17
EP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of spectra Development of a Si spectrometer for measurement of spectra Introduction Beta detectors Experimental device Monte Carlo calculations Conclusion and perspectives Charlène Bisch LNHB/CDF : M.-M. Bé, C. Bisch, C. Dulieu, M. A. Kellett, X. Mougeot In collaboration with IPHC, Ramses, Strasbourg (A.-M. Nourreddine)

DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of spectra Development of a Si spectrometer for measurement of spectra

Embed Size (px)

Citation preview

Page 1: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 1

Study of the shape of spectra Development of a Si spectrometer for measurement of

spectra

Introduction Beta detectors Experimental device Monte Carlo calculations Conclusion and perspectives

Charlène Bisch

LNHB/CDF : M.-M. Bé, C. Bisch, C. Dulieu, M. A. Kellett, X. Mougeot

In collaboration with IPHC, Ramses, Strasbourg (A.-M. Nourreddine)

Page 2: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 2

Introduction

Users : Nuclear Power Industry (decay heat calculations), medical care sector (dose calculations), ionizing radiation metrology (liquid scintillation and ionization chamber techniques)

Test and constrain calculations with perfectly controlled experiments

Calculations are necessary : very short T1/2, multiple beta decays, cascades, …

Understand the theory to make it evolve

Growth of computing power more complex models

Beta spectra shapes evaluation

Experiments are necessary : validation of the calculations, uncertainties of the models

Subtle understanding of the phenomena that distorting beta spectra

Growth of computing power Monte-Carlo simulations

Page 3: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Beta detectors

3

Detector Proportional Counter

Scintillation Counter

Magnetic spectrometer

Semi-conductor (Si)

Metallic magnetic

calorimeter

Energy resolution at

100 keV30 keV 15 keV 10 eV to 1 keV

~ 8 keV (300 K) ~ 3 keV (77 K)

~ 50 eV

Page 4: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Measurements – metallic magnetic calorimeters

4

Very promising technique:

• Detection efficiency > 99,9 %

• Energy threshold of about 200 eV

• Energy resolution of 30 eV @ 6 keV

• Non-linearity of 0,1 % in 6 – 80 keV

But:

• Activity ≤ 15 Bq

• Measurements at 10 mK

cooling time of about 3 days

• Bremsstrahlung from 800 keV

deacrease of efficiency

• Quality of the source

distortion of the spectrum?

Detectors floors

Dilution cooler

Page 5: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Measurements – Silicon detector

5

Our detector specifications:• PIPS: Passivated Implanted Planar Silicon Detector• Window thickness (Si eq.): < 50 nm• Active diameter: 23,9 mm• Active thickness: 500 µm

More classical technique: • Good energy resolution of 8 keV @ 100 keV (300 K) • Linear response • Easy to implement

But:• Dead zones• Bremsstrahlung• Backscattering • High quality of vacuum • Detector thickness

Si(Li)

PIPS

Page 6: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Experimental aspects

6

• Experimental spectra may be distorted by the detection system

• Experimental aspects to limit sources of distortion

- Detector cooled to liquid nitrogen temperature thermal noise

- Ultra high vacuum interactions e-/environment and dead layer due to water steam condensation

- Reduction of vibrations microphonics (additional component to electronic noise)

- Distance from source to detector and centring of the source

solid angle, reproducibility, simulations

- Source: ultra-thin reduction of auto-absorption

quality minimisation of impurities

homogeneous reproducibility, simulations

• Any remaining factors will be quantified by Monte-Carlo simulations

Page 7: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 7

Gate valve

Experimental device - General

PUMP

Linear

feed-through

GAUGE

100 cm

17 cm

Detection chamber “The Cube” with the

PIPS detector

Page 8: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 8

DEWAR

JAUGEPOMPE

Vanne à vide

Canne de

translation

Experimental device - The source holder

Source holder Source support

Screen

Influence of X-rays

Page 9: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 9

Experimental device - The detection chamber

Electrical BNC/microdot connector

Detector holder in copper

detector cooled uniformly

An electrical wire connects the detector to the BNC/microdot connector to avoid thermal transfer

Page 10: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Monte Carlo simulations

• Utilisation of GEANT4 to optimise the source holder and the detection chamber

• Influence of the source-detector distance • Geometry and materials least likely to scatter electrons

• Code validation:

10

Monte Carlo simulationsVS

Co

un

tsS-D distance (mm)

Theory

MC

Page 11: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Influence of the source-detector distance

11

10 mm

20 mm

30 mm

40 mm

PIPS 500 µm

24 m

m

90 Y

• Four source – detector distances : 10 mm, 20 mm, 30 mm, 40 mm

• 106 particles emitted from 90Y (MetroMRT project) isotropic source

• Thickness of active volume: 500 µm

Detector thickness too small

Huge influence of the solid angle

Page 12: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Influence of the thickness of active volume

12

90 Y

• Source – detector distance: 10 mm

• 106 particles emitted from 90 Y isotropic source

• Four thicknesses of active volume (500 µm, 2 mm, 5 mm, 8 mm)

5 mm thickness active volume is necessary for measuring 90 Y spectra

10 mm

500 µm

2 mm

5 mm

8 mm

Page 13: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Geometry and materials of the cube

13

250 mm

No cube

Steel cube 250 mm

Steel cube 170 mm

Aluminium cube 170 mm

Source – detector distance: 10 mm Source – detector distance: 40 mm

250 mm

Page 14: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Sources of distortion

14

• Four main sources of distortion:

- Solid angle source – detector distance

- Detector thickness effect depth of active volume

- Geometry effect geometry of active volume

- Scattering and backscattering energy, Z of the material, incidence angle

Geometry effect

Page 15: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Conclusion and perspectives

• Development phase of experimental device is complete

• The experimental setup is currently being assembled

• We intend to do our first measurements of beta spectra early 2013

15

Page 16: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra 16

Thank you for your attention

Page 17: DDEP 2012 | C. Bisch – Study of beta shape spectra 1 Study of the shape of  spectra Development of a Si spectrometer for measurement of  spectra

DDEP 2012 | C. Bisch – Study of beta shape spectra

Theory

17

• Fermi (1933):

Energy P

roba

bilit

y

85Kr

• Beta decay: the electron and the antineutrino

share the momentum and energy of the decay

continuous kinetic energy spectra