the npdgamma experiment
DESCRIPTION
The NPDGamma Experiment. A measurement of the parity violating directional γ - asymmetry in polarized cold neutron capture on hydrogen. Nadia Fomin University of Tennessee for the NPDGamma Collaboration Charlottesville, VA October 6 th , 2008. Outline. Introduction and Motivation - PowerPoint PPT PresentationTRANSCRIPT
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The NPDGamma Experiment
A measurement of the parity violating directional γ-asymmetry in polarized cold neutron capture on hydrogen.
Nadia Fomin
University of Tennessee
for the NPDGamma Collaboration
Charlottesville, VA
October 6th, 2008
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Outline
Introduction and Motivation
First Run at LANSCE
Analysis and Preliminary Results
Next Phase at SNS
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PC PVM
N
N N
N
Weak interaction at low momentum transfer between nucleons is accessible through measurements of small parity-odd amplitudes
Natural scale ~x10-7, set by relative size of meson vs boson exchange amplitudes
Weak NN couplings are largely unknown: non-perturbative regime makes calculations and experiments challenging
Why do we care?
• Weak interaction is manifested in long range nuclear interactions
• Inconsistent results from previous measurements (ex: fπ)
• weak NN couplings => allows for a quantitative interpretation of PV phenomena at nuclear and atomic scales
• probe of QCD – nuclear properties at short range
Introduction
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Introduction - continued DDH model – uses valence quarks to calculate effective PV meson-nucleon coupling directly from SM via 7 weak meson coupling constants
Observables can be written as their combinations
EFT – 5 low energy constants, connect to 5 parity-odd S-P NN amplitudes
Model-independent
102'1101 ,,,,,, hhhhhhf
)1(
)0(
)2,1,0(
13
13
11
13
03
01
IPS
IPS
IPS
tIst ,, 2,1,0
Corresponding to
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Reaction of interest: dpn
+
Eγ=2.2MeV
+
We measure Aγ, the PV asymmetry in the distribution of emitted gammas.
cos1
4
1A
d
d
isolates the ΔI=1 part of the weak interaction
111.0 fA DDH
A predicted to be -5x10-8
ksn
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LANSCE at Los Alamos National Laboratory
800MeV protons @ ~100μA, 20Hz
Tungsten Spallation Target -> Neutrons
H2 moderator
FP12 - 20m SM guide, straight beamline
LIN
AC
Spallation Source
Guide Hall
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Experimental Setup
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NDPGamma on FP12
10G magnetic guide field coils to preserve neutron polarization
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3He Spin Filter
• 3He gas is polarized via spin exchange with laser-polarized Rb
• σsinglet/σtriplet~104 – neutrons with spins || to 3He pass through (filter)
• 3He Polarization ~ 55%
• Relaxation time ~500hrs
TOF 1/λ
At the pulse source, a simple relationship exists between energy and arrival time of the neutrons
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Resonant RF Spin Flipper
• A resonant RF magnetic field (B1coswt) is applied for a time t to precess the neutron spin by π.
• B1(t) 1/TOF, for reversing neutron spin in wide energy range (~0.5-50 meV).
• Rapid spin reversal minimizes systematic effects
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LH2 target and CsI detector array
30 cm
30 c
m
16L vessel of liquid parahydrogen
Ortho-hydrogen scatters the neutrons and leads to beam depolarization
•3π acceptance
•Current-mode experiment
•γ-rate ~100MHz (single detector)
•Low noise solid-state amplifiers
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Data Summary from 2006 run
Number of good runs (8.5min long)
Neutron Polarization
Spin Flip Efficiency
Para fraction in LH2 target
Al background
Depolarization
Stern-Gerlach steering Asym
γ-ray circ.pol. Asym
~5000
53±2.5%
98.8±0.5%
99.98±0.2%
~25% (ave)
2%
10-10
10-10
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Raw asymmetry is formed between each pair of detectors {i,j} for each spin sequence, for each time bin via
Raw asymmetry for a detector pair {ij}, time bin t, is related to physics asymmetry via:
Analysis Procedure
ii
j
θ
),,(),()]()()(),(1[4det xfEzhEEEPgA
VY dnnnsfnnd
d
)()()(
)()()()()()(
tttP
AtAAtAtGtAtGtA
sfn
noisebeamgainrawLRLRUDUD
Detector geometry SF efficiency
Neutron depolarization
Capture Locus
γ energy depositionNeutron Polarization
BGUDPHYSUDUD AAA ,,
ij
ij
ji
jiraw
YY
YY
YY
YYA
2
1
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•Time bins (40μs) are averaged over with neutrons polarization and other energy-dependent quantities as weights.
