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1 | /************************************************************************** | |
2 | * Copyright(c) 1998-1999, ALICE Experiment at CERN, All rights reserved. * | |
3 | * * | |
4 | * Author: The ALICE Off-line Project. * | |
5 | * Contributors are mentioned in the code where appropriate. * | |
6 | * * | |
7 | * Permission to use, copy, modify and distribute this software and its * | |
8 | * documentation strictly for non-commercial purposes is hereby granted * | |
9 | * without fee, provided that the above copyright notice appears in all * | |
10 | * copies and that both the copyright notice and this permission notice * | |
11 | * appear in the supporting documentation. The authors make no claims * | |
12 | * about the suitability of this software for any purpose. It is * | |
13 | * provided "as is" without express or implied warranty. * | |
14 | **************************************************************************/ | |
15 | ||
16 | // Pythia 6 interface used by AliGenPythia | |
17 | // Some settings are done by AliGenPythia, others here :) | |
18 | // | |
19 | /* $Id$ */ | |
20 | ||
21 | #include "AliPythia.h" | |
22 | #include "AliPythiaRndm.h" | |
23 | #include "AliFastGlauber.h" | |
24 | #include "AliQuenchingWeights.h" | |
25 | #include "AliOmegaDalitz.h" | |
26 | #include "AliDecayerExodus.h" | |
27 | #include "AliLog.h" | |
28 | #include "TVector3.h" | |
29 | #include "TLorentzVector.h" | |
30 | #include "PyquenCommon.h" | |
31 | ||
32 | ClassImp(AliPythia) | |
33 | ||
34 | #ifndef WIN32 | |
35 | # define pyclus pyclus_ | |
36 | # define pycell pycell_ | |
37 | # define pyshow pyshow_ | |
38 | # define pyrobo pyrobo_ | |
39 | # define pyquen pyquen_ | |
40 | # define pyevnw pyevnw_ | |
41 | # define pyshowq pyshowq_ | |
42 | # define qpygin0 qpygin0_ | |
43 | # define pytune pytune_ | |
44 | # define py2ent py2ent_ | |
45 | # define setpowwght setpowwght_ | |
46 | # define type_of_call | |
47 | #else | |
48 | # define pyclus PYCLUS | |
49 | # define pycell PYCELL | |
50 | # define pyrobo PYROBO | |
51 | # define pyquen PYQUEN | |
52 | # define pyevnw PYEVNW | |
53 | # define pyshowq PYSHOWQ | |
54 | # define qpygin0 QPYGIN0 | |
55 | # define pytune PYTUNE | |
56 | # define py2ent PY2ENT | |
57 | # define setpowwght SETPOWWGHT | |
58 | # define type_of_call _stdcall | |
59 | #endif | |
60 | ||
61 | extern "C" void type_of_call pyclus(Int_t & ); | |
62 | extern "C" void type_of_call pycell(Int_t & ); | |
63 | extern "C" void type_of_call pyshow(Int_t &, Int_t &, Double_t &); | |
64 | extern "C" void type_of_call pyrobo(Int_t &, Int_t &, Double_t &, Double_t &, Double_t &, Double_t &, Double_t &); | |
65 | extern "C" void type_of_call pyquen(Double_t &, Int_t &, Double_t &); | |
66 | extern "C" void type_of_call pyevnw(); | |
67 | extern "C" void type_of_call pyshowq(Int_t &, Int_t &, Double_t &); | |
68 | extern "C" void type_of_call pytune(Int_t &); | |
69 | extern "C" void type_of_call py2ent(Int_t &, Int_t&, Int_t&, Double_t&); | |
70 | extern "C" void type_of_call qpygin0(); | |
71 | extern "C" void type_of_call setpowwght(Double_t &); | |
72 | //_____________________________________________________________________________ | |
73 | ||
74 | AliPythia* AliPythia::fgAliPythia=NULL; | |
75 | ||
76 | AliPythia::AliPythia(): | |
77 | fProcess(kPyMb), | |
78 | fEcms(0.), | |
79 | fStrucFunc(kCTEQ5L), | |
80 | fProjectile("p"), | |
81 | fTarget("p"), | |
82 | fXJet(0.), | |
83 | fYJet(0.), | |
84 | fNGmax(30), | |
85 | fZmax(0.97), | |
86 | fGlauber(0), | |
87 | fQuenchingWeights(0), | |
88 | fItune(-1), | |
89 | fOmegaDalitz(), | |
90 | fExodus() | |
91 | { | |
92 | // Default Constructor | |
93 | // | |
94 | // Set random number | |
95 | if (!AliPythiaRndm::GetPythiaRandom()) | |
96 | AliPythiaRndm::SetPythiaRandom(GetRandom()); | |
97 | fGlauber = 0; | |
98 | fQuenchingWeights = 0; | |
99 | Int_t i = 0; | |
100 | for (i = 0; i < 501; i++) fDefMDCY[i] = 0; | |
101 | for (i = 0; i < 2001; i++) fDefMDME[i] = 0; | |
102 | for (i = 0; i < 4; i++) fZQuench[i] = 0; | |
103 | } | |
104 | ||
105 | AliPythia::AliPythia(const AliPythia& pythia): | |
106 | TPythia6(pythia), | |
107 | AliRndm(pythia), | |
108 | fProcess(kPyMb), | |
109 | fEcms(0.), | |
110 | fStrucFunc(kCTEQ5L), | |
111 | fProjectile("p"), | |
112 | fTarget("p"), | |
113 | fXJet(0.), | |
114 | fYJet(0.), | |
115 | fNGmax(30), | |
116 | fZmax(0.97), | |
117 | fGlauber(0), | |
118 | fQuenchingWeights(0), | |
119 | fItune(-1), | |
120 | fOmegaDalitz(), | |
121 | fExodus() | |
122 | { | |
123 | // Copy Constructor | |
124 | Int_t i; | |
125 | for (i = 0; i < 501; i++) fDefMDCY[i] = 0; | |
126 | for (i = 0; i < 2001; i++) fDefMDME[i] = 0; | |
127 | for (i = 0; i < 4; i++) fZQuench[i] = 0; | |
128 | pythia.Copy(*this); | |
129 | } | |
130 | ||
131 | void AliPythia::ProcInit(Process_t process, Float_t energy, StrucFunc_t strucfunc, Int_t itune) | |
132 | { | |
133 | // Initialise the process to generate | |
134 | if (!AliPythiaRndm::GetPythiaRandom()) | |
135 | AliPythiaRndm::SetPythiaRandom(GetRandom()); | |
136 | ||
137 | fItune = itune; | |
138 | ||
139 | fProcess = process; | |
140 | fEcms = energy; | |
141 | fStrucFunc = strucfunc; | |
142 | //...Switch off decay of pi0, K0S, Lambda, Sigma+-, Xi0-, Omega-. | |
143 | SetMDCY(Pycomp(111) ,1,0); // pi0 | |
144 | SetMDCY(Pycomp(310) ,1,0); // K0S | |
145 | SetMDCY(Pycomp(3122),1,0); // kLambda | |
146 | SetMDCY(Pycomp(3112),1,0); // sigma - | |
147 | SetMDCY(Pycomp(3222),1,0); // sigma + | |
148 | SetMDCY(Pycomp(3312),1,0); // xi - | |
149 | SetMDCY(Pycomp(3322),1,0); // xi 0 | |
150 | SetMDCY(Pycomp(3334),1,0); // omega- | |
151 | // Select structure function | |
152 | SetMSTP(52,2); | |
153 | SetMSTP(51, AliStructFuncType::PDFsetIndex(strucfunc)); | |
154 | // Particles produced in string fragmentation point directly to either of the two endpoints | |
155 | // of the string (depending in the side they were generated from). | |
156 | SetMSTU(16,2); | |
157 | ||
158 | // | |
159 | // Pythia initialisation for selected processes// | |
160 | // | |
161 | // Make MSEL clean | |
162 | // | |
163 | for (Int_t i=1; i<= 200; i++) { | |
164 | SetMSUB(i,0); | |
165 | } | |
166 | // select charm production | |
167 | switch (process) | |
168 | { | |
169 | case kPyOldUEQ2ordered: //Old underlying events with Q2 ordered QCD processes | |
170 | // Multiple interactions on. | |
171 | SetMSTP(81,1); | |
172 | // Double Gaussian matter distribution. | |
173 | SetMSTP(82,4); | |
174 | SetPARP(83,0.5); | |
175 | SetPARP(84,0.4); | |
176 | // pT0. | |
177 | SetPARP(82,2.0); | |
178 | // Reference energy for pT0 and energy rescaling pace. | |
