Cavity Field Maps (TESLA & 3 rd Harmonic Cavity) Undulator Wakes Estimation of CSR Effects for FLASH2HGHG.

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Presentation transcript:

Cavity Field Maps (TESLA & 3 rd Harmonic Cavity) Undulator Wakes Estimation of CSR Effects for FLASH2HGHG

Cavity Field Maps (TESLA & 3 rd Harmonic Cavity) 3D field map files for ASTRA in E3D format TESLA field maps files are available on home page more info (= discrete coupler kicks) in: 3 rd harmonic cavity new calculations from E. Gjonai (DG, 2 nd and 3 rd order)

origin: in the middle of cell 5 (= middle of cavity) files: E3D_3_9GHz-2order.dat E3D_3_9GHz-3order.dat E3D_3_9GHz-2order_yrot.dat E3D_3_9GHz-3order_yrot.dat 2 nd order, orientation 1 3 rd order 2 nd order, orientation 2 3 rd order mesh: x/m from to with stepwidth/m = y/m z/m in 2060 steps orientation: discrete coupler kicks: see document

Undulator Wakes matlab function for longitudinal wake of undulator function [ Kern ] = kern_undulator( xy_param,z_param,du,nu1,nu2,gamma,lambda_u,K ) calculates kernel function for undulator trajectory for finite and infinite undulator, local or periode-averaged (only for infinite undulator), 1d beam or cross-section averaged, on axis or offset (for 1d beam) it calculates wake kernel for longitudinal field: “space charge” contribution is excluded by approach period averaged: it is essentially tail  head interaction but: for 3d and/or offset, there is a head  tail contribution as for all 1d CSR models: rigid bunch approximation !!! !!!

files and docu:  undulator_docu.ppt (definition, docu & examples) Two Methods for the Calculation of CSR Fields (TESLA-FEL ) kern_undulator.mMatlab example1.mexample conv_fft.mconvolution example:bunch 1:bunch 2:

FLASH, SEEDING undulator bunch 1 (0.5 nC), coarse du = 1 µm, fine du = 0.25 µm bunch 2 (0.1 nC, modulated), du = µm, Nsigma = 4, Nstep = 25 bunch 2 (0.1 nC, modulated), du = µm bunch 2 (0.1 nC, modulated), du = µm, (Nsigma = 3, Nstep = 13) infinite undulator, periodic wake, Nav= 250

Estimation of CSR Effects for FLASH2HGHG beam: energy ~ 1 GeV current ~ 1 kA slice energy spread ~ 0.15 MeV modulation wavelength ~ 266 nm modulation amplitude ~ 0.75 MeV sigma_x (before chicane) ~ 110 um norm. hor. slice emittance ~ 0.6 um norm. vert. slice emittance ~ 0.7 um chicane:magnet length = 0.1 m drift length = 0.5 m middle drift = 0.2 m curvature radius (in magnets) ~ 14.5 m R56 ~ 53 um

some estimations: charge in one wavelength half of that charge can be compressed rms length after ideal compression scaling of steady state csr of gaussian bunch rms length with smearing current spikes (1) (2) (1)  required resolution (2)  required step width  <<  (0) (3) rough estimation (3)

“steady state csr” integrated “steady state csr”

CSRtrack simulation: required resolution ~ 7 nm <<  min = r 56   /  required step width ~ 0.3 mm << R magnet  min /  x simulation of a short sub-range length = 16 um 1E6 particles gaussian profile with 6  = 16 um

without self effects  /(2r 56 )  2.5 MeV slice ~ 5 wavelength norm. hor. slice emittance = um norm. vert. slice emittance = um

with self effects  /(2r 56 )  2.5 MeV slice ~ 5 wavelength norm. hor. slice emittance = um norm. vert. slice emittance = um