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nanoBPMs at ATF

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Refine calibration with linear least-squares fit to other BPM measurements ... Linear least-squares fit to (x, y, x', y') at BPMs 1&3. Author Name. Date. Slide ... – PowerPoint PPT presentation

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Title: nanoBPMs at ATF


1
nanoBPMs at ATF Steve Smith ATF2
Workshop January 6, 2005 SLAC
2
Cavity BPMs
  • C-Band Cavities
  • Livermore Spaceframe
  • Hexapods
  • flexure legs
  • Dual Downconversion
  • First IF at 476 MHz
  • Second IF at 25 MHz
  • Digitize at 100 MSamples/sec

3
Algorithm
  • Digital Downconversion
  • Multiply digital waveform by complex local
    oscillator eiwt
  • Low-pass filter (currently 2.5 MHz B/W)
  • Sample complex amplitude of position cavity at
    peak
  • Divide by complex amplitude from reference cavity
  • Scale by calibration constants
  • Refine calibration with linear least-squares fit
    to other BPM measurements
  • Removes rotations, calibration errors.

4
Data Raw Demodulated
5
Calibration
  • Move BPM more than beam jitters
  • Estimate scale, phase
  • Doesnt use information from other BPMs

6
Does calibration work in presence of beam jitter?
  • Look at same calibration data
  • Use other BPMs to remove beam jitter

7
Fits to Calibration Data, All BPMs
8
Measurement
  • Predict Y2
  • Linear least-squares fit to (x, y, x, y) at
    BPMs 13

9
Preliminary Resolution
  • s 20 nm
  • Individual BPM resolution is better, this is
    measurement prediction from 2 other BPMs
  • Calibration scale is clearly off by 20

10
Move BPM in 1 mm Steps
11
X Resolution
12
Anticipated Improvements
  • Analysis improvements
  • Adjust cavity parameters
  • Frequency
  • Decay constant
  • Optimize algorithm
  • Filter bandwidth may be reduced gt improve
    statistical power
  • Optimize measurement sample time
  • Investigate handling of saturated pulses
  • Is saturation handled properly in this algorithm?
  • Are there non-linearities apparent at large
    amplitudes?
  • Potential Physical improvements
  • Lock Local Oscillators to accelerator RF
  • Improve understanding, operation of movers

13
Exercise BPM Movers
  • Y2 is a little low
  • Move Y2 up 1 mm
  • Oops, wrong way
  • Go up 2 mm
  • What happens during the move?
  • 40 mm excursions(!) in process of making 1 mm
    move
  • Why is resolution worse after the move?
  • s40 nm, was 20nm
  • BPM rotated during move? No

14
Conclusions
  • Resolution is not difficult
  • 20 nm, should get better with optimized analysis
  • Demonstrating resolution is hard
  • Must beat beam jitter, drifts
  • Stability looks good, but is poorly studied so
    far.
  • Implemented system should be able to prove BPM
    capabilities
  • Redundancy?
  • Movers?

15
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