179 | SetPARP(89,1800); | |
180 | SetPARP(90,0.25); | |
181 | // String drawing almost completely minimizes string length. | |
182 | SetPARP(85,0.9); | |
183 | SetPARP(86,0.95); | |
184 | // ISR and FSR activity. | |
185 | SetPARP(67,4); | |
186 | SetPARP(71,4); | |
187 | // Lambda_FSR scale. | |
188 | SetPARJ(81,0.29); | |
189 | break; | |
190 | case kPyOldUEQ2ordered2: | |
191 | // Old underlying events with Q2 ordered QCD processes | |
192 | // Multiple interactions on. | |
193 | SetMSTP(81,1); | |
194 | // Double Gaussian matter distribution. | |
195 | SetMSTP(82,4); | |
196 | SetPARP(83,0.5); | |
197 | SetPARP(84,0.4); | |
198 | // pT0. | |
199 | SetPARP(82,2.0); | |
200 | // Reference energy for pT0 and energy rescaling pace. | |
201 | SetPARP(89,1800); | |
202 | SetPARP(90,0.16); // here is the difference with kPyOldUEQ2ordered | |
203 | // String drawing almost completely minimizes string length. | |
204 | SetPARP(85,0.9); | |
205 | SetPARP(86,0.95); | |
206 | // ISR and FSR activity. | |
207 | SetPARP(67,4); | |
208 | SetPARP(71,4); | |
209 | // Lambda_FSR scale. | |
210 | SetPARJ(81,0.29); | |
211 | break; | |
212 | case kPyOldPopcorn: | |
213 | // Old production mechanism: Old Popcorn | |
214 | SetMSEL(1); | |
215 | SetMSTJ(12,3); | |
216 | // (D=2) Like MSTJ(12)=2 but added prod ofthe 1er rank baryon | |
217 | SetMSTP(88,2); | |
218 | // (D=1)see can be used to form baryons (BARYON JUNCTION) | |
219 | SetMSTJ(1,1); | |
220 | AtlasTuning(); | |
221 | break; | |
222 | case kPyCharm: | |
223 | SetMSEL(4); | |
224 | // heavy quark masses | |
225 | ||
226 | SetPMAS(4,1,1.2); | |
227 | // | |
228 | // primordial pT | |
229 | SetMSTP(91,1); | |
230 | SetPARP(91,1.); | |
231 | SetPARP(93,5.); | |
232 | // | |
233 | break; | |
234 | case kPyBeauty: | |
235 | SetMSEL(5); | |
236 | SetPMAS(5,1,4.75); | |
237 | break; | |
238 | case kPyJpsi: | |
239 | SetMSEL(0); | |
240 | // gg->J/Psi g | |
241 | SetMSUB(86,1); | |
242 | break; | |
243 | case kPyJpsiChi: | |
244 | SetMSEL(0); | |
245 | // gg->J/Psi g | |
246 | SetMSUB(86,1); | |
247 | // gg-> chi_0c g | |
248 | SetMSUB(87,1); | |
249 | // gg-> chi_1c g | |
250 | SetMSUB(88,1); | |
251 | // gg-> chi_2c g | |
252 | SetMSUB(89,1); | |
253 | break; | |
254 | case kPyCharmUnforced: | |
255 | SetMSEL(0); | |
256 | // gq->qg | |
257 | SetMSUB(28,1); | |
258 | // gg->qq | |
259 | SetMSUB(53,1); | |
260 | // gg->gg | |
261 | SetMSUB(68,1); | |
262 | break; | |
263 | case kPyBeautyUnforced: | |
264 | SetMSEL(0); | |
265 | // gq->qg | |
266 | SetMSUB(28,1); | |
267 | // gg->qq | |
268 | SetMSUB(53,1); | |
269 | // gg->gg | |
270 | SetMSUB(68,1); | |
271 | break; | |
272 | case kPyMb: | |
273 | // Minimum Bias pp-Collisions | |
274 | // | |
275 | // | |
276 | // select Pythia min. bias model | |
277 | SetMSEL(0); | |
278 | SetMSUB(92,1); // single diffraction AB-->XB | |
279 | SetMSUB(93,1); // single diffraction AB-->AX | |
280 | SetMSUB(94,1); // double diffraction | |
281 | SetMSUB(95,1); // low pt production | |
282 | ||
283 | AtlasTuning(); | |
284 | break; | |
285 | ||
286 | case kPyMbAtlasTuneMC09: | |
287 | // Minimum Bias pp-Collisions | |
288 | // | |
289 | // | |
290 | // select Pythia min. bias model | |
291 | SetMSEL(0); | |
292 | SetMSUB(92,1); // single diffraction AB-->XB | |
293 | SetMSUB(93,1); // single diffraction AB-->AX | |
294 | SetMSUB(94,1); // double diffraction | |
295 | SetMSUB(95,1); // low pt production | |
296 | ||
297 | AtlasTuningMC09(); | |
298 | break; | |
299 | ||
300 | case kPyMbWithDirectPhoton: | |
301 | // Minimum Bias pp-Collisions with direct photon processes added | |
302 | // | |
303 | // | |
304 | // select Pythia min. bias model | |
305 | SetMSEL(0); | |
306 | SetMSUB(92,1); // single diffraction AB-->XB | |
307 | SetMSUB(93,1); // single diffraction AB-->AX | |
308 | SetMSUB(94,1); // double diffraction | |
309 | SetMSUB(95,1); // low pt production | |
310 | ||
311 | SetMSUB(14,1); // | |
312 | SetMSUB(18,1); // | |
313 | SetMSUB(29,1); // | |
314 | SetMSUB(114,1); // | |
315 | SetMSUB(115,1); // | |
316 | ||
317 | ||
318 | AtlasTuning(); | |
319 | break; | |
320 | ||
321 | case kPyMbDefault: | |
322 | // Minimum Bias pp-Collisions | |
323 | // | |
324 | // | |
325 | // select Pythia min. bias model | |
326 | SetMSEL(0); | |
327 | SetMSUB(92,1); // single diffraction AB-->XB | |
328 | SetMSUB(93,1); // single diffraction AB-->AX | |
329 | SetMSUB(94,1); // double diffraction | |
330 | SetMSUB(95,1); // low pt production | |
331 | break; | |
332 | case kPyLhwgMb: | |
333 | // Les Houches Working Group 05 Minimum Bias pp-Collisions: hep-ph/0604120 | |
334 | // -> Pythia 6.3 or above is needed | |
335 | // | |
336 | SetMSEL(0); | |
337 | SetMSUB(92,1); // single diffraction AB-->XB | |
338 | SetMSUB(93,1); // single diffraction AB-->AX | |
339 | SetMSUB(94,1); // double diffraction | |
340 | SetMSUB(95,1); // low pt production | |
341 | ||
342 | SetMSTP(51,AliStructFuncType::PDFsetIndex(kCTEQ6ll)); // CTEQ6ll pdf | |
343 | SetMSTP(52,2); | |
344 | SetMSTP(68,1); | |
345 | SetMSTP(70,2); | |
346 | SetMSTP(81,1); // Multiple Interactions ON | |
347 | SetMSTP(82,4); // Double Gaussian Model | |
348 | SetMSTP(88,1); | |
349 | ||
350 | SetPARP(82,2.3); // [GeV] PT_min at Ref. energy | |
351 | SetPARP(83,0.5); // Core density in proton matter distribution (def.value) | |
352 | SetPARP(84,0.5); // Core radius | |
353 | SetPARP(85,0.9); // Regulates gluon prod. mechanism | |
354 | SetPARP(90,0.2); // 2*epsilon (exponent in power law) | |
355 | ||
356 | break; | |
357 | case kPyMbNonDiffr: | |
358 | // Minimum Bias pp-Collisions | |
359 | // | |
360 | // | |
361 | // select Pythia min. bias model | |
362 | SetMSEL(0); | |
363 | SetMSUB(95,1); // low pt production | |
364 | ||
365 | AtlasTuning(); | |
366 | break; | |
367 | case kPyMbMSEL1: | |
368 | ConfigHeavyFlavor(); | |
369 | // Intrinsic <kT^2> | |
370 | SetMSTP(91,1);// Width (1=gaussian) primordial kT dist. inside hadrons | |
371 | SetPARP(91,1.); // <kT^2> = PARP(91,1.)^2 | |
372 | SetPARP(93,5.); // Upper cut-off | |
373 | // Set Q-quark mass | |
374 | SetPMAS(4,1,1.2); // Charm quark mass | |
375 | SetPMAS(5,1,4.78); // Beauty quark mass | |
376 | SetPARP(71,4.); // Defaut value | |
377 | // Atlas Tuning | |
378 | AtlasTuning(); | |
379 | break; | |
380 | case kPyJets: | |
381 | // | |
382 | // QCD Jets | |
383 | // | |
384 | SetMSEL(1); | |
385 | ||
386 | // Pythia Tune A (CDF) | |
387 | // | |
388 | if (fItune < 0) { | |
389 | SetPARP(67,2.5); // Regulates Initial State Radiation (value from best fit to D0 dijet analysis) | |
390 | SetMSTP(82,4); // Double Gaussian Model | |
391 | SetPARP(82,2.0); // [GeV] PT_min at Ref. energy | |
