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Requirements Techniques New Concepts Conclusion
Sub-Percent Electron Polarimetry for the EIC
Wouter Deconinck
College of William & Mary
(Supported by the NSF under Grant No. PHY-1206053)
International Workshop on Accelerator Science and
Technology for Electron-Ion Collider 2014
March 19, 2014
1
Requirements Techniques New Concepts Conclusion
Outline
Polarization Precision Requirements
Overview of Electron Polarimetry Techniques
New Concepts in Electron Polarimetry
Conclusion
2
Requirements Techniques New Concepts Conclusion
Outline
Polarization Precision Requirements
Luminosity Measurements
Overview of Electron Polarimetry Techniques
New Concepts in Electron Polarimetry
Conclusion
3
Requirements Techniques New Concepts Conclusion
Polarization
The need for polarized electron and nucleon beams
• New frontiers in QCD:
• Correlations of nucleon spin with confined sea quark and gluons
• Spin-dependent structure functions gp
1 (x, Q2
)
• Access to generalized parton distributions H and E
• Fundamental symmetries at the intensity frontier
• Not achievable at any existing or other proposed facility
4
Requirements Techniques New Concepts Conclusion
Polarization
The need for polarized electron and nucleon beams
• New frontiers in QCD:
• Correlations of nucleon spin with confined sea quark and gluons
• Spin-dependent structure functions gp
1 (x, Q2
)
• Access to generalized parton distributions H and E
• Fundamental symmetries at the intensity frontier
• Not achievable at any existing or other proposed facility
4
Requirements Techniques New Concepts Conclusion
Polarization
Relevant design parameters
• High luminosities of ≈ 1033−34 cm−2s−1
• High beam electron polarization ≈ 80% as injected (no
reliance on Sokolov-Ternov build-up)
• Longitudinal electron polarization at interaction point,
alternating for different bunches
• Variable center of mass energy from 20–100 GeV, even up to
150 GeV
• Possibility of multiple interaction regions, separated by spin
precession
• Strictest requirements on electron polarimetry from
fundamental symmetries program: significantly better than
1%, expected precision at 0.5%
5
Requirements Techniques New Concepts Conclusion
Coupling of Polarization and Luminosity
Luminosity measurements
• Use bremsstrahlung ep → epγ as reference process
• Normally only γ are measured
• Reached 1-2% uncertainty at HERA using this method
Spin dependence of bremsstrahlung
• Bremsstrahlung cross section for polarized beam:
σ = σ0(1 + aPePp)
• Measured polarizations may limit precision of absolute and
relative Luminosity measurements
• Also will need to measure correlation between bunch current
and polarization
6
Requirements Techniques New Concepts Conclusion
Outline
Polarization Precision Requirements
Overview of Electron Polarimetry Techniques
Mott Polarimetry
Møller Polarimetry
Compton Polarimetry
New Concepts in Electron Polarimetry
Conclusion
7
Requirements Techniques New Concepts Conclusion
Electron Beam Polarimetry Techniques
Mott polarimetry: e + A → e + A
• Transverse spin-orbit coupling in high-Z elements
• Limited to low energies in the injector, few MeV
Møller polarimetry: e + e(Fe) → e + e
• Scattering off atomic electrons in magnetized iron foil
• Limited to separate, low current running (I ≈ 1 µA at JLab)
Compton polarimetry: e + γ → e + γ
• Compton scattering of electrons from circularly polarized laser
• Continuous, non-destructive, high precision measurements
8
Requirements Techniques New Concepts Conclusion
Mott Polarimetry
Jefferson Lab’s 5 MeV Mott Polarimeter
• Located in injector, set spin launch angle for end stations
• Measures transverse polarization at low energies (3–8 MeV)
• Polarization P and normal to scattering plane n
• Scattering cross section σ = σ0(1 + S(θ) P · n), depends on
