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#3205 Summary 6 th Nov 2012

#3205 Summary 6 th Nov 2012. Studying beam instabilities along bunch train 3 observables INJ-BPM-01 fast bunch electronics INJ FCUP-01 Laser pulse power.

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#3205 Summary 6 th Nov 2012

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  1. #3205 Summary 6th Nov 2012 • Studying beam instabilities along bunch train • 3 observables • INJ-BPM-01 fast bunch electronics • INJ FCUP-01 • Laser pulse power. • Laser pulse power is measured via a photodiode + splitter located downstream of the pockels cells (for macro pulse selection + burst generator), and the frequency doubler, but UPSTREAM of the attenuator. • Vary the laser attenuation to see how each observable changes (this will not affect the laser pulse train). • Change rep rate to 1 Hz to get simultaneous observables from a single train. • Studying transients vs solenoid, corrector strengths, laser spot position. • Key finding: The 6 MHz seen in October ‘12 data is not present now. This is the first shift since the commissioning break when the PI laser was adjusted to produce higher pulse power. • NB. Calculation of BPM y position in the software was still initially incorrect on this shift in the saved BPM files in the root shift folder. • The data has been reprocessed to correct this and the corrected data is at \\Dlfiles03\alice\Work\2012\11\06\Shift 2\newdata3762 • The data on these slides uses the corrected data.

  2. INJ-BPM-01 fast bunch electronics RAW DATA x y charge 15 pC 21 pC 30 pC 43 pC 60 pC Note significant droop in all 3 observables Small transient at start of train

  3. Frequency Content, Pre-Processing • Take bunches 100 bunches to 1000 to avoid early transient and later droop • As always, subtract mean from data. • For the CHARGE observable subtract the mean AND normalise by the mean, so that it can be compared the fcup/PI laser traces

  4. BPM frequency content, 0 – 1 MHz Strong 300 kHz 100 kHz not obviously apparent Norrmalised the x,y DFT so that the amplitudes are in mm

  5. BPM frequency content, 0 – 8 MHz NO 6MHz

  6. Faraday Cup Fourier Analysis • FCUP taken at 15 pC, 21 pC, 30 pC, 43 pC, 60 pC, simultaneously with the BPM shots on previous slides (use rep rate 1 Hz) • Scope records at 10 Gs/sec = 0.1 ns data spacing • Take 1 in every 10 data points  effectively 1 Gs/sec = 1 ns data spacing • Take the same portion of the train 100 1000 bunches == 6  60 μs • Subtract the ‘background’ • Subtract the mean FCUP voltage and normalise on the mean • Take DFT

  7. FCUP 60 pC example fcup after background subtraction (volts vs time) 6-60 μs (y – <y>)/<y>

  8. FCUP 60 pC example • After pre-processing described on previous slide, then compute Fourier DFT for different frequency ranges 16 MHz + harmonics = bunch frequency 300 kHz not seen lowest frequency is probably slope of data (slope still present even with background subtraction)

  9. F-cup Fourier 15 pC 21 pC 30 pC 43 pC 60 pC

  10. PI laser trace • PI laser trace taken at 15 pC, 21 pC, 30 pC, 43 pC, 60 pC, simultaneously with the BPM shots on previous slides (use rep rate 1 Hz) • Take ALL data points (do not do 1/10 sampling like for FCUP). 10 Gsamples/sec = 0.1 ns data spacing • No other filtering/binning performed i.e. maximum information retained. • Once more take 6-60 μs and compute fourier of (y-<y>)/<y> • Remember PI laser power is measured downstream of frequency doubler (green laser), but upstream of attenuation

  11. PI Laser Fourier 15 pC 21 pC 30 pC 43 pC 60 pC

  12. F-cup Fourier

  13. BPM sumV frequency content, 0 – 1 MHz

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