Changeset 6b6566e in git
- Timestamp:
- Jun 30, 2017, 8:34:20 PM (7 years ago)
- Branches:
- ImprovedOutputFile, Timing, dual_readout, llp, master
- Children:
- 930d282
- Parents:
- dad68bd
- Location:
- cards/CMS_PhaseII
- Files:
-
- 2 added
- 1 edited
Legend:
- Unmodified
- Added
- Removed
-
cards/CMS_PhaseII/CMS_PhaseII_0PU_v02.tcl
rdad68bd r6b6566e 131 131 132 132 # pre-generated minbias input file 133 #set PileUpFile /eos/cms/store/group/upgrade/delphes/PhaseII/MinBias_100k.pileup134 set PileUpFile MinBias.pileup133 set PileUpFile /eos/cms/store/group/upgrade/delphes/PhaseII/MinBias_100k.pileup 134 #set PileUpFile MinBias.pileup 135 135 136 136 # average expected pile up 137 set MeanPileUp 200137 set MeanPileUp 0 138 138 139 139 # maximum spread in the beam direction in m … … 328 328 # resolution formula for charged hadrons , 329 329 330 source trackMomentumResolution_vs_p_PIX4022.tcl 330 # 331 # Automatically generated tracker resolution formula for layout: OT612IT4025 332 # 333 # By Unknown author on: 2017-06-30.17:03:00 334 # 335 set ResolutionFormula { (abs(eta) >= 0.0000 && abs(eta) < 0.2000) * (pt >= 0.0000 && pt < 1.0000) * (0.00457888) + \ 336 (abs(eta) >= 0.0000 && abs(eta) < 0.2000) * (pt >= 1.0000 && pt < 10.0000) * (0.004579 + (pt-1.000000)* 0.000045) + \ 337 (abs(eta) >= 0.0000 && abs(eta) < 0.2000) * (pt >= 10.0000 && pt < 100.0000) * (0.004983 + (pt-10.000000)* 0.000047) + \ 338 (abs(eta) >= 0.0000 && abs(eta) < 0.2000) * (pt >= 100.0000) * (0.009244*pt/100.000000) + \ 339 (abs(eta) >= 0.2000 && abs(eta) < 0.4000) * (pt >= 0.0000 && pt < 1.0000) * (0.00505011) + \ 340 (abs(eta) >= 0.2000 && abs(eta) < 0.4000) * (pt >= 1.0000 && pt < 10.0000) * (0.005050 + (pt-1.000000)* 0.000033) + \ 341 (abs(eta) >= 0.2000 && abs(eta) < 0.4000) * (pt >= 10.0000 && pt < 100.0000) * (0.005343 + (pt-10.000000)* 0.000043) + \ 342 (abs(eta) >= 0.2000 && abs(eta) < 0.4000) * (pt >= 100.0000) * (0.009172*pt/100.000000) + \ 343 (abs(eta) >= 0.4000 && abs(eta) < 0.6000) * (pt >= 0.0000 && pt < 1.0000) * (0.00510573) + \ 344 (abs(eta) >= 0.4000 && abs(eta) < 0.6000) * (pt >= 1.0000 && pt < 10.0000) * (0.005106 + (pt-1.000000)* 0.000023) + \ 345 (abs(eta) >= 0.4000 && abs(eta) < 0.6000) * (pt >= 10.0000 && pt < 100.0000) * (0.005317 + (pt-10.000000)* 0.000042) + \ 346 (abs(eta) >= 0.4000 && abs(eta) < 0.6000) * (pt >= 100.0000) * (0.009077*pt/100.000000) + \ 347 (abs(eta) >= 0.6000 && abs(eta) < 0.8000) * (pt >= 0.0000 && pt < 1.0000) * (0.00578020) + \ 