Sherman function S(θ), up-down asymmetry AUD ∝ S(θ) P
9
Requirements Techniques New Concepts Conclusion
Mott Polarimetry
Jefferson Lab’s 5 MeV Mott Polarimeter
• Located in injector, set spin launch angle for end stations
• Measures transverse polarization at low energies (3–8 MeV)
• Polarization P and normal to scattering plane n
• Scattering cross section σ = σ0(1 + S(θ) P · n), depends on
Sherman function S(θ), up-down asymmetry AUD ∝ S(θ) P
9
Requirements Techniques New Concepts Conclusion
Mott Polarimetry
Systematic uncertainties
• Limited by knowledge of effective Sherman function
• Contribution of 1.1% systematic uncertainty
• Improvements are currently being made:
• Reduction of backgrounds (e.g. scatter from beam dump
behind Au target)
• Improvements to theoretical description of Mott scattering
• Better Geant4 modeling incorporating the theoretical modeling
• Technique should allow for increased precision
THAF1131: “Precision Tests of Mott Polarimetry in the MeV
Energy Range,” Joe Grames, Thursday 08:30
10
Requirements Techniques New Concepts Conclusion
Møller Polarimetry: JLab
JLab Hall C Møller
• High-field brute-force polarized pure iron foils in saturation
• Less sensitive to iron properties (Hall A adopted similar setup)
• No need to measure target polarization, calculation sufficient
• Bremsstrahlung background
• Coincidence detection
• Movable collimator system
• Lead-glass total absorption
detectors
11
Requirements Techniques New Concepts Conclusion
Møller Polarimetry: JLab
Uncertainties of JLab Hall C Møller polarimeter
• Extrapolation to larger currents than Møller runs: 0.5%
• Levchuk effect = scattering of internal shell electrons: 0.33%
• Total systematic uncertainty of 0.85%
Relevance of Mott and Møller polarimetry to EIC
• Møller kicker system difficult in practice
• Limited to high precision measurements at injector
• Still need continuous measurements in interaction region
THAF1133: “Percent-Level Polarimetry in JLab Hall C,” Dave
Gaskell, Thursday 9:30
12
Requirements Techniques New Concepts Conclusion
Compton Polarimetry: HERA
HERA: two electron polarimeters
• TPOL: position asymmetry in back-scattered photons for
transversely polarized electrons
• LPOL: energy-dependent cross-section asymmetry for
longitudinally polarized electrons
• 27.5 GeV
• Single pass
• 80 m for laser
• Laser analyzer
• Uncertainty
due to laser
transport
13
Requirements Techniques New Concepts Conclusion
Compton Polarimetry: HERA
HERA: two electron polarimeters
• TPOL: position asymmetry in back-scattered photons for
transversely polarized electrons
• LPOL: energy-dependent cross-section asymmetry for
longitudinally polarized electrons
Polarization for stored bunches
• Uncertainty 1.4% at 27.5 GeV
• Beam-beam interaction
• Bunch by bunch at EIC?
• Single pass laser?
13
Requirements Techniques New Concepts Conclusion
Compton Polarimetry: JLab
Compton polarimeter in Hall C (as used for Qweak
experiment)
• Beam: 150 µA at 1.165 GeV
• Chicane: interaction region 57 cm below straight beam line
• Laser system: 532 nm green laser
• 10 W CW laser with low-gain cavity
• Photons: PbWO4 scintillator in integrating mode
• Electrons: Diamond strips with 200 µm pitch
14
Requirements Techniques New Concepts Conclusion
Compton Polarimetry: JLab
Uncertainties for Hall C system
• High current 180 µA, statistical precision easily reached
• Limited by uncertainty on laser polarization intra-cavity,
better than 1%
THAF1132: “Percent-Level Polarimetry in JLab Hall A,” Gregg
Franklin, Thursday 9:00
15
Requirements Techniques New Concepts Conclusion
Compton vs. Møller Polarimetry
Compton-Møller-Compton in Hall C
• Excellent agreement of two polarimeters within quoted
uncertainties
THAF1133: “Percent-Level Polarimetry in JLab Hall C,” Dave
Gaskell, Thursday 9:30
16
Requirements Techniques New Concepts Conclusion
