9907
5 1.
2758
6E+0
3 8.
0408
2E+0
0 5.
8073
9E+0
0 00
2 E
last
ic
8.79
213E
+00
9.87
380E
+00
1.12
303
1.40
990E
+02
4.87
505E
+00
2.75
132E
+00
018
Fiss
ion
8.17
765E
+01
7.98
630E
+01
0.97
661
6.00
584E
+02
1.90
942E
+00
2.53
913E
+00
102
n,ga
mm
a 5.
7204
3E+0
1 5.
6668
0E+0
1 0.
9906
3 5.
3423
8E+0
2 7.
6988
7E-0
2 1.
4823
6E-0
8
Mat
eria
l(M
AT
)=96
49:C
m-2
48
00
1 T
otal
9.
4684
5E+0
0 1.
0312
0E+0
1 1.
0891
3 5.
8723
2E+0
2 8.
0756
4E+0
0 5.
8289
9E+0
0 00
2 E
last
ic
6.52
770E
+00
7.36
510E
+00
1.12
829
3.15
874E
+02
5.37
627E
+00
2.76
539E
+00
018
Fiss
ion
3.70
031E
-01
3.70
410E
-01
1.00
101
1.12
763E
+01
1.23
979E
+00
2.68
000E
+00
102
n,ga
mm
a 2.
5707
2E+0
0 2.
5769
0E+0
0 1.
0023
9 2.
5972
7E+0
2 5.
4438
4E-0
2 1.
0494
0E-0
9
Mat
eria
l(M
AT
)=96
52:C
m-2
49
00
1 T
otal
2.
1193
6E+0
1 2.
2332
0E+0
1 1.
0537
3 3.
8544
5E+0
2 8.
0997
7E+0
0 6.
0084
7E+0
0 00
2 E
last
ic
9.20
178E
+00
1.03
850E
+01
1.12
854
1.67
732E
+02
4.29
340E
+00
2.67
397E
+00
018
Fiss
ion
1.02
332E
+01
1.01
890E
+01
0.99
570
1.55
007E
+02
2.10
511E
+00
2.36
769E
+00
102
n,ga
mm
a 1.
7586
5E+0
0 1.
7585
0E+0
0 0.
9999
0 6.
2259
0E+0
1 1.
3732
8E-0
2 8.
7596
0E-0
4
Mat
eria
l(M
AT
)=96
55:C
m-2
50
00
1 T
otal
1.
2494
8E+0
2 1.
2973
0E+0
2 1.
0382
8 1.
1108
1E+0
3 8.
1493
3E+0
0 6.
0092
7E+0
0 00
2 E
last
ic
3.95
898E
+01
4.45
380E
+01
1.12
498
8.06
468E
+02
4.93
756E
+00
2.71
391E
+00
018
Fiss
ion
2.08
910E
-03
2.09
140E
-03
1.00
112
7.65
082E
-02
1.52
016E
+00
2.16
040E
+00
102
n,ga
mm
a 8.
5356
5E+0
1 8.
5191
0E+0
1 0.
9980
6 3.
0384
4E+0
2 2.
3655
0E-0
2 4.
7516
7E-0
4
Mat
eria
l(M
AT
)=97
46:B
k-24
7
001
Tot
al
2.88
158E
+02
2.81
690E
+02
0.97
755
1.50
215E
+03
7.98
469E
+00
6.01
006E
+00
002
Ela
stic
1.
2348
0E+0
1 1.
3637
0E+0
1 1.
1043
8 1.
5848
2E+0
2 4.
6449
9E+0
0 2.
8016
0E+0
0 01
8 Fi
ssio
n 9.
1936
7E+0
1 8.
9351
0E+0
1 0.
9718
7 4.
4778
7E+0
2 9.
9787
9E-0
1 2.
2535
4E+0
0 10
2 n,
gam
ma
1.83
873E
+02
1.78
700E
+02
0.97
187
8.95
275E
+02
1.11
018E
-01
8.49
091E
-04
Mat
eria
l(M
AT
)=97
52:B
k-24
9
001
Tot
al
7.18
874E
+02
1.07
870E
+03
1.50
049
1.29
914E
+03
8.10
993E
+00
5.81
701E
+00
002
Ela
stic
3.
9347
3E+0
0 4.
6636
0E+0
0 1.
1852
5 1.
6856
5E+0
2 5.
0722
0E+0
0 2.
7468
4E+0
0 01
8 Fi
ssio
n 3.
9702
7E+0
0 5.
9595
0E+0
0 1.
