E-164 E-162 Collaboration: and E-164+X:

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Presentation transcript:

E-164 E-162 Collaboration: and E-164+X: Presented by Patrick Muggli E-162 Collaboration: F.-J. Decker, M. J. Hogan, R. Iverson, C. O’Connell, P. Raimondi, R.H. Siemann, D. Walz Stanford Linear Accelerator Center B. Blue, C. E. Clayton, C. Huang, C. Joshi, K. A. Marsh, W. B. Mori University of California, Los Angeles T. Katsouleas, S. Lee, P. Muggli University of Southern California and E-164+X: + C. Barnes, P. Emma, P. Krejcik, D. Johnson, W. Lu, E. Oz

OUTLINE • Past year: -E-162, PWFA with long e-, e+ bunches: sz≈700 µm • Next year: -E-164 PWFA with short e- bunches: sz≈100 µm • 5+ years: -E-164 PWFA with ultra-short e- bunches: sz≈20 µm -Long term ideas Work supported by USDoE #DE-FG03-92ER40745, DE-AC03-76SF00515, #DE-FG03-98DP00211, #DE-FG03-92ER40727, NSF #ECS-9632735, NSF #DMS-9722121.

PLASMA WAKEFIELD EXPERIMENT @ SLAC 3 km for 50 GeV e- and e+ 1 m for 1 GeV? 3 km e-/e+ LINAC Final Focus Test Beam

PLASMA WAKEFIELD (e-) - + electron beam Accelerating Decelerating (Ez) Focusing (Er) Defocusing • Plasma wave/wake excited by a relativistic particle bunch • Plasma e- expelled by space charge forces => energy loss, focusing (ion channel formation rc≈(nb/ne)1/2sr) • Plasma e- rush back on axis => energy gain • Linear scaling: ≈ 1/sz2 @ kpesz≈√2 • Plasma Wakefield Accelerator (PWFA) = Transformer Booster for high energy accelerator

EXPERIMENTAL SET UP E-157: E-162: e-,e+ IP0: IP2: sz=0.6 mm E=28.5 GeV Ionizing Laser Pulse (193 nm) Li Plasma ne≈21014 cm-3 L≈1.4 m Cherenkov Radiator Streak Camera (1ps resolution) Bending Magnet X-Ray Diagnostic Optical Transition Radiators Dump ∫Cdt Quadrupoles Imaging Spectrometer 25 m IP0: IP2: • Optical Transition Radiation (OTR) • CHERENKOV (aerogel) E-157: y,E x y,E x E-162: y x y x - 1:1 imaging, spatial resolution <9 µm - Spatial resolution ≈100 µm - Energy resolution ≈30 MeV - Time resolution: ≈1 ps

OTR Images ≈1m downstream from plasma CHANNELING OF e- OTR Images ≈1m downstream from plasma Envelope equation: In an ion channel: Beam-plasma matching: Not matched • ne, matched =2.51014 cm-3 • s insensitive to ne at matching, stabilize hose instability • Channeling of the beam over 1.4 m or >12b0

DYNAMIC FOCUSING WITHIN e- BUNCH Head • Channel Formation ß Dynamic Focusing Head • Correlated Energy Spread ß Space-Time Correlation after Energy Dispersion

DYNAMIC FOCUSING WITHIN e- BUNCH Density (x1014 cm-3) Beam Size (m)  = -3.5  = -2.8  = -2.1  = -1.4  = -0.7  = 0  = 0.7  = 1.4  = 2.1  = 2.8  = 3.5  = 4.2 = Blowout = Head = Middle • Different t or z bunch slices experience a different number of betatron oscillations C. O’Connell et al., PRST-AB (2002)

e- & e+ BEAM NEUTRALIZATION 3-D QuickPIC simulations, plasma e- density: e- e+ sr=35 µm sr=700 µm N=1.81010 d=2 mm e-: ne0=21014 cm-3, c/wp=375 µm e+: ne0=21012 cm-3, c/wp=3750 µm Blow Out 3s0 beam Front Back 3s0 beam Front Back • Uniform focusing force (r,z) • Non-uniform focusing force (r,z)