Spin Dances at Jefferson Lab
Changing spin rotation in injector’s Wien filters
• Excellent consistency, better than 1%
• No full spin dance across the halls has been performed since
the Hall C Compton was installed
17
Requirements Techniques New Concepts Conclusion
Compton vs. Møller Polarimetry Projections
Møller Polarimetry
• ee → ee (magnetized Fe)
• Low current because
temperature induces
demagnetization
• High asymmetry but low
target polarization
• Levchuk effect: scattering
off internal shell electrons
• Intermittent measurements
at different beam conditions
• Total systematics ∼ 0.65%
Compton Polarimetry
• eγ → eγ (polarized laser)
• Detection e and/or γ
• Only when beam energy
above few hundred MeV
• High photon polarization
but low asymmetry
• Total systematics ∼ 0.5%
• laser polarization
• detector linearity
18
Requirements Techniques New Concepts Conclusion
Outline
Polarization Precision Requirements
Overview of Electron Polarimetry Techniques
New Concepts in Electron Polarimetry
Spin-Light Polarimetry
Atomic Hydrogen Møller Polarimetry
Conclusion
19
Requirements Techniques New Concepts Conclusion
Spin-Light Polarimetry
Spin-dependence in synchrotron radiation
• Synchrotron light emitted in forward boosted direction ∝ γ4
• Sokolov-Ternov: spin-dependence in synchrotron light
emission (including a no-spin-flip term and a spin-flip term)
Concept for polarimeter
• Detect the spin dependence in differential ion chamber
• Sensitivity of differential ion chamber to spatial asymmetry
20
Requirements Techniques New Concepts Conclusion
Spin-Light Polarimetry
Introduce 3-magnet wiggler to induce radiation
• Radiated power for transversely polarized beam: different
from unpolarized beam
• Radiated power for longitudinally polarized beam: different
above and below the orbital plane
21
Requirements Techniques New Concepts Conclusion
Spin-Light Polarimetry
Conceptual design
22
Requirements Techniques New Concepts Conclusion
Spin-Light Polarimetry
Calculated and simulated spectrum and asymmetry
• Red: polarization independent background
• Blue: spin-dependent “spin light”, 4–5 orders of magnitude
suppressed
23
Requirements Techniques New Concepts Conclusion
Spin-Light Polarimetry
Small asymmetry and large deposited power
• Asymmetries of 10−5 are routinely measured by JLab PV
experiments (Qweak: 10−5 in 1 second), 1% statistical
precision in order of minutes
• Systematic uncertainty below 1%, dominated by
bremsstrahlung background dilution
• Large deposited power is challenging for high current and high
energy beams
THAF1134: “Spin-Light Polarimetry at the EIC,” Dipangkar
Dutta, Thursday 10:00
24
Requirements Techniques New Concepts Conclusion
Atomic Hydrogen Polarimetry
Møller polarimetry
• 300 mK cold atomic H
• 8 T solenoid trap
• 3 · 1016 atoms/cm2
• 3 · 1015−17 atoms/cm3
• 100% polarization of e in
the atomic hydrogen
Advantages
• High beam currents
• No Levchuk effect
• Non-invasive, continuous
Reference: E. Chudakov, V. Luppov, IEEE Trans. on Nucl. Sc.
51, 1533 (2004).
25
Requirements Techniques New Concepts Conclusion
Atomic Hydrogen Polarimetry: 100% e Polarization
Hyperfine Splitting in Magnetic Field
• Force (−µ · B) will pull
|a and |b into field
• Energy splitting of ∆E = 2µB:
↑ / ↓= exp(−∆E/kT) ≈ 10−14
• Low energy states with |sesp :
• |d = |↑⇑
• |c = cos θ |↑⇓ + sin θ |↓⇑
• |b = |↓⇓
• |a = cos θ |↓⇑ − sin θ |↑⇓
• with sin θ ≈ 0.00035
• Pe(↓) ≈ 1 with only 105 dilution
from |↑⇓ in |a at B = 8 T
• Pp(⇑) ≈ 0.06 because 53% |a
and 47% |b
26
Requirements Techniques New Concepts Conclusion
Atomic Hydrogen Polarimetry: Projected Uncertainties
Projected Systematic Uncertainties ∆Pe
Source Fe-foil Hydrogen
Target polarization 0.63% 0.01%
Analyzing power 0.30% 0.10%
Levchuk effect 0.50% 0.00%
Deadtime 0.30% 0.10%
Background 0.30% 0.10%
Other 0.30% 0.00%
Unknown unknowns 0.00% 0.30%(?)