348 (abs(eta) >= 0.6000 && abs(eta) < 0.8000) * (pt >= 1.0000 && pt < 10.0000) * (0.005780 + (pt-1.000000)* -0.000000) + \ 349 (abs(eta) >= 0.6000 && abs(eta) < 0.8000) * (pt >= 10.0000 && pt < 100.0000) * (0.005779 + (pt-10.000000)* 0.000038) + \ 350 (abs(eta) >= 0.6000 && abs(eta) < 0.8000) * (pt >= 100.0000) * (0.009177*pt/100.000000) + \ 351 (abs(eta) >= 0.8000 && abs(eta) < 1.0000) * (pt >= 0.0000 && pt < 1.0000) * (0.00728723) + \ 352 (abs(eta) >= 0.8000 && abs(eta) < 1.0000) * (pt >= 1.0000 && pt < 10.0000) * (0.007287 + (pt-1.000000)* -0.000031) + \ 353 (abs(eta) >= 0.8000 && abs(eta) < 1.0000) * (pt >= 10.0000 && pt < 100.0000) * (0.007011 + (pt-10.000000)* 0.000038) + \ 354 (abs(eta) >= 0.8000 && abs(eta) < 1.0000) * (pt >= 100.0000) * (0.010429*pt/100.000000) + \ 355 (abs(eta) >= 1.0000 && abs(eta) < 1.2000) * (pt >= 0.0000 && pt < 1.0000) * (0.01045117) + \ 356 (abs(eta) >= 1.0000 && abs(eta) < 1.2000) * (pt >= 1.0000 && pt < 10.0000) * (0.010451 + (pt-1.000000)* -0.000051) + \ 357 (abs(eta) >= 1.0000 && abs(eta) < 1.2000) * (pt >= 10.0000 && pt < 100.0000) * (0.009989 + (pt-10.000000)* 0.000043) + \ 358 (abs(eta) >= 1.0000 && abs(eta) < 1.2000) * (pt >= 100.0000) * (0.013867*pt/100.000000) + \ 359 (abs(eta) >= 1.2000 && abs(eta) < 1.4000) * (pt >= 0.0000 && pt < 1.0000) * (0.01477199) + \ 360 (abs(eta) >= 1.2000 && abs(eta) < 1.4000) * (pt >= 1.0000 && pt < 10.0000) * (0.014772 + (pt-1.000000)* -0.000128) + \ 361 (abs(eta) >= 1.2000 && abs(eta) < 1.4000) * (pt >= 10.0000 && pt < 100.0000) * (0.013616 + (pt-10.000000)* 0.000035) + \ 362 (abs(eta) >= 1.2000 && abs(eta) < 1.4000) * (pt >= 100.0000) * (0.016800*pt/100.000000) + \ 363 (abs(eta) >= 1.4000 && abs(eta) < 1.6000) * (pt >= 0.0000 && pt < 1.0000) * (0.01731474) + \ 364 (abs(eta) >= 1.4000 && abs(eta) < 1.6000) * (pt >= 1.0000 && pt < 10.0000) * (0.017315 + (pt-1.000000)* -0.000208) + \ 365 (abs(eta) >= 1.4000 && abs(eta) < 1.6000) * (pt >= 10.0000 && pt < 100.0000) * (0.015439 + (pt-10.000000)* 0.000030) + \ 366 (abs(eta) >= 1.4000 && abs(eta) < 1.6000) * (pt >= 100.0000) * (0.018161*pt/100.000000) + \ 367 (abs(eta) >= 1.6000 && abs(eta) < 1.8000) * (pt >= 0.0000 && pt < 1.0000) * (0.01942025) + \ 368 (abs(eta) >= 1.6000 && abs(eta) < 1.8000) * (pt >= 1.0000 && pt < 10.0000) * (0.019420 + (pt-1.000000)* -0.000417) + \ 369 (abs(eta) >= 1.6000 && abs(eta) < 1.8000) * (pt >= 10.0000 && pt < 100.0000) * (0.015669 + (pt-10.000000)* 0.000026) + \ 370 (abs(eta) >= 1.6000 && abs(eta) < 