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SPPS, Beam stability and pulse-to-pulse jitter

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Zeuthen Workshop on Start-to-End Simulations of X-ray FEL s SPPS, Beam stability and pulse-to-pulse jitter Patrick Krejcik For the SPPS collaboration – PowerPoint PPT presentation

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Title: SPPS, Beam stability and pulse-to-pulse jitter


1
SPPS, Beam stability and pulse-to-pulse jitter
Zeuthen Workshop on Start-to-End Simulations of
X-ray FELs
  • Patrick Krejcik
  • For the SPPS collaboration

August 18-22, 2003
2
Long term stability dominated by RF phase drifts
Measurement of the phase variations between two
adjacent linac sectors over a period of several
days
Measurement of phase variations seen along the
linac main drive line over a period of several
days.
3
0.5 deg. S-band klystron phase variation over
several minutes
Phase variations measured at the PAD of a single
klystron over a period of minutes. Each point is
an average over 32 beam pulses.
4
Machine Feedback Systems
  • Low level RF compensation of drifts
  • Only as good as phase reference system
  • Low noise master oscillator
  • Reference phase distribution system must also be
    free of drifts.
  • Interferometric stabilization of a long phase
    reference line against low frequency drifts
    introduces noise at higher frequencies

5
Pulse-to-pulse jitter
  • Cannot be corrected by feedback
  • Machine needs to meet XFEL stability requirements
    for long enough to allow beam tuning and
    feedbacks to work

6
Klystron phase stable to lt0.1 deg. S-band over
10 sec.
Pulse-to-pulse phase variations, and histogram,
measured at PAD of a single klystron shows
0.07-degree S-band rms variation over 17 seconds.
Pulse-to-pulse relative amplitude variations
measured at the PAD of a single klystron shows
0.06 rms variation over 2 sec (horizontal axis
is in 1/30-sec ticks).
7
Beam based jitter measurements
8
Linac orbit jitter dependance on BNS phase
0 deg. (on crest)
-10 deg. (opposite phase to optimum BNS damping)
SPPS 3 nC charge per bunch
9
SPPS Charge jitter 0.023 rms
10
Beam Based Measurement of Relative Phase Jitter
Between Bunch and the Transverse Deflecting Cavity
Phase deviations calculated from transverse kick
measured by fitting BPM orbit downstream of cavity
11
Chicane BPM for energy measurement
9 GeV
Max dispersion 45 cm
LB1.80 m B1.60 T
BPM Prof. Monitor
s
SPPS
LT14.3 m
12
SPPS chicane energy jitter
13
Incoming orbit jitter in the chicane25 microns
rms
14
Beam-Based Feedback Systems
  • Orbit steering in linac, undulator launch etc
  • Respond with fast steering correctors
  • Beam energy measured at BPM in high dispersion
    region in chicanes, undulator dog leg.
  • Correct with two klystrons with opposing phases
    so there is no net phase change

f
-f
15
Energy feedback at chicane responding to a step
energy change
Klystron on
Klystron off
Energy measured at a dispersive BPM, Actuator is
a pair of klystron phase shifters
16
Energy jitter from chicane feedback system
5.6 MeV rms 0.06
17
Pulse-to-pulse jitter estimates based on machine
stability
P. Emma
  • linac ?phase? 0.1 deg-S rms
  • linac ?voltage? 0.1 rms
  • DR phase 0.5 deg-S rms
  • Charge jitter of 2 rms

18
Far-Infrared Detection of Wakefields from
Ultra-Short Bunches
Shortest bunch in FFTB with slight
over-compression in linac
foil
LINAC
Wakefield diffraction radiation wavelength
comparable to bunch length
FFTB
pyrometer
GADC
19
Jitter in bunch length signal over 10 seconds
10 rms
20
Bunch Length Feedback Systems
  • Needs fast, pulse-by-pulse relative bunch length
    measurement
  • THz radiation from bunch wakefields detected as
    diffraction radiation, transition radiation
  • THz radiation from CSR in BC and DL bends
  • Signal is monotonically increasing with
    decreasing bunch length
  • BL feedback responds by changing RF phase
    upstream of BC
  • Requires that energy is independently being held
    constant by orbit-based feedback

21
Bunch Length Feedback Systems
  • SPPS has demonstrated bunch length optimization
    with feedback
  • At 10 Hz response time 1 min.
  • Present system uses dither control
  • More sophisticated system would use THz detectors
    with different BWs to normalise signal without
    dithering
  • Multiple bunch compressors require independent
    monitoring and control

22
Dither feedback control of bunch length
minimization L. Hendrickson
Bunch length monitor response
Feedback correction signal
ping
optimum
Linac phase
Dither time steps of 10 seconds
23
Bunch arrival timing jitter
  • Synchronisation of electron bunch (linac RF) with
    laser for user experiments
  • Coarse timing wrt RF bucket
  • Sub picosecond (femtosecond!?) synchronisation
  • Time-stamping each bunch

24
OTR Layout
OTR Screen
mirror
OTR light also provides timing signal for RF
synchronisation with experimental laser
Photodiode
Pyrometer
25
Laser timing compared to OTR
26
Electro optic sampling with chirped laser pulse
BW limited pulse
Short chirp
Long chirp
Spectral profiles
Temporal profile
Timing jitter moves centroid of spectrum
27
Stability of the x-ray beam
28
Undulator launch feedback rms angle jitter 5
microradians
29
SPPS X-ray jitter, seen at the end of the
monochromator
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