Total 1.0% 0.35%
• Big question: how will high current beam impact the stored
hydrogen? depolarization. . .
27
Requirements Techniques New Concepts Conclusion
Outline
Polarization Precision Requirements
Overview of Electron Polarimetry Techniques
New Concepts in Electron Polarimetry
Conclusion
28
Requirements Techniques New Concepts Conclusion
Polarization Measurements
Questions for accelerator experts to consider
• Does the polarization vary from bunch to bunch?
• Yes → was done at HERA, but needs a concept to measure
this in an ERL
• No → similar to current JLab setup, measure the mean of all
bunches
• Do the bunches have a polarization profile (transverse,
longitudinal)?
• Yes → how do we even measure this?
• No → similar to current JLab setup, measure a mean over the
entire bunch
29
Requirements Techniques New Concepts Conclusion
Conclusion
Importance of sub-1% electron polarimetry at the EIC
• Redundant and precise electron polarimetry necessary for
QCD, certainly for physics beyond the Standard Model
Various approaches well-tested
• Mott and Møller polarimetry: injector and fixed target,
absolute precision
• Møller polarimetry: injector and fixed targets
• Compton polarimetry: high-power cavity or single-pass laser,
simultaneous electron/photon detection
30
Requirements Techniques New Concepts Conclusion
Conclusion
Compton polarimetry efforts for EIC
• Single-pass laser (“HERA-like”) at interaction region (BNL)
• High gain cavity (“JLab-like”) in magnetic chicane (JLab)
New approaches to keep an eye on
• Spin-light polarimeter: challenging measurement, large power
synchrotron power deposit
• Atomic hydrogen Møller polarimetry: promising R&D project,
beam current may be too high
Thanks to Elke Aschenauer, Dave Gaskell, Marty McHugh,
Amrendra Narayan for figures.
31

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Sub-Percent Electron Polarimetry for the EIC

  • 1. Requirements Techniques New Concepts Conclusion Sub-Percent Electron Polarimetry for the EIC Wouter Deconinck College of William & Mary (Supported by the NSF under Grant No. PHY-1206053) International Workshop on Accelerator Science and Technology for Electron-Ion Collider 2014 March 19, 2014 1
  • 2. Requirements Techniques New Concepts Conclusion Outline Polarization Precision Requirements Overview of Electron Polarimetry Techniques New Concepts in Electron Polarimetry Conclusion 2
  • 3. Requirements Techniques New Concepts Conclusion Outline Polarization Precision Requirements Luminosity Measurements Overview of Electron Polarimetry Techniques New Concepts in Electron Polarimetry Conclusion 3
  • 4. Requirements Techniques New Concepts Conclusion Polarization The need for polarized electron and nucleon beams • New frontiers in QCD: • Correlations of nucleon spin with confined sea quark and gluons • Spin-dependent structure functions gp 1 (x, Q2 ) • Access to generalized parton distributions H and E • Fundamental symmetries at the intensity frontier • Not achievable at any existing or other proposed facility 4
  • 5. Requirements Techniques New Concepts Conclusion Polarization The need for polarized electron and nucleon beams • New frontiers in QCD: • Correlations of nucleon spin with confined sea quark and gluons • Spin-dependent structure functions gp 1 (x, Q2 ) • Access to generalized parton distributions H and E • Fundamental symmetries at the intensity frontier • Not achievable at any existing or other proposed facility 4
  • 6. Requirements Techniques New Concepts Conclusion Polarization Relevant design parameters • High luminosities of ≈ 1033−34 cm−2s−1 • High beam electron polarization ≈ 80% as injected (no reliance on Sokolov-Ternov build-up) • Longitudinal electron polarization at interaction point, alternating for different bunches • Variable center of mass energy from 20–100 GeV, even up to 150 GeV • Possibility of multiple interaction regions, separated by spin precession • Strictest requirements on electron polarimetry from fundamental symmetries program: significantly better than 1%, expected precision at 0.5% 5
