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JLEIC Electron Collider Ring Design and Polarization

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Presentation on theme: "JLEIC Electron Collider Ring Design and Polarization"— Presentation transcript:

1 JLEIC Electron Collider Ring Design and Polarization
Fanglei Lin JLEIC Collaboration Meeting Fall 2016 October 5-7, 2016 F. Lin

2 Outline Electron collider design goal
Electron collider ring baseline design Electron collider ring baseline design optimization Electron collider ring new design options Electron polarization design and simulation

3 Electron Collider Design Goal
Electron beam parameters 3-10 GeV energy 3A beam current up to 6-7 GeV ~1cm bunch length small emittance < 10MW total synchrotron radiation power 70% or above polarization Longitudinal polarization at collision points with a long polarization lifetime Forward electron detection Up to two detectors Provision for correction of beam nonlinearity

4 CEBAF - Full Energy Injector
CEBAF fixed target program 5-pass recirculating SRF linac Exciting science program beyond 2025 Can be operated concurrently with the JLEIC e- collider ring Wien Filters and solenoids provide vertically polarized electron beam to the JLEIC. CEBAF will provide for JLEIC Up to 12 GeV electron beam High repetition rate (up to 1497 MHz) High polarization (>85%) Good beam quality See Jiquan Guo’s talk: Electron injection scheme from CEBAF to the collide ring

5 Transfer Line Design requirements Realization
No significant emittance growth Room for matching and diagnostic region, compression chicane if needed, a spreader step if needed PEP-II magnets (cost) Realization Utilizes PEP-II LER 156 dipoles and 68 quadrupoles Dipoles are grouped six as one in FODO cells with 120 phase advance Total length of transfer line is meters Injection scheme --- PEP-II-like design Dispersion free injection insertion Septum + DC + RF kickers Vertical injection avoiding parasitic interaction with circulating ion beams in the horizontal plane, simplifying the problem of masking the detector from particle loss during injection Courtesy of Y. Roblin

6 Electron Ring Baseline Design Layout
Circumference of m = 2 x m arcs + 2 x straights Figure-8 crossing angle 81.7 e- R=155m RF Spin rotator CCB Arc, 261.7 81.7 Forward e- detection IP Tune trombone & Straight FODOs Future 2nd IP 310 m 784 m

7 Normal Arc FODO Cell Complete FODO (Each arc has 34 such normal FODO cell) Length 15.2 m (arc bending radius 155 m) 2 dipoles + 2 quadrupoles + 2 sextupoles 108/108 x/y betatron phase advance Dipoles Magnetic/physical length 5.4/5.68 m Bending angle 48.9 mrad (2.8), bending radius m GeV Sagitta 3.3 cm Quadrupoles Magnetic/physical length 0.56/0.62 m -11.6 and 12.8 T/m field 10 GeV 0.58 and mm radius Sextupoles Magnetic/physical length 0.25/0.31 m -176 and 88 T/m2 field 10 GeV for chromaticity compensation only in two arcs (strengths will be determined in DA simulations) BPMs and Correctors Physical length 0.05 and 0.3 m

8 Baseline Optics Parameters
Electron beam momentum GeV/c 10 Circumference m Arc’s net bend deg 261.7 Straights’ crossing angle 81.7 Arc/straight length 754.84/322.3 Beta stars at IP *x,y cm 10/2 Detector space -3 / 3.2 Maximum horizontal / vertical  functions x,y 949/692 Maximum horizontal / vertical dispersion Dx,y 1.9 / 0 Horizontal / vertical betatron tunes x,y 45.(89) / 43.(61) Horizontal / vertical chromaticitiesx,y -149 / -123 Momentum compaction factor  2.2 10-3 Transition energy tr 21.6 Hor./ver. emittance x,y (normalized/un-normalized) µm rad 1093 / 219 (0.056/0.011)

9 Synchrotron Radiation Parameters
Beam current up to 3 A at 6.95 GeV Synchrotron radiation power is under 10 MW at high energies Beam energy GeV 3 5 6.95 9.3 10 Beam current A 1.4 0.95 0.71 Total SR power MW 0.16 2.65 Linear SR power density (arcs) kW/m 2.63 9.9 Energy loss per turn MeV 0.11 0.88 3.3 10.6 14.1 Energy spread 10-3 0.27 0.46 0.66 0.82 0.91 Transverse damping time ms 376 81 26 14 Longitudinal damping time 188 41 13 7 Normalized Emittance um 30 137 425 797 1093