5010
2 6.
4943
3E+0
0 9.
5548
3E-0
1 2.
6700
0E+0
0 10
2 n,
gam
ma
7.10
969E
+02
1.06
800E
+03
1.50
224
1.12
336E
+03
1.58
534E
-01
2.29
838E
-09
128
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=97
55:B
k-25
0
001
Tot
al
1.32
407E
+03
1.25
280E
+03
0.94
615
8.45
482E
+02
8.15
285E
+00
5.82
051E
+00
002
Ela
stic
1.
2245
1E+0
1 1.
3509
0E+0
1 1.
1032
4 1.
4057
6E+0
2 4.
8357
7E+0
0 2.
7506
6E+0
0 01
8 Fi
ssio
n 9.
5864
2E+0
2 9.
0561
0E+0
2 0.
9446
8 5.
0569
6E+0
2 2.
0409
4E+0
0 2.
0764
9E+0
0 10
2 n,
gam
ma
3.53
184E
+02
3.33
650E
+02
0.94
468
1.98
892E
+02
3.24
960E
-02
8.02
854E
-09
Mat
eria
l(M
AT
)=98
52:C
f-24
9
001
Tot
al
2.17
580E
+03
2.10
850E
+03
0.96
909
3.03
201E
+03
8.09
670E
+00
6.01
349E
+00
002
Ela
stic
6.
2306
4E+0
0 6.
7676
0E+0
0 1.
0861
8 1.
2995
2E+0
2 4.
7357
9E+0
0 2.
9203
2E+0
0 01
8 Fi
ssio
n 1.
6652
8E+0
3 1.
6128
0E+0
3 0.
9684
6 2.
2082
8E+0
3 1.
7386
7E+0
0 2.
2892
2E+0
0 10
2 n,
gam
ma
5.04
289E
+02
4.89
010E
+02
0.96
970
6.93
734E
+02
1.66
645E
-01
8.55
210E
-04
Mat
eria
l(M
AT
)=98
55:C
f-25
0
001
Tot
al
1.95
119E
+03
1.96
020E
+03
1.00
463
9.18
706E
+03
8.15
380E
+00
5.83
854E
+00
002
Ela
stic
1.
6768
9E+0
2 1.
8465
0E+0
2 1.
1011
5 7.
4931
8E+0
2 5.
2843
0E+0
0 2.
7510
6E+0
0 01
8 Fi
ssio
n 4.
0905
9E+0
0 4.
0724
0E+0
0 0.
9955
5 1.
9363
3E+0
1 1.
8739
9E+0
0 2.
7213
3E+0
0 10
2 n,
gam
ma
1.77
941E
+03
1.77
150E
+03
0.99
555
8.41
801E
+03
9.96
477E
-02
4.96
617E
-07
Mat
eria
l(M
AT
)=98
58:C
f-25
1
001
Tot
al
8.19
537E
+03
8.17
050E
+03
0.99
697
6.80
460E
+03
7.91
474E
+00
5.77
377E
+00
002
Ela
stic
1.
2111
6E+0
1 1.
3854
0E+0
1 1.
1438
5 3.
0397
7E+0
2 4.
5816
4E+0
0 2.
6014
2E+0
0 01
8 Fi
ssio
n 5.
3215
9E+0
3 5.
3119
0E+0
3 0.
9981
7 4.
8870
9E+0
3 1.
7165
3E+0
0 2.
4000
0E+0
0 10
2 n,
gam
ma
2.86
167E
+03
2.84
480E
+03
0.99
412
1.61
349E
+03
7.80
842E
-02
1.00
000E
-03
Mat
eria
l(M
AT
)=98
61:C
f-25
2
001
Tot
al
6.37
779E
+01
6.46
940E
+01
1.01
437
3.29
341E
+02
7.84
384E
+00
5.74
373E
+00
002
Ela
stic
1.
1108
4E+0
1 1.
2507
0E+0
1 1.
1259
1 1.
7124
1E+0
2 4.
7200
8E+0
0 2.
6000
0E+0
0 01
8 Fi
ssio
n 3.
2175
5E+0
1 3.
1884
0E+0
1 0.
9909
3 1.
1102
9E+0
2 1.
8963
5E+0
0 2.
5292
9E+0
0 10
2 n,
gam
ma
2.04
940E
+01
2.03
040E
+01
0.99
072
4.70
546E
+01
4.18
569E
-02
8.00
008E
-04
Mat
eria
l(M
AT
)=98
67:C
f-25
4
001
Tot
al
1.71
212E
+01
1.84
900E
+01
1.07
996
1.97
600E
+02
8.30
810E
+00
5.85
843E
+00
002
Ela
stic
1.