  • 7. Requirements Techniques New Concepts Conclusion Coupling of Polarization and Luminosity Luminosity measurements • Use bremsstrahlung ep → epγ as reference process • Normally only γ are measured • Reached 1-2% uncertainty at HERA using this method Spin dependence of bremsstrahlung • Bremsstrahlung cross section for polarized beam: σ = σ0(1 + aPePp) • Measured polarizations may limit precision of absolute and relative Luminosity measurements • Also will need to measure correlation between bunch current and polarization 6
  • 8. Requirements Techniques New Concepts Conclusion Outline Polarization Precision Requirements Overview of Electron Polarimetry Techniques Mott Polarimetry Møller Polarimetry Compton Polarimetry New Concepts in Electron Polarimetry Conclusion 7
  • 9. Requirements Techniques New Concepts Conclusion Electron Beam Polarimetry Techniques Mott polarimetry: e + A → e + A • Transverse spin-orbit coupling in high-Z elements • Limited to low energies in the injector, few MeV Møller polarimetry: e + e(Fe) → e + e • Scattering off atomic electrons in magnetized iron foil • Limited to separate, low current running (I ≈ 1 µA at JLab) Compton polarimetry: e + γ → e + γ • Compton scattering of electrons from circularly polarized laser • Continuous, non-destructive, high precision measurements 8
  • 10. Requirements Techniques New Concepts Conclusion Mott Polarimetry Jefferson Lab’s 5 MeV Mott Polarimeter • Located in injector, set spin launch angle for end stations • Measures transverse polarization at low energies (3–8 MeV) • Polarization P and normal to scattering plane n • Scattering cross section σ = σ0(1 + S(θ) P · n), depends on Sherman function S(θ), up-down asymmetry AUD ∝ S(θ) P 9
  • 11. Requirements Techniques New Concepts Conclusion Mott Polarimetry Jefferson Lab’s 5 MeV Mott Polarimeter • Located in injector, set spin launch angle for end stations • Measures transverse polarization at low energies (3–8 MeV) • Polarization P and normal to scattering plane n • Scattering cross section σ = σ0(1 + S(θ) P · n), depends on Sherman function S(θ), up-down asymmetry AUD ∝ S(θ) P 9
  • 12. Requirements Techniques New Concepts Conclusion Mott Polarimetry Systematic uncertainties • Limited by knowledge of effective Sherman function • Contribution of 1.1% systematic uncertainty • Improvements are currently being made: • Reduction of backgrounds (e.g. scatter from beam dump behind Au target) • Improvements to theoretical description of Mott scattering • Better Geant4 modeling incorporating the theoretical modeling • Technique should allow for increased precision THAF1131: “Precision Tests of Mott Polarimetry in the MeV Energy Range,” Joe Grames, Thursday 08:30 10
  • 13. Requirements Techniques New Concepts Conclusion Møller Polarimetry: JLab JLab Hall C Møller • High-field brute-force polarized pure iron foils in saturation • Less sensitive to iron properties (Hall A adopted similar setup) • No need to measure target polarization, calculation sufficient • Bremsstrahlung background • Coincidence detection • Movable collimator system • Lead-glass total absorption detectors 11
  • 14. Requirements Techniques New Concepts Conclusion Møller Polarimetry: JLab Uncertainties of JLab Hall C Møller polarimeter • Extrapolation to larger currents than Møller runs: 0.5% • Levchuk effect = scattering of internal shell electrons: 0.33% • Total systematic uncertainty of 0.85% Relevance of Mott and Møller polarimetry to EIC • Møller kicker system difficult in practice • Limited to high precision measurements at injector • Still need continuous measurements in interaction region THAF1133: “Percent-Level Polarimetry in JLab Hall C,” Dave Gaskell, Thursday 9:30 12