392 | SetPARP(84,0.4); // Core radius | |
393 | SetPARP(85,0.90) ; // Regulates gluon prod. mechanism | |
394 | SetPARP(86,0.95); // Regulates gluon prod. mechanism | |
395 | SetPARP(89,1800.); // [GeV] Ref. energy | |
396 | SetPARP(90,0.25); // 2*epsilon (exponent in power law) | |
397 | } | |
398 | break; | |
399 | case kPyDirectGamma: | |
400 | SetMSEL(10); | |
401 | break; | |
402 | case kPyCharmPbPbMNR: | |
403 | case kPyD0PbPbMNR: | |
404 | case kPyDPlusPbPbMNR: | |
405 | case kPyDPlusStrangePbPbMNR: | |
406 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
407 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
408 | // c-cbar single inclusive and double differential distributions. | |
409 | // This parameter settings are meant to work with Pb-Pb collisions | |
410 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
411 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
412 | // has to be set to 2.1GeV. Example in ConfigCharmPPR.C. | |
413 | ConfigHeavyFlavor(); | |
414 | // Intrinsic <kT> | |
415 | SetMSTP(91,1); | |
416 | SetPARP(91,1.304); | |
417 | SetPARP(93,6.52); | |
418 | // Set c-quark mass | |
419 | SetPMAS(4,1,1.2); | |
420 | break; | |
421 | case kPyCharmpPbMNR: | |
422 | case kPyD0pPbMNR: | |
423 | case kPyDPluspPbMNR: | |
424 | case kPyDPlusStrangepPbMNR: | |
425 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
426 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
427 | // c-cbar single inclusive and double differential distributions. | |
428 | // This parameter settings are meant to work with p-Pb collisions | |
429 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
430 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
431 | // has to be set to 2.1GeV. Example in ConfigCharmPPR.C. | |
432 | ConfigHeavyFlavor(); | |
433 | // Intrinsic <kT> | |
434 | SetMSTP(91,1); | |
435 | SetPARP(91,1.16); | |
436 | SetPARP(93,5.8); | |
437 | ||
438 | // Set c-quark mass | |
439 | SetPMAS(4,1,1.2); | |
440 | break; | |
441 | case kPyCharmppMNR: | |
442 | case kPyD0ppMNR: | |
443 | case kPyDPlusppMNR: | |
444 | case kPyDPlusStrangeppMNR: | |
445 | case kPyLambdacppMNR: | |
446 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
447 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
448 | // c-cbar single inclusive and double differential distributions. | |
449 | // This parameter settings are meant to work with pp collisions | |
450 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
451 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
452 | // has to be set to 2.1GeV. Example in ConfigCharmPPR.C. | |
453 | ConfigHeavyFlavor(); | |
454 | // Intrinsic <kT^2> | |
455 | SetMSTP(91,1); | |
456 | SetPARP(91,1.); | |
457 | SetPARP(93,5.); | |
458 | ||
459 | // Set c-quark mass | |
460 | SetPMAS(4,1,1.2); | |
461 | break; | |
462 | case kPyCharmppMNRwmi: | |
463 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
464 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
465 | // c-cbar single inclusive and double differential distributions. | |
466 | // This parameter settings are meant to work with pp collisions | |
467 | // and with kCTEQ5L PDFs. | |
468 | // Added multiple interactions according to ATLAS tune settings. | |
469 | // To get a "reasonable" agreement with MNR results, events have to be | |
470 | // generated with the minimum ptHard (AliGenPythia::SetPtHard) | |
471 | // set to 2.76 GeV. | |
472 | // To get a "perfect" agreement with MNR results, events have to be | |
473 | // generated in four ptHard bins with the following relative | |
474 | // normalizations: | |
475 | // 2.76-3 GeV: 25% | |
476 | // 3-4 GeV: 40% | |
477 | // 4-8 GeV: 29% | |
478 | // >8 GeV: 6% | |
479 | ConfigHeavyFlavor(); | |
480 | // Intrinsic <kT^2> | |
481 | SetMSTP(91,1); | |
482 | SetPARP(91,1.); | |
483 | SetPARP(93,5.); | |
484 | ||
485 | // Set c-quark mass | |
486 | SetPMAS(4,1,1.2); | |
487 | AtlasTuning(); | |
488 | break; | |
489 | case kPyBeautyPbPbMNR: | |
490 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
491 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
492 | // b-bbar single inclusive and double differential distributions. | |
493 | // This parameter settings are meant to work with Pb-Pb collisions | |
494 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
495 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
496 | // has to be set to 2.75GeV. Example in ConfigBeautyPPR.C. | |
497 | ConfigHeavyFlavor(); | |
498 | // QCD scales | |
499 | SetPARP(67,1.0); | |
500 | SetPARP(71,1.0); | |
501 | // Intrinsic <kT> | |
502 | SetMSTP(91,1); | |
503 | SetPARP(91,2.035); | |
504 | SetPARP(93,10.17); | |
505 | // Set b-quark mass | |
506 | SetPMAS(5,1,4.75); | |
507 | break; | |
508 | case kPyBeautypPbMNR: | |
509 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
510 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
511 | // b-bbar single inclusive and double differential distributions. | |
512 | // This parameter settings are meant to work with p-Pb collisions | |
513 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
514 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
515 | // has to be set to 2.75GeV. Example in ConfigBeautyPPR.C. | |
516 | ConfigHeavyFlavor(); | |
517 | // QCD scales | |
518 | SetPARP(67,1.0); | |
519 | SetPARP(71,1.0); | |
520 | // Intrinsic <kT> | |
521 | SetMSTP(91,1); | |
522 | SetPARP(91,1.60); | |
523 | SetPARP(93,8.00); | |
524 | // Set b-quark mass | |
525 | SetPMAS(5,1,4.75); | |
526 | break; | |
527 | case kPyBeautyppMNR: | |
528 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
529 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
530 | // b-bbar single inclusive and double differential distributions. | |
531 | // This parameter settings are meant to work with pp collisions | |
532 | // (AliGenPythia::SetNuclei) and with kCTEQ4L PDFs. | |
533 | // To get a good agreement the minimum ptHard (AliGenPythia::SetPtHard) | |
534 | // has to be set to 2.75GeV. Example in ConfigBeautyPPR.C. | |
535 | ConfigHeavyFlavor(); | |
536 | // QCD scales | |
537 | SetPARP(67,1.0); | |
538 | SetPARP(71,1.0); | |
539 | ||
540 | // Intrinsic <kT> | |
541 | SetMSTP(91,1); | |
542 | SetPARP(91,1.); | |
543 | SetPARP(93,5.); | |
544 | ||
545 | // Set b-quark mass | |
546 | SetPMAS(5,1,4.75); | |
547 | break; | |
548 | case kPyBeautyJets: | |
549 | case kPyBeautyppMNRwmi: | |
550 | // Tuning of Pythia parameters aimed to get a resonable agreement | |
551 | // between with the NLO calculation by Mangano, Nason, Ridolfi for the | |
552 | // b-bbar single inclusive and double differential distributions. | |
553 | // This parameter settings are meant to work with pp collisions | |
554 | // and with kCTEQ5L PDFs. | |
