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Title: Parity-Violating Electron Scattering


1
Parity-Violating Electron Scattering
  • Jeff Martin
  • University of Winnipeg

2
Parity-Violating Elastic Scattering of Electrons
from Protons
  • Two applications we will study tonight
  • Strange quark structure of the nucleon.
  • Tests of standard electroweak theory.

3
ElectromagneticElastic Electron Scattering
  • Scattering cross-section depends on two form
    factors GE(Q2), GM(Q2).
  • At small Q2, form factors are Fourier transforms
    of spatial distributions of charge and
    magnetization densities in the proton.

k
q k k 4-momentum transfer
k
A useful variable
4
Relationship to Quarks
  • The charge and magnetization are carried by
    quarks
  • We can do the same experiment for the neutron
    (udd)

isospin symmetry
5
The Extra HandleZ0 scattering
6
Parity Violating Asymmetry
forward ep
backward ep
backward ed
kinematical factors
Note Asymmetry is of order ppm
7
The Protons Weak Charge
As Q2 ? 0
MNC
MEM
measures Qp protons electric charge
measures Qpweak protons weak charge
At tree level in the standard model

A sensitive, low-energy extraction of the weak
mixing angle.
8
Physics The Running of sin2?W
12 GeV QW (e)
present d-quark dominated Cesium APV (QAW)
SM running verified at 4? level pure lepton
SLAC E158 (QeW ) SM running verified
at 6? level
future u-quark dominated Qweak (QpW)
projected to test SM running at 10? level pure
lepton12 GeV e2ePV (QeW ) projected to test
SM running at 25 ? level
9
Qpweak Qeweak Complementary Diagnostics for
New Physics
JLab Qweak
SLAC E158 (complete)
-
(proposed)
(published) 0.006
  • Qweak measurement will provide a stringent
    stand alone constraint
  • on Lepto-quark based extensions to the SM.
  • Qpweak (semi-leptonic) and Moller (pure
    leptonic) together make a
  • powerful program to search for and identify
    new physics.

Erler, Kurylov, Ramsey-Musolf, PRD 68, 016006
(2003)
10
Summary of PV Electron Scattering Experiments
publishing, running
publishing, running
x2,
published x2, running
publishing, running
2008
K. Kumar
11
G0 Forward-Angle Measurements
  • Elastic proton detection
  • toroidal focusing spectrometer
  • Time-of-flight distinguishes pions and protons

12
G0 Forward-Angle Configuration at Jefferson Lab
superconducting magnet (SMS)
cryogenic supply
G0 beam monitoring girder
detectors (Ferris wheel)
target service module
Beam
13
Largest Systematic Effect Backgrounds
detector 8
  • Determined using fitting techniques
  • Large asymmetry from hyperon production, decay,
    rescattering

14
G0 forward-angle experiment final results
GEs?GMs, Q2 0.12-1.0 GeV2
?2 test taking into account random and correlated
errors the non-vector-strangeness hypothesis is
disfavored at 89
15
Comparison to World Data
Q20.23 GeV2
95.5 CL
Q20.1 GeV2
Q20.48 GeV2
16
Empirical Fit GEs and GMs Separately
  • Compare GEs with GEn, and GMs with GMp

-1/3?s/?p -18
-1/3GEs(0.2)/GEn(0.2)40
17
Upcoming Data-TakingThe year of G0
  • In coming years, G0 will run at backward angles
    in order to truly separate the electric and
    magnetic form factors.
  • March 15 April 29, 2006 Q2 0.6 GeV2.
  • July 21-Sept. 1, 2006 Q2 0.23 GeV2.
  • Sept. 22-Dec. 22 2006 Q2 0.6 GeV2.
  • 2007 finish low Q2.

18
Backward-Angle Measurements
  • Electron detection (Note VERY different
    systematics)
  • Add Cryostat Exit Detectors (CEDs) to define
    electron trajectory
  • Add aerogel Cerenkov counter to reject ?-
  • Measurements on H and D to separate GMs, GAe

FPD 16
CED 9
Cerenkov
magnet
elastic e-
inelastic e- or photo ?-
FPD 1
CED 1
beam
target
19
  • Recent progress
  • - Target installed
  • Beamline/Shielding in progress
  • Upstream Girder in progress
  • - Cosmics testing ongoing

20
(No Transcript)
21
G0 contribution 2007-8
  • Very soon high precision data from Happex at
    0.1 GeV2

22
Elastically Scattered Electron
Luminosity Monitors
Region III Drift Chambers and Quartz Scanner
Toroidal Magnet
Region II Drift Chambers
Region I GEM Detectors
Eight Fused Silica (quartz) Cerenkov Detectors
Collimator with 8 openings ? 8 2
electronics
35cm Liquid Hydrogen Target
Polarized Electron Beam
23
QpWeak Toroidal Magnet - QTOR
  • 8 toroidal coils, 4.5m long along beam
  • Resistive, similar to BLAST magnet
  • Pb shielding between coils
  • Coil holders frame all Al
  • ?B?dl 0.7 T-m
  • bends elastic electrons 10o
  • current 9500 A

beam
24
Quartz Scanner Detector
  • Scans in 2D through scattered beam near the main
    Quartz detector for a variety of purposes
  • Fiducialization and light map of main detector
  • backgrounds (inelastics)
  • confirm linearity of main detector response with
    beam current
  • Q2 determination
  • Similar technique used in both E158 and HAPPEx
  • UWinnipeg RTI proposal to NSERC submitted Oct.
    2005.

25
Qweak status
  • Magnet assembly and verification beginning.
  • Main detectors under construction at JLab.
  • Tracking chamber development underway by US
    university groups.
  • Target development underway.
  • Parasitic beam tests of some instruments
    conducted simultaneously with G0
  • First run 2008-2010 8 ? 4
  • More running 2010-2012 4 ? 2.5

26
Summary
  • PV electron scattering is a useful tool for
  • strangeness form factor determination.
  • extraction of sin2?W for standard model test.
  • G0 Forward angle results published.
  • G0 Backward angle running 2006-7.
  • Qweak beginning in 2008.

27
Summary of Systematic Effects
28
Anticipated QpWeak Uncertainties
? ?Aphys /Aphys
?Qpweak/Qpweak Statistical (2200 hours
production) 1.8
2.9 Systematic Hadronic structure
uncertainties --
1.9 Beam polarimetry
1.0 1.6 Absolute Q2
determination 0.5
1.1 Backgrounds
0.5 0.8
Helicity-correlated Beam Properties
0.5 0.8 _______________________________________
__________________ Total
2.2 4.1


4 uncertainty on QpW ? 0.3 precision on sin2?W
at Q2 0.03 GeV2
(Erler, Kurylov, Ramsey-Musolf, PRD 68, 016006
(2003)) QpW 0.0716 ? 0.0006, theoretical
extrapolation from Z-pole 0.8 error comes from
QCD uncertainties in box graphs, etc.
29
G0 Backward AngleParasitic Physics
  • Axial structure of the nucleon and the anapole
    moment.
  • Parity-violation in electro and photo excitation
    of the Delta resonance (inelastic electron and
    photopion asymmetries).
  • Beam normal asymmetries and two-photon exchange
    for form factor systematics (theory Blunden et
    al).
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