  • 15. Requirements Techniques New Concepts Conclusion Compton Polarimetry: HERA HERA: two electron polarimeters • TPOL: position asymmetry in back-scattered photons for transversely polarized electrons • LPOL: energy-dependent cross-section asymmetry for longitudinally polarized electrons • 27.5 GeV • Single pass • 80 m for laser • Laser analyzer • Uncertainty due to laser transport 13
  • 16. Requirements Techniques New Concepts Conclusion Compton Polarimetry: HERA HERA: two electron polarimeters • TPOL: position asymmetry in back-scattered photons for transversely polarized electrons • LPOL: energy-dependent cross-section asymmetry for longitudinally polarized electrons Polarization for stored bunches • Uncertainty 1.4% at 27.5 GeV • Beam-beam interaction • Bunch by bunch at EIC? • Single pass laser? 13
  • 17. Requirements Techniques New Concepts Conclusion Compton Polarimetry: JLab Compton polarimeter in Hall C (as used for Qweak experiment) • Beam: 150 µA at 1.165 GeV • Chicane: interaction region 57 cm below straight beam line • Laser system: 532 nm green laser • 10 W CW laser with low-gain cavity • Photons: PbWO4 scintillator in integrating mode • Electrons: Diamond strips with 200 µm pitch 14
  • 18. Requirements Techniques New Concepts Conclusion Compton Polarimetry: JLab Uncertainties for Hall C system • High current 180 µA, statistical precision easily reached • Limited by uncertainty on laser polarization intra-cavity, better than 1% THAF1132: “Percent-Level Polarimetry in JLab Hall A,” Gregg Franklin, Thursday 9:00 15
  • 19. Requirements Techniques New Concepts Conclusion Compton vs. Møller Polarimetry Compton-Møller-Compton in Hall C • Excellent agreement of two polarimeters within quoted uncertainties THAF1133: “Percent-Level Polarimetry in JLab Hall C,” Dave Gaskell, Thursday 9:30 16
  • 20. Requirements Techniques New Concepts Conclusion Spin Dances at Jefferson Lab Changing spin rotation in injector’s Wien filters • Excellent consistency, better than 1% • No full spin dance across the halls has been performed since the Hall C Compton was installed 17
  • 21. Requirements Techniques New Concepts Conclusion Compton vs. Møller Polarimetry Projections Møller Polarimetry • ee → ee (magnetized Fe) • Low current because temperature induces demagnetization • High asymmetry but low target polarization • Levchuk effect: scattering off internal shell electrons • Intermittent measurements at different beam conditions • Total systematics ∼ 0.65% Compton Polarimetry • eγ → eγ (polarized laser) • Detection e and/or γ • Only when beam energy above few hundred MeV • High photon polarization but low asymmetry • Total systematics ∼ 0.5% • laser polarization • detector linearity 18
  • 22. Requirements Techniques New Concepts Conclusion Outline Polarization Precision Requirements Overview of Electron Polarimetry Techniques New Concepts in Electron Polarimetry Spin-Light Polarimetry Atomic Hydrogen Møller Polarimetry Conclusion 19
  • 23. Requirements Techniques New Concepts Conclusion Spin-Light Polarimetry Spin-dependence in synchrotron radiation • Synchrotron light emitted in forward boosted direction ∝ γ4 • Sokolov-Ternov: spin-dependence in synchrotron light emission (including a no-spin-flip term and a spin-flip term) Concept for polarimeter • Detect the spin dependence in differential ion chamber • Sensitivity of differential ion chamber to spatial asymmetry 20
  • 24. Requirements Techniques New Concepts Conclusion Spin-Light Polarimetry Introduce 3-magnet wiggler to induce radiation • Radiated power for transversely polarized beam: different from unpolarized beam • Radiated power for longitudinally polarized beam: different above and below the orbital plane 21
  • 25. Requirements Techniques New Concepts Conclusion Spin-Light Polarimetry Conceptual design 22