1.8000) * (pt >= 100.0000) * (0.018039*pt/100.000000) + \ 371 (abs(eta) >= 1.8000 && abs(eta) < 2.0000) * (pt >= 0.0000 && pt < 1.0000) * (0.02201432) + \ 372 (abs(eta) >= 1.8000 && abs(eta) < 2.0000) * (pt >= 1.0000 && pt < 10.0000) * (0.022014 + (pt-1.000000)* -0.000667) + \ 373 (abs(eta) >= 1.8000 && abs(eta) < 2.0000) * (pt >= 10.0000 && pt < 100.0000) * (0.016012 + (pt-10.000000)* 0.000045) + \ 374 (abs(eta) >= 1.8000 && abs(eta) < 2.0000) * (pt >= 100.0000) * (0.020098*pt/100.000000) + \ 375 (abs(eta) >= 2.0000 && abs(eta) < 2.2000) * (pt >= 0.0000 && pt < 1.0000) * (0.02574300) + \ 376 (abs(eta) >= 2.0000 && abs(eta) < 2.2000) * (pt >= 1.0000 && pt < 10.0000) * (0.025743 + (pt-1.000000)* -0.001118) + \ 377 (abs(eta) >= 2.0000 && abs(eta) < 2.2000) * (pt >= 10.0000 && pt < 100.0000) * (0.015681 + (pt-10.000000)* 0.000051) + \ 378 (abs(eta) >= 2.0000 && abs(eta) < 2.2000) * (pt >= 100.0000) * (0.020289*pt/100.000000) + \ 379 (abs(eta) >= 2.2000 && abs(eta) < 2.4000) * (pt >= 0.0000 && pt < 1.0000) * (0.02885821) + \ 380 (abs(eta) >= 2.2000 && abs(eta) < 2.4000) * (pt >= 1.0000 && pt < 10.0000) * (0.028858 + (pt-1.000000)* -0.001345) + \ 381 (abs(eta) >= 2.2000 && abs(eta) < 2.4000) * (pt >= 10.0000 && pt < 100.0000) * (0.016753 + (pt-10.000000)* 0.000053) + \ 382 (abs(eta) >= 2.2000 && abs(eta) < 2.4000) * (pt >= 100.0000) * (0.021524*pt/100.000000) + \ 383 (abs(eta) >= 2.4000 && abs(eta) < 2.6000) * (pt >= 0.0000 && pt < 1.0000) * (0.03204812) + \ 384 (abs(eta) >= 2.4000 && abs(eta) < 2.6000) * (pt >= 1.0000 && pt < 10.0000) * (0.032048 + (pt-1.000000)* -0.001212) + \ 385 (abs(eta) >= 2.4000 && abs(eta) < 2.6000) * (pt >= 10.0000 && pt < 100.0000) * (0.021138 + (pt-10.000000)* 0.000037) + \ 386 (abs(eta) >= 2.4000 && abs(eta) < 2.6000) * (pt >= 100.0000) * (0.024477*pt/100.000000) + \ 387 (abs(eta) >= 2.6000 && abs(eta) < 2.8000) * (pt >= 0.0000 && pt < 1.0000) * (0.03950405) + \ 388 (abs(eta) >= 2.6000 && abs(eta) < 2.8000) * (pt >= 1.0000 && pt < 10.0000) * (0.039504 + (pt-1.000000)* -0.001386) + \ 389 (abs(eta) >= 2.6000 && abs(eta) < 2.8000) * (pt >= 10.0000 && pt < 100.0000) * (0.027026 + (pt-10.000000)* 0.000037) + \ 390 (abs(eta) >= 2.6000 && abs(eta) < 2.8000) * (pt >= 100.0000) * (0.030392*pt/100.000000) + \ 391 (abs(eta) >= 2.8000 && abs(eta) < 3.0000) * (pt >= 0.0000 && pt < 1.0000) * (0.04084751) + \ 392 (abs(eta) >= 2.8000 && abs(eta) < 3.0000) * (pt >= 1.0000 && pt < 10.0000) * (0.040848 + (pt-1.000000)* -0.001780) + \ 393 (abs(eta) >= 