0621
0E+0
1 1.
1988
0E+0
1 1.
1287
3 1.
7692
6E+0
2 5.
2653
2E+0
0 2.
7664
5E+0
0 01
8 Fi
ssio
n 2.
0000
5E+0
0 2.
0005
0E+0
0 1.
0002
2 1.
3834
4E+0
1 2.
1456
6E+0
0 2.
6478
1E+0
0 10
2 n,
gam
ma
4.50
015E
+00
4.50
140E
+00
1.00
028
6.48
603E
+00
6.65
454E
-03
2.33
501E
-09
Mat
eria
l(M
AT
)=99
13:E
s-25
3
001
Tot
al
2.10
995E
+02
2.22
680E
+02
1.05
539
6.99
419E
+03
9.76
273E
+00
9.76
000E
+00
002
Ela
stic
9.
8145
1E+0
0 1.
1018
0E+0
1 1.
1226
1 6.
8141
9E+0
2 9.
7623
1E+0
0 9.
7600
0E+0
0 10
2 n,
gam
ma
2.01
180E
+02
2.11
660E
+02
1.05
211
6.31
277E
+03
4.23
303E
-04
0.00
000E
+00
129
Tab
le 9
. Sim
ple
inte
gral
neu
tron
cro
ss-s
ecti
on d
ata
from
JE
FF
-3.1
cal
cula
ted
wit
h th
e IN
TE
R c
ompu
ter
code
(co
nt.)
MT
R
eact
ion
�
(220
0 m
/s)
Avg
�
[1E
-5 t
o 10
] eV
G
fac
t (A
vg �
)/�
(E0)
A
vg r
es in
teg
[5E
-1 t
o 1E
+5] e
V
Avg
� f
iss
[1E
+3 t
o 2E
+7]
eV
� (
E14
) 1.
4E+7
eV
Mat
eria
l(M
AT
)=99
14:E
s-25
4
001
Tot
al
2.00
485E
+03
2.00
550E
+03
1.00
033
1.37
294E
+03
8.31
076E
+00
5.86
267E
+00
002
Ela
stic
1.
0621
0E+0
1 1.
1988
0E+0
1 1.
1287
3 1.
4811
3E+0
2 5.
1708
9E+0
0 2.
7664
5E+0
0 01
8 Fi
ssio
n 1.
9660
6E+0
3 1.
9666
0E+0
3 1.
0002
8 1.
2074
6E+0
3 2.
1846
9E+0
0 2.
2218
4E+0
0 10
2 n,
gam
ma
2.81
654E
+01
2.69
110E
+01
0.95
546
1.73
685E
+01
6.92
355E
-02
1.86
848E
-09
Mat
eria
l(M
AT
)=99
16:E
s-25
5
001
Tot
al
7.90
532E
+01
8.04
400E
+01
1.01
754
5.56
108E
+02
8.34
678E
+00
5.86
913E
+00
002
Ela
stic
1.
0620
9E+0
1 1.
1988
0E+0
1 1.
1287
2 1.
9520
5E+0
2 5.
2761
8E+0
0 2.
7707
5E+0
0 01
8 Fi
ssio
n 1.
3430
5E+0
1 1.
3435
0E+0
1 1.
0003
2 8.
2540
0E+0
1 2.
2350
6E+0
0 2.
7581
3E+0
0 10
2 n,
gam
ma
5.50
018E
+01
5.50
170E
+01
1.00
028
2.78
050E
+02
4.02
055E
-02
1.77
280E
-09
Mat
eria
l(M
AT
)=99
36:F
m-2
55
00
1 T
otal
3.
3967
3E+0
3 3.
3991
0E+0
3 1.
0006
9 1.
4339
4E+0
3 8.
3540
7E+0
0 5.
8733
7E+0
0 00
2 E
last
ic
1.06
209E
+01
1.19
880E
+01
1.12
872
1.69
072E
+02
5.13
490E
+00
2.77
075E
+00
018
Fiss
ion
3.36
011E
+03
3.36
110E
+03
1.00
029
1.16
353E
+03
2.32
759E
+00
2.36
716E
+00
102
n,ga
mm
a 2.
6000
8E+0
1 2.
6008
0E+0
1 1.
0002
8 1.
0125
2E+0
2 2.
0336
0E-0
2 4.
0442
9E-0
9
136 130