555 | // Added multiple interactions according to ATLAS tune settings. | |
556 | // To get a "reasonable" agreement with MNR results, events have to be | |
557 | // generated with the minimum ptHard (AliGenPythia::SetPtHard) | |
558 | // set to 2.76 GeV. | |
559 | // To get a "perfect" agreement with MNR results, events have to be | |
560 | // generated in four ptHard bins with the following relative | |
561 | // normalizations: | |
562 | // 2.76-4 GeV: 5% | |
563 | // 4-6 GeV: 31% | |
564 | // 6-8 GeV: 28% | |
565 | // >8 GeV: 36% | |
566 | ConfigHeavyFlavor(); | |
567 | // QCD scales | |
568 | SetPARP(67,1.0); | |
569 | SetPARP(71,1.0); | |
570 | ||
571 | // Intrinsic <kT> | |
572 | SetMSTP(91,1); | |
573 | SetPARP(91,1.); | |
574 | SetPARP(93,5.); | |
575 | ||
576 | // Set b-quark mass | |
577 | SetPMAS(5,1,4.75); | |
578 | ||
579 | AtlasTuning(); | |
580 | break; | |
581 | case kPyW: | |
582 | ||
583 | //Inclusive production of W+/- | |
584 | SetMSEL(0); | |
585 | //f fbar -> W+ | |
586 | SetMSUB(2,1); | |
587 | // //f fbar -> g W+ | |
588 | // SetMSUB(16,1); | |
589 | // //f fbar -> gamma W+ | |
590 | // SetMSUB(20,1); | |
591 | // //f g -> f W+ | |
592 | // SetMSUB(31,1); | |
593 | // //f gamma -> f W+ | |
594 | // SetMSUB(36,1); | |
595 | ||
596 | // Initial/final parton shower on (Pythia default) | |
597 | // With parton showers on we are generating "W inclusive process" | |
598 | SetMSTP(61,1); //Initial QCD & QED showers on | |
599 | SetMSTP(71,1); //Final QCD & QED showers on | |
600 | ||
601 | break; | |
602 | ||
603 | case kPyZ: | |
604 | ||
605 | //Inclusive production of Z | |
606 | SetMSEL(0); | |
607 | //f fbar -> Z/gamma | |
608 | SetMSUB(1,1); | |
609 | ||
610 | // // f fbar -> g Z/gamma | |
611 | // SetMSUB(15,1); | |
612 | // // f fbar -> gamma Z/gamma | |
613 | // SetMSUB(19,1); | |
614 | // // f g -> f Z/gamma | |
615 | // SetMSUB(30,1); | |
616 | // // f gamma -> f Z/gamma | |
617 | // SetMSUB(35,1); | |
618 | ||
619 | //only Z included, not gamma | |
620 | SetMSTP(43,2); | |
621 | ||
622 | // Initial/final parton shower on (Pythia default) | |
623 | // With parton showers on we are generating "Z inclusive process" | |
624 | SetMSTP(61,1); //Initial QCD & QED showers on | |
625 | SetMSTP(71,1); //Final QCD & QED showers on | |
626 | ||
627 | break; | |
628 | case kPyZgamma: | |
629 | //Inclusive production of Z | |
630 | SetMSEL(0); | |
631 | //f fbar -> Z/gamma | |
632 | SetMSUB(1,1); | |
633 | // Initial/final parton shower on (Pythia default) | |
634 | // With parton showers on we are generating "Z inclusive process" | |
635 | SetMSTP(61,1); //Initial QCD & QED showers on | |
636 | SetMSTP(71,1); //Final QCD & QED showers on | |
637 | break; | |
638 | case kPyMBRSingleDiffraction: | |
639 | case kPyMBRDoubleDiffraction: | |
640 | case kPyMBRCentralDiffraction: | |
641 | break; | |
642 | case kPyJetsPWHG: | |
643 | // N.B. | |
644 | // ==== | |
645 | // For the case of jet production the following parameter setting | |
646 | // limits the transverse momentum of secondary scatterings, due | |
647 | // to multiple parton interactions, to be less than that of the | |
648 | // primary interaction (see POWHEG Dijet paper arXiv:1012.3380 | |
649 | // [hep-ph] sec. 4.1 and also the PYTHIA Manual). | |
650 | SetMSTP(86,1); | |
651 | ||
652 | // maximum number of errors before pythia aborts (def=10) | |
653 | SetMSTU(22,10); | |
654 | // number of warnings printed on the shell | |
655 | SetMSTU(26,20); | |
656 | break; | |
657 | ||
658 | case kPyCharmPWHG: | |
659 | case kPyBeautyPWHG: | |
660 | case kPyWPWHG: | |
661 | // number of warnings printed on the shell | |
662 | SetMSTU(26,20); | |
663 | ||
664 | break; | |
665 | } | |
666 | // | |
667 | // Initialize PYTHIA | |
668 | // | |
669 | // Select the tune | |
670 | if (itune > -1) { | |
671 | Pytune(itune); | |
672 | if (GetMSTP(192) > 1 || GetMSTP(193) > 1) { | |
673 | AliWarning(Form("Structure function for tune %5d set to %5s\n", | |
674 | itune, AliStructFuncType::PDFsetName(strucfunc).Data())); | |
675 | SetMSTP(52,2); | |
676 | SetMSTP(51, AliStructFuncType::PDFsetIndex(strucfunc)); | |
677 | } | |
678 | } | |
679 | // | |
680 | SetMSTP(41,1); // all resonance decays switched on | |
681 | if (process == kPyJetsPWHG || process == kPyCharmPWHG || process == kPyBeautyPWHG || process == kPyWPWHG) { | |
682 | Initialize("USER","","",0.); | |
683 | } else { | |
684 | Initialize("CMS",fProjectile,fTarget,fEcms); | |
685 | } | |
686 | fOmegaDalitz.Init(); | |
687 | fExodus.Init(); | |
688 | } | |
689 | ||
690 | Int_t AliPythia::CheckedLuComp(Int_t kf) | |
691 | { | |
692 | // Check Lund particle code (for debugging) | |
693 | Int_t kc=Pycomp(kf); | |
694 | printf("\n Lucomp kf,kc %d %d",kf,kc); | |
695 | return kc; | |
696 | } | |
697 | ||
698 | void AliPythia::SetNuclei(Int_t a1, Int_t a2, Int_t pdf) | |
699 | { | |
700 | // Treat protons as inside nuclei with mass numbers a1 and a2 | |
701 | // The MSTP array in the PYPARS common block is used to enable and | |
702 | // select the nuclear structure functions. | |
703 | // MSTP(52) : (D=1) choice of proton and nuclear structure-function library | |
704 | // =1: internal PYTHIA acording to MSTP(51) | |
705 | // =2: PDFLIB proton s.f., with MSTP(51) = 1000xNGROUP+NSET | |
706 | // If the following mass number both not equal zero, nuclear corrections of the stf are used. | |
707 | // MSTP(192) : Mass number of nucleus side 1 | |
708 | // MSTP(193) : Mass number of nucleus side 2 | |
709 | // MSTP(194) : Nuclear structure function: 0: EKS98 8:EPS08 9:EPS09LO 19:EPS09NLO | |
710 | SetMSTP(52,2); | |
711 | SetMSTP(192, a1); | |
712 | SetMSTP(193, a2); | |
713 | SetMSTP(194, pdf); | |
714 | } | |
715 | ||
716 | ||
717 | AliPythia* AliPythia::Instance() | |
718 | { | |
719 | // Set random number generator | |
720 | if (fgAliPythia) { | |
721 | return fgAliPythia; | |
722 | } else { | |
723 | fgAliPythia = new AliPythia(); | |
724 | return fgAliPythia; | |
725 | } | |
726 | } | |
727 | ||
728 | void AliPythia::PrintParticles() | |
729 | { | |
730 | // Print list of particl properties | |
731 | Int_t np = 0; | |
732 | char* name = new char[16]; | |
733 | for (Int_t kf=0; kf<1000000; kf++) { | |
734 | for (Int_t c = 1; c > -2; c-=2) { | |
735 | Int_t kc = Pycomp(c*kf); | |
736 | if (kc) { | |
737 | Float_t mass = GetPMAS(kc,1); | |
738 | Float_t width = GetPMAS(kc,2); | |
739 | Float_t tau = GetPMAS(kc,4); | |
740 | ||
741 | Pyname(kf,name); | |
742 | ||
743 | np++; | |
744 | ||
745 | printf("\n mass, width, tau: %6d %s %10.3f %10.3e %10.3e", | |
746 | c*kf, name, mass, width, tau); | |
747 | } | |
748 | } | |
749 | } | |