10 Summary of Baseline Design
2.2km electron collider ring was design reuse of PEP-II HER magnets mostly Two arcs are composed of 15.2m long FODO cells, dispersion suppression sections and spin rotators FODO cell and dispersion suppression (PEP-II magnets) dipole 5.4m, bending angle 2.8, bending radius 110.5m, sagitta 3.3 cm, GeV, can reach GeV with only ~0.2% saturation Quadrupole 0.56m, field gradient <13 10 GeV with saturation <0.4%, gradient ~ GeV with saturation up to ~6% 108/108 x/y betatron phase advance in FODO cell Spin rotators have new dipoles, solenoids and quads 10 GeV). Straight FODO cells, tune trombone and matching sections use PEP-II 0.73m-long PEP-II quads and some new quads Chromaticity compensation block, RF sections and detector region use new dipoles and quads. Arcs contribute ~90% emittance and ~30-40% chromaticities.

11 Approaches of Reducing Emittance
All following options have been investigated Optimizing of sections, such as matching section, spin rotator, etc., to reduce the emittance contribution (30%) Pros: do not change the optics of the rest of the ring, except some particular sections Cons: ~110m additional space and 16 quads are needed Adding (dipole) damping wigglers 5 GeV) Pros: do not change the baseline design, fast damping Cons: need wigglers, more radiation power, larger energy spread (a factor of 2), high RF peak power if keep the same bunch length, not suitable at higher energies, affect the polarization lifetime Offsetting the beam in quads (~ 7 to 8 mm) in arcs (48%) Pros: do not change the baseline design Cons: larger energy spread (a factor of 2), longer (maybe) bunch length, have to center the sextupoles New magnets (instead of PEP-II magnets) ring but still FODO cell arcs (50%) Pros: small dipole bending angle results in small emittance and no sagitta issue Cons: all new magnets, large chromaticities, strong sextupoles for chromaticity compensation due to small dispersion Different types of arc cell, such as DBA, TME (> 50%) Pros: much smaller emittance comparing to the FODO cell Cons: possible more quads, stronger quads, possible larger ring, large chromaticities, efficient chromaticity compensation scheme Need combine non-linear dynamic studies

12 Optimized Optics of Matching Section
Baseline design Regular arc FODO cell: each dipole bending angle , phase advance Matching section: each dipole bending angle Optimized design: “missing magnet”-like dispersion suppressor + beta function matching Matching section dipole bending angles Regular arc bending angle 8 extra dipoles (4 FODO cells) are needed Regular arc FODO cell Spin rotator Matching section Baseline Regular arc FODO cell Spin rotator New

13 Optimized Optics of Spin Rotator
Baseline design Lattice in the two dipole sets was not optimized to have a small emittance contribution. Optimized design Lattice in the two dipole sets is optimized to a DBA-like optics, which has a smaller emittance than that in the baseline design. Baseline Dipole set 2nd sol. + decoupling quads 1st sol. + decoupling quads New Dipole set 2nd sol. + decoupling quads 1st sol. + decoupling quads

14 Normalized Horizontal Emittance (m)
10 GeV Section Normalized Horizontal Emittance (m) Baseline design Optimized design * Regular FODO cells in two arcs 476 569 Matching sections between FODO cells and spin rotators 389 6 Spin rotators 119 84 Straight with IP (CCB + Chicane) 85 Straight without IP Total 1068 745 Extra space needed (m) 111

15 Summary of Optimized Baseline Design
Optimized electron collider ring with reduced-emittance ring (for nonlinear dynamics studies) circumference of m=2x811.84m arcs + 2x280.92m straights Overall geometry of the ring does not change significantly Optimized matching and spin rotator sections, replaced CCB w/ FODO cells, reduced beta functions in BES, reduced number of straight FODO cells and phase advance Chromaticities: (H,V) = (-113, -120) In the baseline design: chromaticities: (H,V) = (-149 , -123) Geometric horizontal emittance x = GeV, energy spread p/p = 5 GeV In the baseline design: geometric horizontal emittances x = 14 5 GeV, energy spread p/p = 5 GeV Note that chromaticities and emittances may vary in different chromaticity compensation schemes See Yuri Nosochkov’s talk: Electron Collider Ring Chromatic Compensation and Dynamic Aperture