  • 26. Requirements Techniques New Concepts Conclusion Spin-Light Polarimetry Calculated and simulated spectrum and asymmetry • Red: polarization independent background • Blue: spin-dependent “spin light”, 4–5 orders of magnitude suppressed 23
  • 27. Requirements Techniques New Concepts Conclusion Spin-Light Polarimetry Small asymmetry and large deposited power • Asymmetries of 10−5 are routinely measured by JLab PV experiments (Qweak: 10−5 in 1 second), 1% statistical precision in order of minutes • Systematic uncertainty below 1%, dominated by bremsstrahlung background dilution • Large deposited power is challenging for high current and high energy beams THAF1134: “Spin-Light Polarimetry at the EIC,” Dipangkar Dutta, Thursday 10:00 24
  • 28. Requirements Techniques New Concepts Conclusion Atomic Hydrogen Polarimetry Møller polarimetry • 300 mK cold atomic H • 8 T solenoid trap • 3 · 1016 atoms/cm2 • 3 · 1015−17 atoms/cm3 • 100% polarization of e in the atomic hydrogen Advantages • High beam currents • No Levchuk effect • Non-invasive, continuous Reference: E. Chudakov, V. Luppov, IEEE Trans. on Nucl. Sc. 51, 1533 (2004). 25
  • 29. Requirements Techniques New Concepts Conclusion Atomic Hydrogen Polarimetry: 100% e Polarization Hyperfine Splitting in Magnetic Field • Force (−µ · B) will pull |a and |b into field • Energy splitting of ∆E = 2µB: ↑ / ↓= exp(−∆E/kT) ≈ 10−14 • Low energy states with |sesp : • |d = |↑⇑ • |c = cos θ |↑⇓ + sin θ |↓⇑ • |b = |↓⇓ • |a = cos θ |↓⇑ − sin θ |↑⇓ • with sin θ ≈ 0.00035 • Pe(↓) ≈ 1 with only 105 dilution from |↑⇓ in |a at B = 8 T • Pp(⇑) ≈ 0.06 because 53% |a and 47% |b 26
  • 30. Requirements Techniques New Concepts Conclusion Atomic Hydrogen Polarimetry: Projected Uncertainties Projected Systematic Uncertainties ∆Pe Source Fe-foil Hydrogen Target polarization 0.63% 0.01% Analyzing power 0.30% 0.10% Levchuk effect 0.50% 0.00% Deadtime 0.30% 0.10% Background 0.30% 0.10% Other 0.30% 0.00% Unknown unknowns 0.00% 0.30%(?) Total 1.0% 0.35% • Big question: how will high current beam impact the stored hydrogen? depolarization. . . 27
  • 31. Requirements Techniques New Concepts Conclusion Outline Polarization Precision Requirements Overview of Electron Polarimetry Techniques New Concepts in Electron Polarimetry Conclusion 28
  • 32. Requirements Techniques New Concepts Conclusion Polarization Measurements Questions for accelerator experts to consider • Does the polarization vary from bunch to bunch? • Yes → was done at HERA, but needs a concept to measure this in an ERL • No → similar to current JLab setup, measure the mean of all bunches • Do the bunches have a polarization profile (transverse, longitudinal)? • Yes → how do we even measure this? • No → similar to current JLab setup, measure a mean over the entire bunch 29
  • 33. Requirements Techniques New Concepts Conclusion Conclusion Importance of sub-1% electron polarimetry at the EIC • Redundant and precise electron polarimetry necessary for QCD, certainly for physics beyond the Standard Model Various approaches well-tested • Mott and Møller polarimetry: injector and fixed target, absolute precision • Møller polarimetry: injector and fixed targets • Compton polarimetry: high-power cavity or single-pass laser, simultaneous electron/photon detection 30
  • 34. Requirements Techniques New Concepts Conclusion Conclusion Compton polarimetry efforts for EIC • Single-pass laser (“HERA-like”) at interaction region (BNL) • High gain cavity (“JLab-like”) in magnetic chicane (JLab) New approaches to keep an eye on • Spin-light polarimeter: challenging measurement, large power synchrotron power deposit • Atomic hydrogen Møller polarimetry: promising R&D project, beam current may be too high Thanks to Elke Aschenauer, Dave Gaskell, Marty McHugh, Amrendra Narayan for figures. 31