750 | printf("\n Number of particles %d \n \n", np); | |
751 | } | |
752 | ||
753 | void AliPythia::ResetDecayTable() | |
754 | { | |
755 | // Set default values for pythia decay switches | |
756 | Int_t i; | |
757 | for (i = 1; i < 501; i++) SetMDCY(i,1,fDefMDCY[i]); | |
758 | for (i = 1; i < 2001; i++) SetMDME(i,1,fDefMDME[i]); | |
759 | } | |
760 | ||
761 | void AliPythia::SetDecayTable() | |
762 | { | |
763 | // Set default values for pythia decay switches | |
764 | // | |
765 | Int_t i; | |
766 | for (i = 1; i < 501; i++) fDefMDCY[i] = GetMDCY(i,1); | |
767 | for (i = 1; i < 2001; i++) fDefMDME[i] = GetMDME(i,1); | |
768 | } | |
769 | ||
770 | void AliPythia::Pyclus(Int_t& njet) | |
771 | { | |
772 | // Call Pythia clustering algorithm | |
773 | // | |
774 | pyclus(njet); | |
775 | } | |
776 | ||
777 | void AliPythia::Pycell(Int_t& njet) | |
778 | { | |
779 | // Call Pythia jet reconstruction algorithm | |
780 | // | |
781 | pycell(njet); | |
782 | } | |
783 | ||
784 | void AliPythia::Pyshow(Int_t ip1, Int_t ip2, Double_t qmax) | |
785 | { | |
786 | // Call Pythia jet reconstruction algorithm | |
787 | // | |
788 | pyshow(ip1, ip2, qmax); | |
789 | } | |
790 | ||
791 | void AliPythia::Pyrobo(Int_t imi, Int_t ima, Double_t the, Double_t phi, Double_t bex, Double_t bey, Double_t bez) | |
792 | { | |
793 | pyrobo(imi, ima, the, phi, bex, bey, bez); | |
794 | } | |
795 | ||
796 | void AliPythia::Pytune(Int_t itune) | |
797 | { | |
798 | /* | |
799 | C | |
800 | C ITUNE NAME (detailed descriptions below) | |
801 | C 0 Default : No settings changed => linked Pythia version's defaults. | |
802 | C ====== Old UE, Q2-ordered showers ========================================== | |
803 | C 100 A : Rick Field's CDF Tune A | |
804 | C 101 AW : Rick Field's CDF Tune AW | |
805 | C 102 BW : Rick Field's CDF Tune BW | |
806 | C 103 DW : Rick Field's CDF Tune DW | |
807 | C 104 DWT : Rick Field's CDF Tune DW with slower UE energy scaling | |
808 | C 105 QW : Rick Field's CDF Tune QW (NB: needs CTEQ6.1M pdfs externally) | |
809 | C 106 ATLAS-DC2: Arthur Moraes' (old) ATLAS tune (ATLAS DC2 / Rome) | |
810 | C 107 ACR : Tune A modified with annealing CR | |
811 | C 108 D6 : Rick Field's CDF Tune D6 (NB: needs CTEQ6L pdfs externally) | |
812 | C 109 D6T : Rick Field's CDF Tune D6T (NB: needs CTEQ6L pdfs externally) | |
813 | C ====== Intermediate Models ================================================= | |
814 | C 200 IM 1 : Intermediate model: new UE, Q2-ordered showers, annealing CR | |
815 | C 201 APT : Tune A modified to use pT-ordered final-state showers | |
816 | C ====== New UE, interleaved pT-ordered showers, annealing CR ================ | |
817 | C 300 S0 : Sandhoff-Skands Tune 0 | |
818 | C 301 S1 : Sandhoff-Skands Tune 1 | |
819 | C 302 S2 : Sandhoff-Skands Tune 2 | |
820 | C 303 S0A : S0 with "Tune A" UE energy scaling | |
821 | C 304 NOCR : New UE "best try" without colour reconnections | |
822 | C 305 Old : New UE, original (primitive) colour reconnections | |
823 | C 306 ATLAS-CSC: Arthur Moraes' (new) ATLAS tune (needs CTEQ6L externally) | |
824 | C ======= The Uppsala models ================================================= | |
825 | C ( NB! must be run with special modified Pythia 6.215 version ) | |
826 | C ( available from http://www.isv.uu.se/thep/MC/scigal/ ) | |
827 | C 400 GAL 0 : Generalized area-law model. Old parameters | |
828 | C 401 SCI 0 : Soft-Colour-Interaction model. Old parameters | |
829 | C 402 GAL 1 : Generalized area-law model. Tevatron MB retuned (Skands) | |
830 | */ | |
831 | pytune(itune); | |
832 | } | |
833 | ||
834 | void AliPythia::Py2ent(Int_t idx, Int_t pdg1, Int_t pdg2, Double_t p){ | |
835 | // Inset 2-parton system at line idx | |
836 | py2ent(idx, pdg1, pdg2, p); | |
837 | } | |
838 | ||
839 | void AliPythia::SetWeightPower(Double_t pow) | |
840 | { | |
841 | setpowwght(pow); | |
842 | SetMSTP(142, 1); // Tell Pythia to use pyevwt to calculate event wghts | |
843 | if (GetCKIN(3) <= 0) | |
844 | AliWarning("Need to set minimum p_T,hard to nonzero value for weighted event generation"); | |
845 | } | |
846 | ||
847 | void AliPythia::InitQuenching(Float_t cMin, Float_t cMax, Float_t k, Int_t iECMethod, Float_t zmax, Int_t ngmax) | |
848 | { | |
849 | // Initializes | |
850 | // (1) The quenching model using quenching weights according to C. Salgado and U. Wiedemann | |
851 | // (2) The nuclear geometry using the Glauber Model | |
852 | // | |
853 | ||
854 | fGlauber = AliFastGlauber::Instance(); | |
855 | fGlauber->Init(2); | |
856 | fGlauber->SetCentralityClass(cMin, cMax); | |
857 | ||
858 | fQuenchingWeights = new AliQuenchingWeights(); | |
859 | fQuenchingWeights->InitMult(); | |
860 | fQuenchingWeights->SetK(k); | |
861 | fQuenchingWeights->SetECMethod(AliQuenchingWeights::kECMethod(iECMethod)); | |
862 | fNGmax = ngmax; | |
863 | fZmax = zmax; | |
864 | ||
865 | } | |
866 | ||
867 | ||
868 | void AliPythia::Quench() | |
869 | { | |
870 | // | |
871 | // | |
872 | // Simple Jet Quenching routine: | |
873 | // ============================= | |
874 | // The jet formed by all final state partons radiated by the parton created | |
875 | // in the hard collisions is quenched by a factor (1-z) using light cone variables in | |
876 | // the initial parton reference frame: | |
877 | // (E + p_z)new = (1-z) (E + p_z)old | |
878 | // | |
879 | // | |
880 | // | |
881 | // | |
882 | // The lost momentum is first balanced by one gluon with virtuality > 0. | |
883 | // Subsequently the gluon splits to yield two gluons with E = p. | |
884 | // | |
885 | // | |
886 | // | |
887 | static Float_t eMean = 0.; | |
888 | static Int_t icall = 0; | |
889 | ||
890 | Double_t p0[4][5]; | |
891 | Double_t p1[4][5]; | |
892 | Double_t p2[4][5]; | |
893 | Int_t klast[4] = {-1, -1, -1, -1}; | |
894 | ||
895 | Int_t numpart = fPyjets->N; | |
896 | Double_t px = 0., py = 0., pz = 0., e = 0., m = 0., p = 0., pt = 0., theta = 0., phi = 0.; | |
897 | Double_t pxq[4], pyq[4], pzq[4], eq[4], yq[4], mq[4], pq[4], phiq[4], thetaq[4], ptq[4]; | |
898 | Bool_t quenched[4]; | |
899 | Double_t wjtKick[4] = {0., 0., 0., 0.}; | |
900 | Int_t nGluon[4]; | |
901 | Int_t qPdg[4]; | |
902 | Int_t imo, kst, pdg; | |
903 | ||
904 | // | |
905 | // Sore information about Primary partons | |
906 | // | |
907 | // j = | |
908 | // 0, 1 partons from hard scattering | |
909 | // 2, 3 partons from initial state radiation | |
910 | // | |
911 | for (Int_t i = 2; i <= 7; i++) { | |
912 | Int_t j = 0; | |
913 | // Skip gluons that participate in hard scattering | |
914 | if (i == 4 || i == 5) continue; | |
915 | // Gluons from hard Scattering | |
916 | if (i == 6 || i == 7) { | |
917 | j = i - 6; | |
918 | pxq[j] = fPyjets->P[0][i]; | |