16 IP Region Optics Optimization
Baseline Design Optimized Design IP e- forward e- detection region FFQs Compton polarimetry region x(m), y(m) Dx(m) x(m), y(m) Dx(m) e- forward e- detection region FFQs Compton polarimetry region IP Shorter up- and downstream detector space: from (-3, 3.2)m down to (-2.6, 1.6)m Smaller beta functions at FFQs, resulting in smaller beam sizes Softer bends in the middle of chicane to reduce the synchrotron background to the Compton polarimetry detectors

17 New Electron Collider Ring Option I
FODO arc cell design using new magnets, same bending radius in the arc cells as the baseline design Complete electron collider ring with circumference of m = 2 x m arcs + 2 x m straights

18 New Magnet FODO Arc Cell
Arc FODO cell (Each arc has 54 such normal FODO cells) Length 11.4 m (half of ion ring arc cell) arc bending radius m (same as in the baseline) 108/108 x/y betatron phase advance Dipole Magnetic/physical length 3.6/3.88 m Bending angle 36.7 mrad (2.1), bending radius 98.2 m GeV 12 GeV) Sagitta 1.65 cm Quadrupoles Magnetic/physical length 0.56/0.62 m 17.5 T/m field 10 GeV (21 12 GeV) mm 10 GeV ( GeV) Sextupoles Magnetic/physical length 0.25/0.31 m -624 and 262 T/m2 field 10 GeV for chromaticity compensation of the whole ring 1.2 T and mm 10 GeV (1.4 T and GeV) BPMs and Correctors Physical length 0.05 and 0.3 m New Baseline

19 Comparison of e-Ring Parameters
Baseline design (FODO arc cell) w/ PEP-II magnets Optimized baseline design (FODO arc cell) w/ PEP-II magnets New design (FODO arc cell) w/ new magnets Ring circumference m 2154 2186 2182 Bending angle per arc / figure-8 crossing angle deg 261.7 / 81.7 Beta stars at IP *x,y cm 10 / 2 Hor. / ver. chromaticities x,y -149 / -123 -113 / -120 -127 / -140 Momentum compaction factor  10-3 2.2 1.9 1.1 (reduce bunch length or V_peak ) Energy 5 and 10 GeV 10-4 4.6 / 9.1 4.5 / 9.0 4.6 / 9.3 Normalized 5 and 10 GeV rad 137 / 1093 93 / 740 54 / 433 Hori. beam sizes at 5 and 10 GeV m 38 / 75 31 / 62 24 / 47 Energy loss per 5 and 10 GeV MeV 0.88 / 14.1 0.82 / 13.1 0.89 / 14.4 Total SR 5 and 10 GeV MW 2.7 / 10 2.5 / 9.2 2.7 / 10.2 Arc FODO cell length 15.2 (PEP-II cell length) 11.4 (half of ion arc cell) dipole length / sagitta m / cm 5.4 / 3.3 3.6 / 1.65 dipole bending angle / radius deg / m 2.8 / 110.5 2.1 / 98.2 quad 10 & 12 GeV m / T/m 0.56 / 13 / 15.6 0.56 / 17.5 / 21 cells per arc 42 44 58

20 New Electron Collider Ring Option II
Theoretical-Minimum-Emittance(TME)-like arc cell design using new magnets, same bending radius in the arc cells as the baseline design Complete electron collider ring with circumference of m = 2 x m arcs + 2 x m straights

21 New Magnet TME-like Arc Cell
Arc TME-like cell (Each arc has 26 such normal TME-like cells) Length 22.8 m (same as ion ring arc cell) arc bending radius m (same as in the baseline) 270/90 x/y betatron phase advance Dipole Magnetic/physical length 4.0/4.28 m Bending angle 36.7 mrad (2.1), bending radius m GeV 12 GeV) Sagitta 1.83 cm Quadrupoles Magnetic/physical length 0.56/0.62 and 1.0/1.06 m 20 T/m field 10 GeV (24 12 GeV) mm 10 GeV ( GeV) Sextupoles Magnetic/physical length 0.25/0.31 m 400 and 604 T/m2 field 10 GeV for chromaticity compensation of the whole ring 0.72 T and mm 10 GeV (0.86 T and GeV) BPMs and Correctors Physical length 0.05 and 0.25 m