FOCUSING OF e-/e+: HIGH ne • from OTR images ≈1m from plasma exit for e-: • Focusing limited by emittance growth due to plasma focusing aberrations? M.J. Hogan et al., PRL (2003)

FOCUSING OF e-/e+ e- e+ • OTR images ≈1m from plasma exit (ex≠ey) ne=0 ne≈1014 cm-3 2mm • Ideal Plasma Lens in Blow-Out Regime • Plasma Lens with Aberrations

EXPECTED ENERGY LOSS/GAIN, e- 2-D OSIRIS PIC simulation: L=1.4 m, ne=1.51014 cm-3, sz=40 µm fp=110 GHz @ ne=1.51014 cm-3 • Expected energy loss: 95 MeV (average) • Expected energy gain: 260 MeV (average), 335 MeV (peak) • Expected energy gain < incoming correlated energy spread => need time discrimination

ENERGY GAIN/LOSS AVERAGE, e- ps slice analysis results • Average energy loss (slice average): 159±40 MeV • Average energy gain (slice average): 156 ±40 MeV (≈3107 e-) • Events/particles to more than 250 MeV

ENERGY LOSS/GAIN LOW CHARGE, e+ Cerenkov images => energy spectrum Design Charge:21010 Energy Spread≈1.5% E x Low Charge: 1.21010 E x e+- beam: E 28.5 GeV N 1.21010 e+ sz 0.73 mm sr 40 µm erN 1210-5 m rad Very Little Energy Spread • Lower charge allows for better time dispersed energy measurements

ENERGY LOSS/GAIN LOW CHARGE e+ Experiment 2-D Simulation Plasma Off Front Back ne=1.81014cm-3 Loss Gain Front Back ne=1.81014cm-3 • Loss ≈ 50 MeV • Loss ≈ 45 MeV/m  1.4 m=63 MeV • Gain ≈ 75 MeV • Gain ≈ 60 MeV/m  1.4 m=84 MeV • Excellent agreement! B. Blue et al., submitted to PRL

NUMERICAL SIMULATIONS: E-164/X , e- 0.2 GV/m 4.3 43 106 • E-164X: sz=20-10 µm: >10 GV/m acceleration! (sr dependent!) • Plasma length, energy gain limited by FFTB dump line acceptance fp=2.8 THz, W=3MT/m @ ne=1017 cm-3

E-164: RIGHT NOW! Beam tuning set up Lithium plasma source OTRs at plasma entrance/exit UV-photo-ionized plasma • Goal: >1 GeV over 30 cm (4 GeV/m) • Plasma length, energy gain limited by FFTB dump line acceptance fp≈700 GHz, W=3MT/m @ ne=51015 cm-3

E-164X: BEAM-IONIZED PLASMA • Plasma source: neL limited by laser fluence and absorption • Relativistic plasma electrons=> ne > given by kpsz≈√2 ne≈1016-1017 cm-3 • Short bunch, Er≈5.210-19N/sz sr (GV/m) > tunneling field (Kyldish, ADK) Vapor pressure curves N=1010 e-, sz=sr=20 µm in Cs • Plasma density = neutral density (nf=1), easier, more stable! • Channeling+long plasma+large gradient=large energy gain!

5+ YEARS • Propagation in long field ionized plasmas, large energy gains • Stability against hose the instability • Two-bunch experiments: - wake loading (ORION) - beam quality (e, ∆E/E, ...) • ... “Pre-After-Burner”

SUMMARY • E-157/162 built a PWFA laboratory for 30 GeV beams • Wealth of important results: - Beam refraction, Muggli et al., Nature 2001 - Electrons transverse dynamics, Clayton et al., PRL 2002 - High brightness X-ray emission, Wang et al., PRL2002 - Focusing dynamics, O’Connell et al., PRSTAB 2002 - Positrons dynamic focusing, Hogan et al., PRL 2003 - Acceleration of positrons, Blue et al., submitted to PRL - Acceleration of electrons, Muggli et al., in preparation • E-164: 1 GeV energy gain over 30 cm, PWFA sz scaling law • E-164X: Ultra short bunches, ultra-high gradients in field-ionized plasmas • Two-bunch experiments, hose instability, ultra-high energy gains, after-burner.