919 | pyq[j] = fPyjets->P[1][i]; | |
920 | pzq[j] = fPyjets->P[2][i]; | |
921 | eq[j] = fPyjets->P[3][i]; | |
922 | mq[j] = fPyjets->P[4][i]; | |
923 | } else { | |
924 | // Gluons from initial state radiation | |
925 | // | |
926 | // Obtain 4-momentum vector from difference between original parton and parton after gluon | |
927 | // radiation. Energy is calculated independently because initial state radition does not | |
928 | // conserve strictly momentum and energy for each partonic system independently. | |
929 | // | |
930 | // Not very clean. Should be improved ! | |
931 | // | |
932 | // | |
933 | j = i; | |
934 | pxq[j] = fPyjets->P[0][i] - fPyjets->P[0][i+2]; | |
935 | pyq[j] = fPyjets->P[1][i] - fPyjets->P[1][i+2]; | |
936 | pzq[j] = fPyjets->P[2][i] - fPyjets->P[2][i+2]; | |
937 | mq[j] = fPyjets->P[4][i]; | |
938 | eq[j] = TMath::Sqrt(pxq[j] * pxq[j] + pyq[j] * pyq[j] + pzq[j] * pzq[j] + mq[j] * mq[j]); | |
939 | } | |
940 | // | |
941 | // Calculate some kinematic variables | |
942 | // | |
943 | yq[j] = 0.5 * TMath::Log((eq[j] + pzq[j] + 1.e-14) / (eq[j] - pzq[j] + 1.e-14)); | |
944 | pq[j] = TMath::Sqrt(pxq[j] * pxq[j] + pyq[j] * pyq[j] + pzq[j] * pzq[j]); | |
945 | phiq[j] = TMath::Pi()+TMath::ATan2(-pyq[j], -pxq[j]); | |
946 | ptq[j] = TMath::Sqrt(pxq[j] * pxq[j] + pyq[j] * pyq[j]); | |
947 | thetaq[j] = TMath::ATan2(ptq[j], pzq[j]); | |
948 | qPdg[j] = fPyjets->K[1][i]; | |
949 | } | |
950 | ||
951 | Double_t int0[4]; | |
952 | Double_t int1[4]; | |
953 | ||
954 | fGlauber->GetI0I1ForPythiaAndXY(4, phiq, int0, int1, fXJet, fYJet, 15.); | |
955 | ||
956 | for (Int_t j = 0; j < 4; j++) { | |
957 | // | |
958 | // Quench only central jets and with E > 10. | |
959 | // | |
960 | ||
961 | ||
962 | Int_t itype = (qPdg[j] == 21) ? 2 : 1; | |
963 | Double_t eloss = fQuenchingWeights->GetELossRandomKFast(itype, int0[j], int1[j], eq[j]); | |
964 | ||
965 | if (TMath::Abs(yq[j]) > 2.5 || eq[j] < 10.) { | |
966 | fZQuench[j] = 0.; | |
967 | } else { | |
968 | if (eq[j] > 40. && TMath::Abs(yq[j]) < 0.5) { | |
969 | icall ++; | |
970 | eMean += eloss; | |
971 | } | |
972 | // | |
973 | // Extra pt | |
974 | Double_t l = fQuenchingWeights->CalcLk(int0[j], int1[j]); | |
975 | wjtKick[j] = TMath::Sqrt(l * fQuenchingWeights->CalcQk(int0[j], int1[j])); | |
976 | // | |
977 | // Fractional energy loss | |
978 | fZQuench[j] = eloss / eq[j]; | |
979 | // | |
980 | // Avoid complete loss | |
981 | // | |
982 | if (fZQuench[j] > fZmax) fZQuench[j] = fZmax; | |
983 | // | |
984 | // Some debug printing | |
985 | ||
986 | ||
987 | // printf("Initial parton # %3d, Type %3d Energy %10.3f Phi %10.3f Length %10.3f Loss %10.3f Kick %10.3f Mean: %10.3f %10.3f\n", | |
988 | // j, itype, eq[j], phiq[j], l, eloss, wjtKick[j], eMean / Float_t(icall+1), yq[j]); | |
989 | ||
990 | // fZQuench[j] = 0.8; | |
991 | // while (fZQuench[j] >= 0.95) fZQuench[j] = gRandom->Exp(0.2); | |
992 | } | |
993 | ||
994 | quenched[j] = (fZQuench[j] > 0.01); | |
995 | } // primary partons | |
996 | ||
997 | ||
998 | ||
999 | Double_t pNew[1000][4]; | |
1000 | Int_t kNew[1000]; | |
1001 | Int_t icount = 0; | |
1002 | Double_t zquench[4]; | |
1003 | ||
1004 | // | |
1005 | // System Loop | |
1006 | for (Int_t isys = 0; isys < 4; isys++) { | |
1007 | // Skip to next system if not quenched. | |
1008 | if (!quenched[isys]) continue; | |
1009 | ||
1010 | nGluon[isys] = 1 + Int_t(fZQuench[isys] / (1. - fZQuench[isys])); | |
1011 | if (nGluon[isys] > fNGmax) nGluon[isys] = fNGmax; | |
1012 | zquench[isys] = 1. - TMath::Power(1. - fZQuench[isys], 1./Double_t(nGluon[isys])); | |
1013 | wjtKick[isys] = wjtKick[isys] / TMath::Sqrt(Double_t(nGluon[isys])); | |
1014 | ||
1015 | ||
1016 | ||
1017 | Int_t igMin = -1; | |
1018 | Int_t igMax = -1; | |
1019 | Double_t pg[4] = {0., 0., 0., 0.}; | |
1020 | ||
1021 | // | |
1022 | // Loop on radiation events | |
1023 | ||
1024 | for (Int_t iglu = 0; iglu < nGluon[isys]; iglu++) { | |
1025 | while (1) { | |
1026 | icount = 0; | |
1027 | for (Int_t k = 0; k < 4; k++) | |
1028 | { | |
1029 | p0[isys][k] = 0.; | |
1030 | p1[isys][k] = 0.; | |
1031 | p2[isys][k] = 0.; | |
1032 | } | |
1033 | // Loop over partons | |
1034 | for (Int_t i = 0; i < numpart; i++) | |
1035 | { | |
1036 | imo = fPyjets->K[2][i]; | |
1037 | kst = fPyjets->K[0][i]; | |
1038 | pdg = fPyjets->K[1][i]; | |
1039 | ||
1040 | ||
1041 | ||
1042 | // Quarks and gluons only | |
1043 | if (pdg != 21 && TMath::Abs(pdg) > 6) continue; | |
1044 | // Particles from hard scattering only | |
1045 | ||
1046 | if (imo > 8 && imo < 1000) imo = fPyjets->K[2][imo - 1]; | |
1047 | Int_t imom = imo % 1000; | |
1048 | if ((isys == 0 || isys == 1) && ((imom != (isys + 7)))) continue; | |
1049 | if ((isys == 2 || isys == 3) && ((imom != (isys + 1)))) continue; | |
1050 | ||
1051 | ||
1052 | // Skip comment lines | |
1053 | if (kst != 1 && kst != 2) continue; | |
1054 | // | |
1055 | // Parton kinematic | |
1056 | px = fPyjets->P[0][i]; | |
1057 | py = fPyjets->P[1][i]; | |
1058 | pz = fPyjets->P[2][i]; | |
1059 | e = fPyjets->P[3][i]; | |
1060 | m = fPyjets->P[4][i]; | |
1061 | pt = TMath::Sqrt(px * px + py * py); | |
1062 | p = TMath::Sqrt(px * px + py * py + pz * pz); | |
1063 | phi = TMath::Pi() + TMath::ATan2(-py, -px); | |
1064 | theta = TMath::ATan2(pt, pz); | |
1065 | ||
1066 | // | |
1067 | // Save 4-momentum sum for balancing | |
1068 | Int_t index = isys; | |
1069 | ||
1070 | p0[index][0] += px; | |
1071 | p0[index][1] += py; | |
1072 | p0[index][2] += pz; | |
1073 | p0[index][3] += e; | |
1074 | ||
1075 | klast[index] = i; | |
1076 | ||
1077 | // | |
1078 | // Fractional energy loss | |
1079 | Double_t z = zquench[index]; | |
1080 | ||
1081 | ||
1082 | // Don't fully quench radiated gluons | |
1083 | // | |
1084 | if (imo > 1000) { | |
1085 | // This small factor makes sure that the gluons are not too close in phase space to avoid recombination | |
1086 | // | |
1087 | ||
1088 | z = 0.02; | |
1089 | } | |
1090 | // printf("z: %d %f\n", imo, z); | |
1091 | ||
1092 | ||
1093 | // | |
1094 | ||
1095 | // | |
1096 | // | |
1097 | // Transform into frame in which initial parton is along z-axis | |
1098 | // | |
1099 | TVector3 v(px, py, pz); | |
1100 | v.RotateZ(-phiq[index]); v.RotateY(-thetaq[index]); | |
1101 | Double_t pxs = v.X(); Double_t pys = v.Y(); Double_t pl = v.Z(); | |
1102 | ||
1103 | Double_t jt = TMath::Sqrt(pxs * pxs + pys * pys); | |
1104 | Double_t mt2 = jt * jt + m * m; | |
1105 | Double_t zmax = 1.; | |
1106 | // | |
1107 | // Kinematic limit on z | |
1108 | // | |
1109 | if (m > 0.) zmax = 1. - m / TMath::Sqrt(m * m + jt * jt); | |
1110 | // | |
1111 | // Change light-cone kinematics rel. to initial parton | |