22 Comparison of e-Ring Parameters
Optimized baseline design (FODO arc cell) w/ PEP-II magnets New design (FODO arc cell) w/ new magnets New design (TME arc cell) w/ new magnets Ring circumference m 2186 2182 2167 Bending angle per arc / figure-8 crossing angle deg 261.7 / 81.7 Beta stars at IP *x,y cm 10 / 2 Hor. / ver. chromaticities x,y -113 / -120 -127 / -140 -152 / -150 Momentum compaction factor  10-3 1.9 1.1 (reduce bunch length or V_peak) 0.5 (reduce bunch length or V_peak) Energy 5 and 10 GeV 10-4 4.5 / 9.0 4.6 / 9.3 4.5 / 9.1 Normalized 5 and 10 GeV rad 93 / 740 54 / 433 31 / 247 Hori. beam sizes at 5 and 10 GeV m 31 / 62 24 / 47 18 / 36 Energy loss per 5 and 10 GeV MeV 0.82 / 13.1 0.89 / 14.4 0.89 / 13.4 Total SR 5 and 10 GeV MW 2.5 / 9.2 2.7 / 10.2 2.5 / 9.5 Arc TME-like cell length 15.2 (PEP-II cell length) 11.4 (half of ion arc cell) 22.8 (ion ring arc cell) dipole length / sagitta m / cm 5.4 / 3.3 3.6 / 1.65 4.0 / 1.83 dipole bending angle / radius deg / m 2.8 / 110.5 2.1 / 98.2 2.1 / 109.1 quad 10 & 12 GeV m / T/m 0.56 / 13 / 15.6 0.56 / 17.5 / 21 0.56, 1.0 / 20 / 24 cells per arc 44 58 28

23 Electron Polarization Requirements
Major JLEIC electron complex components Polarization design requirements Electron polarization of 70% or above with sufficiently long lifetime Longitudinal polarization at IP(s) Spin flipping electron collider ring 3 – 10 GeV/c CEBAF

24 Electron Polarization Strategies
Highly vertically polarized electron beams are injected from CEBAF avoid spin decoherence, simplify spin transport from CEBAF to MEIC, alleviate the detector background Polarization is designed to be vertical in the JLEIC arc to avoid spin diffusion and longitudinal at collision points using spin rotators Universal spin rotator (fixed orbit) rotates the electron polarization from 3 to 12GeV Desired spin flipping is implemented by changing the source polarization Polarization configuration with figure-8 geometry removes electron spin tune energy dependence Significantly suppress the synchrotron sideband resonance Continuous injection of electron bunch trains from the CEBAF is considered to preserve and/or replenish the electron polarization, especially at higher energies Spin matching in some key regions is considered to further improve polarization lifetime Compton polarimeter is considered to measure the electron polarization Two long opposite polarized bunch trains (instead of alternate polarization between bunches) simplify the Compton polarimetry Empty buckets 2.1 ns 476 MHz Polarization (Up) Polarization (Down) bunch train & polarization pattern (in arcs)

25 Universal Spin Rotator (USR)
Schematic drawing of USR Solenoid decoupling & Lattice function IP Arc Half Solenoid Quad. Decoupling Insert P. Chevtsov et al., Jlab-TN Parameters of USR for JLEIC Dipole set 2nd sol. + decoup. quads 1st sol. + decoup. quads E Solenoid 1 Arc Dipole 1 Solenoid 2 Arc Dipole 2 Spin Rotation BDL GeV rad T·m 3 π/2 15.7 π/3 π/6 4.5 π/4 11.8 23.6 6 0.62 12.3 2π/3 1.91 38.2 9 π 62.8 12 24.6 4π/3 76.4