•Asymmetry for a detector pair is then given by
•AUD is extracted from a fit of Araw to θ, the angle of detector pair
sincos LRUDraw AAA
Analysis Procedure - continued
Calibration Target: 35Cl
-target with a large and well-known γ-asymmetry (26±7)x10-6
ii
j
θ
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Preliminary Hydrogen ResultA γ,UD=(-1.9±2.0±0.2)x10-7
A γ,LR=(-1.1±2.1±0.2)x10-7
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Spallation Neutron Source at ORNL
•1.4 GeV protons, 60Hz
•LHg Spallation target -> neutrons
•H2 moderator
•17m SM guide, curved
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1B - Disordered Mat’lsCommission 2010
2 - Backscattering Spectrometer Commission 2006
3 - High Pressure Diffractometer Commission 2008
4A - Magnetism Reflectometer Commission 2006
4B - Liquids ReflectometerCommission 2006
5 - Cold Neutron Chopper Spectrometer Commission 2007
18 - Wide Angle Chopper Spectrometer Commission 2007
17 - High Resolution Chopper SpectrometerCommission 2008
13 - Fundamental Physics Beamline Commission 2008
11A - Powder Diffractometer Commission 2007
12 - Single Crystal Diffractometer Commission 2009
7 - Engineering Diffractometer IDT CFI Funded Commission 2008
6 - SANS Commission 2007
14B - Hybrid Spectrometer Commission 2011
15 – Spin Echo
9 – VISION
Spallation Neutron Source at ORNL
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FNPB – commissioned on September 12th, 2008
BL13(a/b)
• cold beamline
• UCN beamline - nEDM
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FNPB – cold beamline commissioned on Sep 12th, 2008
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Supermirror polarizer
FNPB guide
CsI Detector Array
Liquid H2 Target
H2 Vent Line
Beam Stop
Magnetic Field Coils
H2 Manifold Enclosure
Spin Flipper
Conceptual design of Experiment
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What’s new for the SNS run
SuperMirror Polarizer replaces the 3He Polarizer (x4.1)
Higher moderator brightness (x12) => more cold/slow neutrons
New LH2 target – thinner windows, smaller background contribution
Predicted size -5x10-8 - NPDGamma will make a 20% measurement, most precise so far
Installation begins in November 2008
Production Hydrogen Data – summer 2009
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P. Alonzi3, R.Alracon1, S. Balascuta1, L. Barron-Palos2, S. Baeßler3, J.D. Bowman4,J.R.Calarco9, R.D. Carlini5, W.C. Chen6, T.E. Chupp7, C. Crawford8, M. Dabaghyan9, J.Dadras12,A. Danagoulian10, M. Dawkins11, N. Fomin12, S.J. Freedman13, T.R. Gentile6, M.T. Gericke14 R.C. Gillis11, G.F. Greene4,12, F. W. Hersman9, T. Ino15, G.L. Jones16, B. Lauss17, W. Lee18, M. Leuschner11, W. Losowski11, R. Mahurin12, Y. Masuda15, J. Mei11, G.S. Mitchell19, S. Muto15, H. Nann11, S. Page14, D.Počanic3,S.I. Penttila4, D. Ramsay14,20, A. Salas Bacci10, S. Santra21, P.-N. Seo22, E. Sharapov23, M. Sharma7, T. Smith24, W.M. Snow11, W.S. Wilburn10 V. Yuan10
1Arizona State University2Universidad Nacional Autonoma de Mexico
3University of Virginia 4Oak Ridge National Laboratory
5Thomas Jefferson National Laboratory6National Institute of Standards and Technology
7Univeristy of Michigan, Ann Arbor8University of Kentucky
9University of New Hampshire10Los Alamos National Laboratory
11Indiana University12University of Tennessee
13University of California at Berkeley14University of Manitoba, Canada
15High Energy Accelerator Research Organization (KEK), Japan16Hamilton College
17Paul Scherrer Institute, Switzerland 18Spallation Neutron Source
19University of California at Davis20TRIUMF, Canada
21Bhabha Atomic Research Center, India22Duke University
23Joint Institute of Nuclear Research, Dubna, Russia24University of Dayton
The NPDGamma collaboration
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Systematic Effects
Interaction Vectorcorrelation
UD/LR
PV/
PC
Time of flight dependence
Size ofasymmetry
n+pd+NPDGamma) sn k ud pv no 5x10-8(*)
n+pn+p (scattering shift) k’n sn kn lr pc 1/t 1x10-9(*)
n+pd+ (#) k’ sn kn lr pc 1/t2 1x10-10(*)
n+pd+ (magnetized iron) sn k ud pc no 1x10-10(*)
np+e+ne (beta decay) sn ke ud pv no 3x10-11(*)
n+dt+ (D2 contamination) sn . k ud pv no 1x10-10(*)
n+pn+p (Mott-Schwinger) k’n sn kn lr pc 1/t2.8 5x10-10 (**)
n+6Li+t (Li-shield) sn . k’n ud pv no 2x10-11(*)
(n.)B (Stern-Gerlach) (sn )B ud pc t1 1x10-10(**)
n+A(A+1)+e+ne sn ke ud pv varies <10-10(*)
n+A(A+1)+ sn k ud pv no <10-9(**)
n+27Al28Al+ sn k ud pv no < 210-7(**)
(#) see Ref. [30]sn is the neutron spin and k is momentum of particle. (*) size calculated(**) size measured
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What gives rise to parity violation in ?
n p d is primarily sensitive to the ∆I = 1 component of the weak interaction
exchange
Low-energycontinuum states
Bound states
M1 (PC)
3S1, I 0
3S1,I 0
1S0,I 1
3P1, I 1
1P1, I 0
3P1, I 1
1P1, I 0
3P0 ,I 1
E1E1
E1
E1
dpn
)1(
)0(
)2,1,0(
13
13
11
13
03
01
IPS
IPS
IPS
1
1
M
EA