1112 | // | |
1113 | Double_t eppzOld = e + pl; | |
1114 | Double_t empzOld = e - pl; | |
1115 | ||
1116 | Double_t eppzNew = (1. - z) * eppzOld; | |
1117 | Double_t empzNew = empzOld - mt2 * z / eppzOld; | |
1118 | Double_t eNew = 0.5 * (eppzNew + empzNew); | |
1119 | Double_t plNew = 0.5 * (eppzNew - empzNew); | |
1120 | ||
1121 | Double_t jtNew; | |
1122 | // | |
1123 | // if mt very small (or sometimes even < 0 for numerical reasons) set it to 0 | |
1124 | Double_t mt2New = eppzNew * empzNew; | |
1125 | if (mt2New < 1.e-8) mt2New = 0.; | |
1126 | if (z < zmax) { | |
1127 | if (m * m > mt2New) { | |
1128 | // | |
1129 | // This should not happen | |
1130 | // | |
1131 | Fatal("Quench()", "This should never happen %e %e %e!", m, eppzNew, empzNew); | |
1132 | jtNew = 0; | |
1133 | } else { | |
1134 | jtNew = TMath::Sqrt(mt2New - m * m); | |
1135 | } | |
1136 | } else { | |
1137 | // If pT is to small (probably a leading massive particle) we scale only the energy | |
1138 | // This can cause negative masses of the radiated gluon | |
1139 | // Let's hope for the best ... | |
1140 | jtNew = jt; | |
1141 | eNew = TMath::Sqrt(plNew * plNew + mt2); | |
1142 | ||
1143 | } | |
1144 | // | |
1145 | // Calculate new px, py | |
1146 | // | |
1147 | Double_t pxNew = 0; | |
1148 | Double_t pyNew = 0; | |
1149 | ||
1150 | if (jt>0) { | |
1151 | pxNew = jtNew / jt * pxs; | |
1152 | pyNew = jtNew / jt * pys; | |
1153 | } | |
1154 | // Double_t dpx = pxs - pxNew; | |
1155 | // Double_t dpy = pys - pyNew; | |
1156 | // Double_t dpz = pl - plNew; | |
1157 | // Double_t de = e - eNew; | |
1158 | // Double_t dmass2 = de * de - dpx * dpx - dpy * dpy - dpz * dpz; | |
1159 | // printf("New mass (1) %e %e %e %e %e %e %e \n", dmass2, jt, jtNew, pl, plNew, e, eNew); | |
1160 | // printf("New mass (2) %e %e \n", pxNew, pyNew); | |
1161 | // | |
1162 | // Rotate back | |
1163 | // | |
1164 | TVector3 w(pxNew, pyNew, plNew); | |
1165 | w.RotateY(thetaq[index]); w.RotateZ(phiq[index]); | |
1166 | pxNew = w.X(); pyNew = w.Y(); plNew = w.Z(); | |
1167 | ||
1168 | p1[index][0] += pxNew; | |
1169 | p1[index][1] += pyNew; | |
1170 | p1[index][2] += plNew; | |
1171 | p1[index][3] += eNew; | |
1172 | // | |
1173 | // Updated 4-momentum vectors | |
1174 | // | |
1175 | pNew[icount][0] = pxNew; | |
1176 | pNew[icount][1] = pyNew; | |
1177 | pNew[icount][2] = plNew; | |
1178 | pNew[icount][3] = eNew; | |
1179 | kNew[icount] = i; | |
1180 | icount++; | |
1181 | } // parton loop | |
1182 | // | |
1183 | // Check if there was phase-space for quenching | |
1184 | // | |
1185 | ||
1186 | if (icount == 0) quenched[isys] = kFALSE; | |
1187 | if (!quenched[isys]) break; | |
1188 | ||
1189 | for (Int_t j = 0; j < 4; j++) | |
1190 | { | |
1191 | p2[isys][j] = p0[isys][j] - p1[isys][j]; | |
1192 | } | |
1193 | p2[isys][4] = p2[isys][3] * p2[isys][3] - p2[isys][0] * p2[isys][0] - p2[isys][1] * p2[isys][1] - p2[isys][2] * p2[isys][2]; | |
1194 | if (p2[isys][4] > 0.) { | |
1195 | p2[isys][4] = TMath::Sqrt(p2[isys][4]); | |
1196 | break; | |
1197 | } else { | |
1198 | printf("Warning negative mass squared in system %d %f ! \n", isys, zquench[isys]); | |
1199 | printf("4-Momentum: %10.3e %10.3e %10.3e %10.3e %10.3e \n", p2[isys][0], p2[isys][1], p2[isys][2], p2[isys][3], p2[isys][4]); | |
1200 | if (p2[isys][4] < -0.01) { | |
1201 | printf("Negative mass squared !\n"); | |
1202 | // Here we have to put the gluon back to mass shell | |
1203 | // This will lead to a small energy imbalance | |
1204 | p2[isys][4] = 0.; | |
1205 | p2[isys][3] = TMath::Sqrt(p2[isys][0] * p2[isys][0] + p2[isys][1] * p2[isys][1] + p2[isys][2] * p2[isys][2]); | |
1206 | break; | |
1207 | } else { | |
1208 | p2[isys][4] = 0.; | |
1209 | break; | |
1210 | } | |
1211 | } | |
1212 | /* | |
1213 | zHeavy *= 0.98; | |
1214 | printf("zHeavy lowered to %f\n", zHeavy); | |
1215 | if (zHeavy < 0.01) { | |
1216 | printf("No success ! \n"); | |
1217 | icount = 0; | |
1218 | quenched[isys] = kFALSE; | |
1219 | break; | |
1220 | } | |
1221 | */ | |
1222 | } // iteration on z (while) | |
1223 | ||
1224 | // Update event record | |
1225 | for (Int_t k = 0; k < icount; k++) { | |
1226 | // printf("%6d %6d %10.3e %10.3e %10.3e %10.3e\n", k, kNew[k], pNew[k][0],pNew[k][1], pNew[k][2], pNew[k][3] ); | |
1227 | fPyjets->P[0][kNew[k]] = pNew[k][0]; | |
1228 | fPyjets->P[1][kNew[k]] = pNew[k][1]; | |
1229 | fPyjets->P[2][kNew[k]] = pNew[k][2]; | |
1230 | fPyjets->P[3][kNew[k]] = pNew[k][3]; | |
1231 | } | |
1232 | // | |
1233 | // Add the gluons | |
1234 | // | |
1235 | Int_t ish = 0; | |
1236 | Int_t iGlu; | |
1237 | if (!quenched[isys]) continue; | |
1238 | // | |
1239 | // Last parton from shower i | |
1240 | Int_t in = klast[isys]; | |
1241 | // | |
1242 | // Continue if no parton in shower i selected | |
1243 | if (in == -1) continue; | |
1244 | // | |
1245 | // If this is the second initial parton and it is behind the first move pointer by previous ish | |
1246 | if (isys == 1 && klast[1] > klast[0]) in += ish; | |
1247 | // | |
1248 | // Starting index | |
1249 | ||
1250 | // jmin = in - 1; | |
1251 | // How many additional gluons will be generated | |
1252 | ish = 1; | |
1253 | if (p2[isys][4] > 0.05) ish = 2; | |
1254 | // | |
1255 | // Position of gluons | |
1256 | iGlu = numpart; | |
1257 | if (iglu == 0) igMin = iGlu; | |
1258 | igMax = iGlu; | |
1259 | numpart += ish; | |
1260 | (fPyjets->N) += ish; | |
1261 | ||
1262 | if (ish == 1) { | |
1263 | fPyjets->P[0][iGlu] = p2[isys][0]; | |
1264 | fPyjets->P[1][iGlu] = p2[isys][1]; | |
1265 | fPyjets->P[2][iGlu] = p2[isys][2]; | |
1266 | fPyjets->P[3][iGlu] = p2[isys][3]; | |
1267 | fPyjets->P[4][iGlu] = p2[isys][4]; | |
1268 | ||
1269 | fPyjets->K[0][iGlu] = 1; | |
1270 | if (iglu == nGluon[isys] - 1) fPyjets->K[0][iGlu] = 1; | |
1271 | fPyjets->K[1][iGlu] = 21; | |
1272 | fPyjets->K[2][iGlu] = fPyjets->K[2][in] + 1000; | |
1273 | fPyjets->K[3][iGlu] = -1; | |
1274 | fPyjets->K[4][iGlu] = -1; | |
1275 | ||
1276 | pg[0] += p2[isys][0]; | |
1277 | pg[1] += p2[isys][1]; | |
1278 | pg[2] += p2[isys][2]; | |
1279 | pg[3] += p2[isys][3]; | |
1280 | } else { | |
1281 | // | |
1282 | // Split gluon in rest frame. | |
1283 | // | |
1284 | Double_t bx = p2[isys][0] / p2[isys][3]; | |
1285 | Double_t by = p2[isys][1] / p2[isys][3]; | |
1286 | Double_t bz = p2[isys][2] / p2[isys][3]; | |
1287 | Double_t pst = p2[isys][4] / 2.; | |
1288 | // | |
1289 | // Isotropic decay ???? | |
1290 | Double_t cost = 2. * gRandom->Rndm() - 1.; | |
1291 | Double_t sint = TMath::Sqrt((1.-cost)*(1.+cost)); | |
1292 | Double_t phis = 2. * TMath::Pi() * gRandom->Rndm(); | |
1293 | ||
1294 | Double_t pz1 = pst * cost; | |
1295 | Double_t pz2 = -pst * cost; | |