26 Electron Polarization Configuration
Unchanged polarization in two arcs by having opposite solenoid field directions in two spin rotators in the same long straight section figure-8 removes spin tune energy dependence and reduces the synchrotron sideband resonances First order spin perturbation in the solenoids for off-momentum particles vanishes with opposite longitudinal solenoid fields in the pair of spin rotators in the same long straight Sokolov-Ternov self-polarization process has a net depolarization effect, but the polarization lifetime is still large with highly-polarized injected electron beams Two polarization states coexist in the collider ring and have the same polarization degradation IP Spin Rotator e- Magnetic field Polarization Polarization orientation Arc IP Solenoid field

27 Polarization Simulation
Spin tune 5 GeV Longitudinal field spin tuning solenoid is inserted in the straight where the polarization is longitudinal. 500 particles Monte-Carlo simulation using SLICKTRACK (developed by D.P. Barber). Main field errors, quads vertical misalignment and dipole role, are introduced. Preliminary spin tracking 10 particles Monte-Carlo simulation using Zgoubi (developed by F. Meot, BNL). Initial polarization is longitudinal. Perfect machine, no errors. Optimum Spin Tune with a 3Tm solenoid Figure-8 JLEIC collider ring has no synchrotron sideband resonances ! Nasty, nasty sidebands ! Oscillation of spin components is due to the misaligned initial spin direction and invariant spin field. This can be experimentally calibrated by adjusting the spin rotator settings.

28 Continuous Injection Continuous injection (or top-off injection or trickle injection) has been applied in many modern electron storage ring light sources to maintain a constant beam current, and colliders (such as PEP-II, SuperB) to gain the average luminosity Average luminosity is always near the peak luminosity The collider looks like a “DC” accelerator allowing an improved operational consistency JLEIC considers the continuous injection of the electron beams to Obtain a high average luminosity Reach a high equilibrium polarization Note that If the beam lifetime is shorter than the polarization lifetime, continuous injection maintains the beam current and improves the polarization as well If the beam lifetime is longer than the polarization lifetime, beam lifetime has to been shorten (collimation, scraping, or reduce the dynamic aperture) From John T. Seeman, SLAC-PUB-5933, Sep. 1992 Lost or Extracted P0 (>Pt) Pt

29 Polarization w/o Cont. Injection
Averaged Pol. Time (arbitrary scale) Relative Polarization (%) Injection pattern on polarization Energy (GeV) inj (min) opt_meas (min) (Pave/Pi)max * 3 12 160 0.94 5 8 60 0.88 7 4 20 0.85 9 0.8 6 0.89 10 0.5 2.5 0.86 : Initial polarization : Injection time : Depolarization time : Measurement time

30 Polarization w Cont. Injection
Polarization w/ continuous injection Equilibrium polarization A relatively low average injected beam current of tens-of-nA level can maintain a high equilibrium polarization in the whole energy range.

31 Summary and Outlook Summary Outlook
The 2.2km baseline design of the JLEIC electron collider ring is summarized. The optimization of the electron ring baseline design to reduce the emittance is reported. Two electron collider ring design options to significantly reduce the emittance are discussed. Electron polarization design and simulation results are reported. Outlook Finish the study of chromaticity compensation schemes to help determine the electron collider ring design Perform a complete nonlinear beam dynamics study considering effect of misalignment, field errors and multipole fields, specify alignment and strength error tolerances Perform electron spin tracking to study higher-order resonances, spin effect of the detector solenoid and beam-beam effect on the spin

32 Thank You for Your Attention !

33 Back Up

34 Magnet Inventory of MEIC e-Ring
Magnet category PEP-II HER magnet New magnet Number Max. Strength Dipole 168 0.3 T 34 0.64 T Quadrupole 263 17 T/m 151 25 T/m Sextupole 104 600 T/m2(?) 32 600 T/m2 Skew quadrupole 12 2.33 T/m BPM 331 Corrector 283 0.02 T 48 MEIC (total) Dipoles: 202 Quads: 414 Sextupoles: 136 Skew quads: 12 Correctors: 331 PEP-II (total, from SuperB CDR) Dipoles: 200 Quads: 291 Sextupoles: 104 Skew quads: 12 Correctors: 283 Study of PEP-II magnets will be discussed in Tommy Hiatt’s talk.


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