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Hartmut AbeleKnoxville, 8 June 2006
Neutron DecayCorrelation Experiments
Hartmut Abele, University of Heidelberg 2
Neutron Beta Decay2 2 2 2 2
03 7 3
1( ) (1 3 ) ( )
2 F udW pdp p E E dpG Vc
Electron
Neutron Spin
ElectronNeutron SpinA
W()={1+v/cPAcos()}
Detector
Detector
Hartmut Abele, University of Heidelberg 3
Coefficient A
Coefficient A and lifetime determine Vud and
Electron
Neutron Spin
ElectronNeutron SpinA
W()={1+v/cPAcos()}
231
)1(2
A 231
)1(2
A
on flipper spin with spectrum electron
off flipper spin with spectrum electron
:N
:N
on flipper spin with spectrum electron
off flipper spin with spectrum electron
:N
:N
PfAAc
vexp PfAA
c
vexp
= gA/gV= gA/gV
No coincidences !
)31(
sec249082
2
udV)31(
sec249082
2
udV
2 2
0 0
(1 cos )sinv
N P dA dc
NN
NNAexp
NN
NNAexp A
N N
N Nexp
A
N N
N Nexp
Hartmut Abele, University of Heidelberg 4
For a correlation coefficient A measurements, we need …
Neutronsa Polarizera Spin Flipperan Analyzer
a Spectrometer
Hartmut Abele, University of Heidelberg 5
Correlation measurements in -decay
Electron
Proton
Neutrino
Neutron SpinA
B
C Observables in neutron decay:
Lifetime SpinMomenta of decay particles
Observables in neutron decay:
Lifetime SpinMomenta of decay particles
n n p e p e eeaa
DD
RRNN
Hartmut Abele, University of Heidelberg 6
Parameters and Observables
SM ParametersStrength: GF
Quark mixing: Vud
Ratio: = gA/gV
2 2 2 2 203 7 3
1( ) (1 3 ) ( )
2 F udW pdp p E E dpG Vc
5 41 2 2 2
3 7(1 3 )2
Re
ud F
f m cV G
h
2
( 1)2
1 3A
exp
N NA
N N
PfAAc
vexp
ObservablesLifetime Correlation ACorrelation BCorrelation CCorrelation aCorrelation DCorrelation RBeta SpectrumProton SpectrumPolarized SpectraBeta Helicity
Electron
Proton
Neutrino
Neutron Spin
A
B
C
5 41 2 2 2
3 7(1 3 )2ud
Re
F
fV
mG
ch
Hartmut Abele, University of Heidelberg 7
the Neutron
3-quark System: uddBeta-decay d u eFlux 1.2 x 1015 cm-2 s-1
cold neutronsultra cold neutrons
Hartmut Abele, University of Heidelberg 8
Hot topic questions beyond the SM
What do we learn from Vud and quark mixing?What is the origin of P-violation?
T-violation?
Additional forcesNumber of quark generationsNeutrino helicitySearch for RHC: W-mass and mixing
CP-violation
Hartmut Abele, University of Heidelberg 9
Neutrons at the SNS
Hartmut Abele, University of Heidelberg 10
Neutron Production at the ILL
Hartmut Abele, University of Heidelberg 11
Particle Physics: SM Tests
3D Neutron Tomography
Gravitation and Bound Quantum States
Hartmut Abele, University of Heidelberg 12
Neutron Production
Hartmut Abele, University of Heidelberg 13
1.1 A Measurement of Correlation A
• A new beam: decay rate 1 MHz/mThe ‘ballistic’ super-mirror cold-neutron guide H113H. Haese et al., Nucl. Instr. Meth. A485, 453 (2002)
• New Polarizers (TU Munich, ILL, HD)
• New Geometry for Beam polarization
A perfectly polarized neutron beam
•Signal to Background > 1000 : 1
• A new beam: decay rate 1 MHz/mThe ‘ballistic’ super-mirror cold-neutron guide H113H. Haese et al., Nucl. Instr. Meth. A485, 453 (2002)
• New Polarizers (TU Munich, ILL, HD)
• New Geometry for Beam polarization
A perfectly polarized neutron beam
•Signal to Background > 1000 : 1
Hartmut Abele, University of Heidelberg 14
The Experimental Setup at PF1B
M. Schumann 2006M. Schumann 2006
Hartmut Abele, University of Heidelberg 15
1.2 Tools
Hartmut Abele, University of Heidelberg 16
Polarizer
Spin up: reflectedSpin down: absorbed
Coherent nuclear (strong) and electronic (magnetic) scattering
Scattering probability:
resulting polarization:
2
nucl magW a a
nucl maga a1W W
PW W
UUFF
xx
100 neV100 neV
Hartmut Abele, University of Heidelberg 17T. Soldner, A. Petoukhov, V. Nesvizhevsky, M. Kreuz
Hartmut Abele, University of Heidelberg 18
The new Polarizer
Munich, ILL, HDA new geometry for Beam polarization A perfectly polarized neutron beam
Status 2002
Status 2004
98 %98 %
100 %100 %
96 %96 %
100 %100 %
90 %90 %
95 %95 %
94 %94 %
96 %96 %
T. Soldner, A. Petoukhov, V. Nesvizhevsky, M. Kreuz
Hartmut Abele, University of Heidelberg 19
Tools
Fermipotential: - Matter 100 neV
Neutron guidesWavelength filterPolarizer/AnalyzerUCN- perfect mirror
