experience with van der meer scans to measure (absolute ... · star reconstructed vertex during a...
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Experience with Van der Meer scans to measure (absolute)
luminosity at RHIC
Angelika Drees, C-AD
The Method
Some examples
… it all depends
EICUG IR Working Group meeting Feb. 15 2019
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What are Vernier Scans?
Van-der-Meer Scans or Vernier Scans are done by stepwise sweeping one beam across the other while measuring collision rates as a function of beam displacement. This is done in both planes.
Needed basic instrumentation: the ZDCs or other collision monitors (BBC ...) at the various IRs, corrector magnet control to apply 4-bumps at IR, DX Beam Position Monitors (BPM) and beam current measurements from Wall Current Monitor (WCM) or DCCTs.
A Gauss function is fitted to the result yielding the maximum rates (R
xmax, R
ymax ) the location of the maximums (x
max, y
max ) and
the effective beam overlap widths (x,
y ) in both planes.
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The Method
STAR reconstructed vertex during a horizontal scan in 2000 (arbitrary offset added to adjust both data sets).
Sweeping blue or yellow beam
Stepsize: 100-500 m
approx. 2 min./point
good agreement with STAR data
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Method: IR bumps (in RHIC)
Triplet withskew quads
DX BPMs
Hcorr Hcorr
Vernier (or Van der Meer) scans can cause backgrounds Different optics (*) or energy requires different scan setup. Only one beam is moved per scan
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do both planes (varying order)approx. 30 min. / scanfit Gauss function to data (1st order)reasonable χ2/ndfget fit parameters to calculate luminosity and cross section
(BBC)
= Rmax 2x
yk
b/f
rev
x
y : horz./vert. profiles
kb
: number of bunches
frev
: revolution frequency
Rmax
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Fit-Function: not necessarily a simple Gauss
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Correction example: Fill Pattern
With 55 bunches (and 60 bunch pattern) this is 9% (5 out of 55) at all IPs except IR8 and IR2 (Au-Au) or IR4 and IR10 (pp). Correction varies from fill to fill slightly.
Total beam current has to be corrected for actual colliding pairs of bunches at the IRs.
gap
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21360.97
21610.90
22770.90
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HI: bunched vs. debunched beam (UU2012)
Rebucketing example:Debunched or just gain change?WCM gain changes during stores
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HI: WCM correction for debunched beam and gain changes (dashed lines)
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Transverse coupling and Model Corrections
meas. vs. model (set) used for consistency check and systematic error
“cross talk”, i.e.movement in v-plane while moving in h-plane, is corrected for
15 m
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BPM precision/resolution
DX BPMS: type2Dual planeSmall aperture
Absolute error (if needed) dependsOn equipment
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BPM repeatability
15 BPM readings areaveraged at everystep (15 x 4 = 60 s)
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Ring-Ring coupling
60 m
Fixed ring
Moving ring: +/- 1 mm
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R=√1+(σzσx
tan φ )2
Correction for crossing angles:
tan : ½ cross. anglez: long. bunch profile 1m (avg.)x: horiz. bunch profile 360 m (avg.)
tan = 0.1 mrad R=1.01tan = 0.2 mrad R=1.04tan = 0.5 mrad R=1.20
tan = 0.04 mrad
tan = 0.01 mrad
Data taken after vernier scan (no transv. offsets)Adjusted by 0.-0.4 mm to cross at 0/0 -> uncertainty of 0.1 mrad
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Accidental collision rate correction
Accidental collision rate correction depends on species and detector specifics (like dead time)
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Example for error analysis
In short: achievable accuracy depends strongly on specifics such as instrumentation, lattice (beta*, hour-glass), bunch length, bunch size, species (beam-beam), number of scans etc.
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Example: 2013 pp@255GeV