2.8000 && abs(eta) < 3.0000) * (pt >= 10.0000 && pt < 100.0000) * (0.024824 + (pt-10.000000)* 0.000029) + \ 394 (abs(eta) >= 2.8000 && abs(eta) < 3.0000) * (pt >= 100.0000) * (0.027445*pt/100.000000) + \ 395 (abs(eta) >= 3.0000 && abs(eta) < 3.2000) * (pt >= 0.0000 && pt < 1.0000) * (0.04532425) + \ 396 (abs(eta) >= 3.0000 && abs(eta) < 3.2000) * (pt >= 1.0000 && pt < 10.0000) * (0.045324 + (pt-1.000000)* -0.002497) + \ 397 (abs(eta) >= 3.0000 && abs(eta) < 3.2000) * (pt >= 10.0000 && pt < 100.0000) * (0.022851 + (pt-10.000000)* 0.000024) + \ 398 (abs(eta) >= 3.0000 && abs(eta) < 3.2000) * (pt >= 100.0000) * (0.025053*pt/100.000000) + \ 399 (abs(eta) >= 3.2000 && abs(eta) < 3.4000) * (pt >= 0.0000 && pt < 1.0000) * (0.06418925) + \ 400 (abs(eta) >= 3.2000 && abs(eta) < 3.4000) * (pt >= 1.0000 && pt < 10.0000) * (0.064189 + (pt-1.000000)* -0.004055) + \ 401 (abs(eta) >= 3.2000 && abs(eta) < 3.4000) * (pt >= 10.0000 && pt < 100.0000) * (0.027691 + (pt-10.000000)* 0.000034) + \ 402 (abs(eta) >= 3.2000 && abs(eta) < 3.4000) * (pt >= 100.0000) * (0.030710*pt/100.000000) + \ 403 (abs(eta) >= 3.4000 && abs(eta) < 3.6000) * (pt >= 0.0000 && pt < 1.0000) * (0.07682500) + \ 404 (abs(eta) >= 3.4000 && abs(eta) < 3.6000) * (pt >= 1.0000 && pt < 10.0000) * (0.076825 + (pt-1.000000)* -0.004510) + \ 405 (abs(eta) >= 3.4000 && abs(eta) < 3.6000) * (pt >= 10.0000 && pt < 100.0000) * (0.036234 + (pt-10.000000)* 0.000049) + \ 406 (abs(eta) >= 3.4000 && abs(eta) < 3.6000) * (pt >= 100.0000) * (0.040629*pt/100.000000) + \ 407 (abs(eta) >= 3.6000 && abs(eta) < 3.8000) * (pt >= 0.0000 && pt < 1.0000) * (0.09796358) + \ 408 (abs(eta) >= 3.6000 && abs(eta) < 3.8000) * (pt >= 1.0000 && pt < 10.0000) * (0.097964 + (pt-1.000000)* -0.005758) + \ 409 (abs(eta) >= 3.6000 && abs(eta) < 3.8000) * (pt >= 10.0000 && pt < 100.0000) * (0.046145 + (pt-10.000000)* 0.000069) + \ 410 (abs(eta) >= 3.6000 && abs(eta) < 3.8000) * (pt >= 100.0000) * (0.052345*pt/100.000000) + \ 411 (abs(eta) >= 3.8000 && abs(eta) < 4.0000) * (pt >= 0.0000 && pt < 1.0000) * (0.13415929) + \ 412 (abs(eta) >= 3.8000 && abs(eta) < 4.0000) * (pt >= 1.0000 && pt < 10.0000) * (0.134159 + (pt-1.000000)* -0.008283) + \ 413 (abs(eta) >= 3.8000 && abs(eta) < 4.0000) * (pt >= 10.0000 && pt < 100.0000) * (0.059612 + (pt-10.000000)* 0.000111) + \ 414 (abs(eta) >= 3.8000 && abs(eta) < 4.0000) * (pt >= 100.0000) * (0.069617*pt/100.000000) 415 } 416 417 331 418 } 332 419
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