- neutron bottlesSubstrat (Glas)
Nickel
NickelTitan
Titan
2d sin=n
d
UUFF
xx
100 neV100 neV
Hartmut Abele, University of Heidelberg 20
The new Polarizer
Munich, ILL, HDA new geometry for Beam polarization A perfectly polarized neutron beam
Status 2002
Status 2004
98 %98 %
100 %100 %
96 %96 %
100 %100 %
90 %90 %
95 %95 %
94 %94 %
96 %96 %
Hartmut Abele, University of Heidelberg 21
Rf Spin flipper
Lab frame
Rotating frame
Rotating frame
Hartmut Abele, University of Heidelberg 22
The Instrument
Hartmut Abele, University of Heidelberg 23
1.3 Coefficient A: Spectrometer Perkeo II
to beamstopto beamstop
precise electron spectroscopyprecise electron spectroscopy
Electron
Neutron Spin
ElectronNeutron SpinA
up: down:
NN
NNAexp
AN N
N Nexp
Hartmut Abele, University of Heidelberg 24
Principle:2x2- Detectiontwo hemispheresbackscattering suppressionlow backgroundstrong beam PF1:- count ratesystematic
Spectrometer Perkeo IIoben: unten:
NN
NNAexp
AN N
N Nexp
zum beamstopzum beamstop
precise electron spectroscopyprecise electron spectroscopy
2
( 1)2
1 3A
v
cexpA A Pf
= gA/gV
Hartmut Abele, University of Heidelberg 25
Results
Spectra Dissertation D. Mund, 2006
Hartmut Abele, University of Heidelberg 26
Result
Asymmetry A
Dissertation D. Mund, 2006
Hartmut Abele, University of Heidelberg 27
Beamrelated Background
Collimation system < 0.15 s-1
Det. 0
Det. 1
Fitregion
Electron-Spectrum
Beamline BG
Hartmut Abele, University of Heidelberg 28
2002 2002 2006 2006 correction uncertainty correction uncertainty polarization 1.1 % 0.3 % 0.3 % 0.1 % flipper efficiency 0.3 % 0.1 % 0.0 % 0.1 % Statistical error 0.45 % 0.26 % background 0.5 % 0.25 % 0.1 % 0.1 % detector function 0.26 % 0.1 % edge effect -0.24 % 0.1 % -0.22 % 0.05 % time resolution 0.25 % mirror effect 0.09 % 0.02 % 0.11 % 0.01 % backscattering 0.2 % 0.17% 0.003 % 0.001 % rad. corrections 0.09 % 0.05 % 0.09 % 0.05 % Sum 2.04 % 0.66 % 0.38 % 0.33 %
sum 2006 preliminary
2002 2002 2006 2006 correction uncertainty correction uncertainty polarization 1.1 % 0.3 % 0.3 % 0.1 % flipper efficiency 0.3 % 0.1 % 0.0 % 0.1 % Statistical error 0.45 % 0.26 % background 0.5 % 0.25 % 0.1 % 0.1 % detector function 0.26 % 0.1 % edge effect -0.24 % 0.1 % -0.22 % 0.05 % time resolution 0.25 % mirror effect 0.09 % 0.02 % 0.11 % 0.01 % backscattering 0.2 % 0.17% 0.003 % 0.001 % rad. corrections 0.09 % 0.05 % 0.09 % 0.05 % Sum 2.04 % 0.66 % 0.38 % 0.33 %
sum 2006 preliminary 2002: result: A = -0.1189(8) = -
1.2739(19)2006: result: A = -0.11948(40) = -1.2754(11)
Hartmut Abele, University of Heidelberg 29
Collaboration PERKEOII 1995 - 2006
ILL GrenobleJ. Last, U. Mayerhofer, O. Zimmer, V. Nesvizhevsky, T. Soldner, A. Petoukhov
Universität Heidelberg Stefan Baeßler, C. Raven, T. Müller, C. Metz, M. Astruc Hoffmann, Uta Peschke, Jürgen Reich, Bernhard Brand, Michael Kreuz, Ulrich Mayer Daniela Mund, Christian Plonka, Christian Vogel, Bastian Märkisch, Markus Brehm, Jochen Krempel, Marc Deissenroth, Marc Schumann, Alexander Kaplan, Daniel Wilkin, Dirk Dubbers, H.A.
U. MainzS. Baeßler
FZKF. Glück
Hartmut Abele, University of Heidelberg 30
Hartmut Abele, University of Heidelberg 31
Recommended value for lambda
= -1.27500.0009
Hartmut Abele, University of Heidelberg 32
1.4 A and
A as a function of gA and gV
Time reversal invariance, phase 180°ve = c, v = c,
see Lecture at Black Board
Hartmut Abele, University of Heidelberg 33
Hartmut Abele, University of Heidelberg 34
Thesis Doehner 1991
Hartmut Abele, University of Heidelberg 35
Hartmut Abele, University of Heidelberg 36
Hartmut Abele, University of Heidelberg 37
• Solar cycle p p D e+ e
p p e D e
…
• Neutron star formation p e n e
•Primordial element formation n e+ p e'
p e n e
n p e e'
•Neutrino detectors p e' n e+
•Neutrino forward-scattering e p e+ n etc.
•W, Z-production p p' W e e' etc.
• Solar cycle p p D e+ e
p p e D e
…
• Neutron star formation p e n e
•Primordial element formation n e+ p e'
p e n e
n p e e'
•Neutrino detectors p e' n e+
•Neutrino forward-scattering e p e+ n etc.
•W, Z-production p p' W e e' etc.
PROCESSES WITH SAME FEYNMAN DIAGRAM:
= gA/gV= gA/gV