2010 MQW measurement campaign and updated FIDEL LHC models
description
Transcript of 2010 MQW measurement campaign and updated FIDEL LHC models
2010 MQW measurement campaign and updated
FIDEL LHC models
P. Hagen and E. Todescomeasurements by M. Buzio, R. Chritin, J. G. Perez
beta-beating analysis by R. Tomas Garcia (BE/ABP)
May 2010
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Lessons learnt from LHC beam commissioning
o The measured β-beating after the FIDEL update of the MQW models in January 2010 demonstrated that there are STILL errors in the transfer function in the order of 1 or 2% in MQWA, much more in MQWB
o We decided to initiate a new measurement campaign measuring 2 of the 4 spare magnets in MQWA and MQWB mode
o The working assumption being that the difference in pre-cycle of series measurements vs. “as used” in LHC would be the main source of error
o The I_MIN of the MQWA power supply could change in the future due to stability issues, so we added a few extra pre-cycles in the measurements, in case we would need them
o The new measurements will be used to re-adjust, recalibrate the transfer of all 48 MQW A+B magnets in LHC|
o Use SSW measurements for fast and precise Bdl integrals
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MQWB pre-cycle
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I (A)
t (s)
Pre-cycleNo of periods 4ramp rate (A/s) 5I_MIN (A) -600t_MIN (s) 10I_MAX (A) 600t_MAX (s) 10
MQWA pre-cycles
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I (A)
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I_min
I_flat_topPre-cycle type a b c dNo of periods 4 4 4 4ramp rate (A/s) 2 2 2 2I_MIN (A) 0 20 30 35t_MIN (s) 10 10 10 10I_FLAT_TOP (A) 710 710 710 710t_FLAT_TOP (s) 10 10 10 10
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MQWA results…
SSW comparison with old series meas
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TF
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Current (A)
MQW 10 ap 1a
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Shape of TF wrt pre-cycle
I a b c d a b c d
200 0 0 0 0 -21 -21 -15 -18710 -6 -6 -6 -6 -15 -14 -14 -15
ap1 ap2
MQW 51 comparison ( new SSW minus old RC in units)
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Zoom on hysteresis
Shape in table format
I a b c d series
30 133 358 57435 111 258 369 50338 92 212 304 39440 70 187 276 34070 2 38 59 73
100 -6 6 18 12200 0 0 0 0400 -6 -11 -13 -13500 -32 -38 -38 -37561 -74 -78 -79 -80610 -164 -170 -172 -173
710 -599 -604 -606 -606
MQW 10 ap1
TF (units)I a b c d series
30 113 325 53935 92 241 348 46738 68 191 289 36940 50 152 258 32170 -2 27 47 62
100 -18 -2 4 11200 0 0 0 0400 -8 -9 -12 -10500 -35 -36 -40 -36561 -79 -80 -84 -79610 -168 -173 -176 -172710 -606 -610 -613 -609
MQW 10 ap2
TF (units)
Pre-cycle type a b c dNo of periods 4 4 4 4ramp rate (A/s) 2 2 2 2I_MIN (A) 0 20 30 35t_MIN (s) 10 10 10 10I_FLAT_TOP (A) 710 710 710 710t_FLAT_TOP (s) 10 10 10 10
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MQWA 51 shape
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MQW 51 ap 1a
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I a b c d 51 series
30 175 417 62135 147 302 433 55338 115 257 357 44140 95 220 314 399 12970 1 45 74 90
100 -14 6 21 24200 0 0 0 0 0400 -29 -27 -23 -23500 -69 -61 -60 -58561 -115 -111 -112 -109610 -213 -208 -205 -207
710 -655 -651 -649 -648 -649
TF (units)
MQW 51 ap1
I a b c d 51 series
30 136 364 55835 110 267 380 50538 75 219 323 40340 60 183 274 355 12070 -4 35 45 71
100 -13 8 8 15200 0 0 0 0 0400 -21 -20 -25 -23500 -57 -58 -64 -59561 -108 -107 -115 -110610 -203 -205 -209 -220710 -644 -643 -649 -647 -650
MQW 51 ap2
TF (units)
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MQWA measurement conclusions
o Combine series measurements with new measurements of 4 apertures with pre-cycle “B” (I_MIN=20 A)
o MQWA 51 has good match between old and new measurements for I >= 100 A
o MQWA 10 was not measured during series measurements!
o Assume MQWA 10 + MQWA 51 represent the population
o Replace hysteresis part of old transfer function with new shape (points where I < 200 A)
o No strong justification for doubting the absolute calibration of series measurements so keep the old TF geometric @ 200 A “as is” ! ?
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MQWA FiDeL 2010
fit of 2 magnets
fit of 2 magnets
fit of 2 magnets
sigma(1) 0.00053814I0(1) 766.25s(1) 4.08820840Inomref(1) 710
rho 0.00004855r 2.71513904Iinjref 40
I TF ave (u) TF sigma (u) source why
30 366 38 SSW 2010 pre-cycle35 267 26 SSW 2010 pre-cycle38 220 28 SSW 2010 pre-cycle40 186 28 SSW 2010 pre-cycle70 36 7 SSW 2010 pre-cycle
200 0 0 all by def normalisation300 0 14 RC ORIG all magnets400 -17 8 SSW 2010 extra point500 -48 13 SSW 2010 extra point561 -94 18 SSW 2010 extra point710 -631 18 RC ORIG all magnets810 -1249 17 RC ORIG all magnets
MQWA TF synthesis
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MQWA current predictions @ 450 GeV
CIRCUIT G (T/m)I (A) I (units) I (A) I (units) I (A) I (units) I (A) I (units)
RQ5.LR3 1.96 37.12 162 37.17 175 36.73 55 36.53 0RQ4.LR3 1.86 35.29 295 35.32 303 34.84 163 34.28 0RQ5.LR7 2.00 38.05 114 38.09 125 37.62 38 37.62 0RQ4.LR7 1.97 37.40 171 37.44 182 37.01 65 36.77 0
FIDEL 2008 FIDEL 2009 FIDEL 2010 TIMBER 2010
o In 2008 we had the original FIDEL parameters and they changed slightly in 2009 at injection
o First beta-beating study in 2009 showed a 3% error at injectiono Wrong pre-cycle found in Dec. 2009 and corrected. The required
corrections were reduced to 1.5% (average)o The new FIDEL 2010 (not yet used) predict a stronger residual magnetisation
in agreement with actual currents recorded in TIMBER, i.e. nominal 2009 settings plus trims to decrease the beta-beating
o The new FIDEL 2010 gives no changes at 3.5 TeV (same geometric), i.e. FIDEL 2010 are identical to FIDEL 2009 for this range of E.
Note: I (units) is wrt new 2010 operational currents
over-corrected?
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I (A) TFL avg (units) TFL sigma (units)
1 -20915 -8262 -10715 -67655 -4323 354
10 -2155 12215 -1416 7120 -992 4827 -704 4240 -437 28
100 -111 13200 0 8312 29 8437 31 11600 -70 17437 138 9200 212 10100 313 1340 611 2710 1730 975 3527 1982 8720 3541 18395 422
MQWB results (magnet 10 and 51 = 4 apertures)
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Zoom on hysteresis
Geo @ 200 A not valid!
BL negative for I < 2.x A!
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MQWB comparison issueswrt series measurements
MQWB measurement conclusions
o The entire TF is different due to pre-cycle (not only low currents)
o At best the only point from series measurement which could be re-used is at 600 A, but is not justified given the small spread at 600 A in new measurements !
o So assume MQWB 10 + MQWB 51 represent the population and use the same TF for all MQWB !
o Change TF geometric current to 437 A
MQW 51 comparison ( new SSW minus old RC units)
ap1 ap2I b b
200 -87 -93600 -8 -15
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MQWB FiDeL 2010
I (A) TFL avg (units)
5 -434010 -217915 -144220 -101927 -73340 -467
100 -141200 -31312 -2437 0600 -101
Fit branch where BL>0and dI/dT > 0
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sigma(1) 0.00001932I0(1) 500.71s(1) 140072542.54673900Inomref(1) 600
rho -0.00018512r 1.04013624Iinjref 30
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MQWB current predictions
CIRCUIT G (T/m)I (A) I (units) I (A) I (units) I (A) I (units) I (A) I (units)
RQT5.L3 11.35 217.98 -1 218.01 0 221.28 150 218.01 0RQT4.L3 8.04 154.49 6 154.39 0 157.35 192 154.39 0RQT4.R3 8.04 154.51 0 154.51 0 157.35 184 154.51 0RQT5.R3 11.35 218.07 -1 218.10 0 221.28 146 218.10 0RQT5.L7 0.38 7.33 1422 6.42 -2 9.50 4796 6.42 0RQT4.L7 3.87 74.52 52 74.13 0 76.82 363 74.13 0RQT4.R7 3.87 74.56 54 74.16 -1 76.82 359 74.16 0RQT5.R7 0.38 7.33 1278 6.50 3 9.50 4614 6.50 0
FIDEL 2008 FIDEL 2009/2010 FIDEL 2010 TIMBER 2010
450 GeV
3.5 TeV
o The new FIDEL 2010 prediction for 450 GeV is better in agreement with actual currents (recorded in TIMBER) to decrease the beta-beating
o We have considerable differences from TIMBER at 3.5 TeV as well (slides 11 gives us 100 units systematic diff at 200 A)
o The worst-cases as usual RQT5.L7 and RQT5.R7 (hardest to predict)
CIRCUIT G (T/m)I (A) I (units) I (A) I (units) I (A) I (units) I (A) I (units)
RQT5.L3 1.46 27.06 -957 27.11 -941 30.24 105 29.93 0RQT4.L3 1.03 18.52 -1400 18.33 -1490 22.04 234 21.54 0
RQT4.R3 1.03 18.53 -1711 18.73 -1621 22.04 -138 22.35 0RQT5.R3 1.46 27.07 -993 27.09 -987 30.24 61 30.06 0RQT5.L7 0.05 0.94 -5105 0.35 -8209 2.11 955 1.93 0RQT4.L7 0.50 9.58 -1960 8.62 -2765 11.74 -152 11.92 0RQT4.R7 0.50 9.59 -679 7.53 -2676 11.74 1411 10.28 0RQT5.R7 0.05 0.94 -5686 0.39 -8201 2.11 -344 2.19 0
FIDEL 2008 FIDEL 2009/1010 FIDEL 2010 TIMBER 2010
Note: I (units) is wrt new 2010 operational currents
over-corrected?
Old FIDEL parameters actually
used
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Check of beta-beating for MQWB @ 3.5 TeV
o Thanks to Rogelio Tomas Garcia for checking the estimated change of beta- beating using the new MQWB currents
o The change in currents with new FIDEL 2010 versus operation should reduce the beta-beating (slightly)
o The MQWB @ 3.5 TeV is not a strong source for beta-beating; around 3-5%
o The greatest advantage of applying the new FIDEL parameters instead of the trim is that FIDEL is based upon a physical model whilst the trim is a linear function
o Therefore the FIDEL TF should work better during the ramp where no beta-beat measurements exist to improve the trim function, and we know the FIDEL TF is non-linear due to magnetic hysteresis