1296 | Double_t pt1 = pst * sint; | |
1297 | Double_t pt2 = -pst * sint; | |
1298 | Double_t px1 = pt1 * TMath::Cos(phis); | |
1299 | Double_t py1 = pt1 * TMath::Sin(phis); | |
1300 | Double_t px2 = pt2 * TMath::Cos(phis); | |
1301 | Double_t py2 = pt2 * TMath::Sin(phis); | |
1302 | ||
1303 | fPyjets->P[0][iGlu] = px1; | |
1304 | fPyjets->P[1][iGlu] = py1; | |
1305 | fPyjets->P[2][iGlu] = pz1; | |
1306 | fPyjets->P[3][iGlu] = pst; | |
1307 | fPyjets->P[4][iGlu] = 0.; | |
1308 | ||
1309 | fPyjets->K[0][iGlu] = 1 ; | |
1310 | fPyjets->K[1][iGlu] = 21; | |
1311 | fPyjets->K[2][iGlu] = fPyjets->K[2][in] + 1000; | |
1312 | fPyjets->K[3][iGlu] = -1; | |
1313 | fPyjets->K[4][iGlu] = -1; | |
1314 | ||
1315 | fPyjets->P[0][iGlu+1] = px2; | |
1316 | fPyjets->P[1][iGlu+1] = py2; | |
1317 | fPyjets->P[2][iGlu+1] = pz2; | |
1318 | fPyjets->P[3][iGlu+1] = pst; | |
1319 | fPyjets->P[4][iGlu+1] = 0.; | |
1320 | ||
1321 | fPyjets->K[0][iGlu+1] = 1; | |
1322 | if (iglu == nGluon[isys] - 1) fPyjets->K[0][iGlu+1] = 1; | |
1323 | fPyjets->K[1][iGlu+1] = 21; | |
1324 | fPyjets->K[2][iGlu+1] = fPyjets->K[2][in] + 1000; | |
1325 | fPyjets->K[3][iGlu+1] = -1; | |
1326 | fPyjets->K[4][iGlu+1] = -1; | |
1327 | SetMSTU(1,0); | |
1328 | SetMSTU(2,0); | |
1329 | // | |
1330 | // Boost back | |
1331 | // | |
1332 | Pyrobo(iGlu + 1, iGlu + 2, 0., 0., bx, by, bz); | |
1333 | } | |
1334 | /* | |
1335 | for (Int_t ig = iGlu; ig < iGlu+ish; ig++) { | |
1336 | Double_t px, py, pz; | |
1337 | px = fPyjets->P[0][ig]; | |
1338 | py = fPyjets->P[1][ig]; | |
1339 | pz = fPyjets->P[2][ig]; | |
1340 | TVector3 v(px, py, pz); | |
1341 | v.RotateZ(-phiq[isys]); | |
1342 | v.RotateY(-thetaq[isys]); | |
1343 | Double_t pxs = v.X(); Double_t pys = v.Y(); Double_t pzs = v.Z(); | |
1344 | Double_t r = AliPythiaRndm::GetPythiaRandom()->Rndm(); | |
1345 | Double_t jtKick = 0.3 * TMath::Sqrt(-TMath::Log(r)); | |
1346 | if (ish == 2) jtKick = wjtKick[i] * TMath::Sqrt(-TMath::Log(r)) / TMath::Sqrt(2.); | |
1347 | Double_t phiKick = 2. * TMath::Pi() * AliPythiaRndm::GetPythiaRandom()->Rndm(); | |
1348 | pxs += jtKick * TMath::Cos(phiKick); | |
1349 | pys += jtKick * TMath::Sin(phiKick); | |
1350 | TVector3 w(pxs, pys, pzs); | |
1351 | w.RotateY(thetaq[isys]); | |
1352 | w.RotateZ(phiq[isys]); | |
1353 | fPyjets->P[0][ig] = w.X(); | |
1354 | fPyjets->P[1][ig] = w.Y(); | |
1355 | fPyjets->P[2][ig] = w.Z(); | |
1356 | fPyjets->P[2][ig] = w.Mag(); | |
1357 | } | |
1358 | */ | |
1359 | } // kGluon | |
1360 | ||
1361 | ||
1362 | // Check energy conservation | |
1363 | Double_t pxs = 0.; | |
1364 | Double_t pys = 0.; | |
1365 | Double_t pzs = 0.; | |
1366 | Double_t es = 14000.; | |
1367 | ||
1368 | for (Int_t i = 0; i < numpart; i++) | |
1369 | { | |
1370 | kst = fPyjets->K[0][i]; | |
1371 | if (kst != 1 && kst != 2) continue; | |
1372 | pxs += fPyjets->P[0][i]; | |
1373 | pys += fPyjets->P[1][i]; | |
1374 | pzs += fPyjets->P[2][i]; | |
1375 | es -= fPyjets->P[3][i]; | |
1376 | } | |
1377 | if (TMath::Abs(pxs) > 1.e-2 || | |
1378 | TMath::Abs(pys) > 1.e-2 || | |
1379 | TMath::Abs(pzs) > 1.e-1) { | |
1380 | printf("%e %e %e %e\n", pxs, pys, pzs, es); | |
1381 | // Fatal("Quench()", "4-Momentum non-conservation"); | |
1382 | } | |
1383 | ||
1384 | } // end quenching loop (systems) | |
1385 | // Clean-up | |
1386 | for (Int_t i = 0; i < numpart; i++) | |
1387 | { | |
1388 | imo = fPyjets->K[2][i]; | |
1389 | if (imo > 1000) { | |
1390 | fPyjets->K[2][i] = fPyjets->K[2][i] % 1000; | |
1391 | } | |
1392 | } | |
1393 | // this->Pylist(1); | |
1394 | } // end quench | |
1395 | ||
1396 | ||
1397 | void AliPythia::Pyquen(Double_t a, Int_t ibf, Double_t b) | |
1398 | { | |
1399 | // Igor Lokthine's quenching routine | |
1400 | // http://lokhtin.web.cern.ch/lokhtin/pyquen/pyquen.txt | |
1401 | ||
1402 | pyquen(a, ibf, b); | |
1403 | } | |
1404 | ||
1405 | void AliPythia::SetPyquenParameters(Double_t t0, Double_t tau0, Int_t nf, Int_t iengl, Int_t iangl) | |
1406 | { | |
1407 | // Set the parameters for the PYQUEN package. | |
1408 | // See comments in PyquenCommon.h | |
1409 | ||
1410 | ||
1411 | PYQPAR.t0 = t0; | |
1412 | PYQPAR.tau0 = tau0; | |
1413 | PYQPAR.nf = nf; | |
1414 | PYQPAR.iengl = iengl; | |
1415 | PYQPAR.iangl = iangl; | |
1416 | } | |
1417 | ||
1418 | ||
1419 | void AliPythia::Pyevnw() | |
1420 | { | |
1421 | // New multiple interaction scenario | |
1422 | pyevnw(); | |
1423 | } | |
1424 | ||
1425 | void AliPythia::Pyshowq(Int_t ip1, Int_t ip2, Double_t qmax) | |
1426 | { | |
1427 | // Call medium-modified Pythia jet reconstruction algorithm | |
1428 | // | |
1429 | pyshowq(ip1, ip2, qmax); | |
1430 | } | |
1431 | void AliPythia::Qpygin0() | |
1432 | { | |
1433 | // New multiple interaction scenario | |
1434 | qpygin0(); | |
1435 | } | |
1436 | ||
1437 | void AliPythia::GetQuenchingParameters(Double_t& xp, Double_t& yp, Double_t z[4]) | |
1438 | { | |
1439 | // Return event specific quenching parameters | |
1440 | xp = fXJet; | |
1441 | yp = fYJet; | |
1442 | for (Int_t i = 0; i < 4; i++) z[i] = fZQuench[i]; | |
1443 | ||
1444 | } | |
1445 | ||
1446 | void AliPythia::ConfigHeavyFlavor() | |
1447 | { | |
1448 | // | |
1449 | // Default configuration for Heavy Flavor production | |
1450 | // | |
1451 | // All QCD processes | |
1452 | // | |
1453 | SetMSEL(1); | |
1454 | ||
1455 | ||
1456 | if (fItune < 0) { | |
1457 | // No multiple interactions | |
1458 | SetMSTP(81,0); | |
1459 | SetPARP(81, 0.); | |
1460 | SetPARP(82, 0.); | |
1461 | } | |
1462 | // Initial/final parton shower on (Pythia default) | |
1463 | SetMSTP(61,1); | |
1464 | SetMSTP(71,1); | |
1465 | ||
1466 | // 2nd order alpha_s | |
1467 | SetMSTP(2,2); | |
1468 | ||
1469 | // QCD scales | |
1470 | SetMSTP(32,2); | |
1471 | SetPARP(34,1.0); | |
1472 | } | |
1473 | ||
1474 | void AliPythia::AtlasTuning() | |
1475 | { | |
1476 | // | |
1477 | // Configuration for the ATLAS tuning | |
1478 | if (fItune > -1) return; | |
1479 | printf("ATLAS TUNE \n"); | |
1480 | ||
1481 | SetMSTP(51, AliStructFuncType::PDFsetIndex(kCTEQ5L)); // CTEQ5L pdf | |
1482 | SetMSTP(81,1); // Multiple Interactions ON | |
1483 | SetMSTP(82,4); // Double Gaussian Model | |
1484 | SetPARP(81,1.9); // Min. pt for multiple interactions (default in 6.2-14) | |
1485 | SetPARP(82,1.8); // [GeV] PT_min at Ref. energy | |
1486 | SetPARP(89,1000.); // [GeV] Ref. energy | |
1487 | SetPARP(90,0.16); // 2*epsilon (exponent in power law) | |
1488 | SetPARP(83,0.5); // Core density in proton matter distribution (def.value) | |
1489 | SetPARP(84,0.5); // Core radius | |
1490 | SetPARP(85,0.33); // Regulates gluon prod. mechanism | |
1491 | SetPARP(86,0.66); // Regulates gluon prod. mechanism | |
1492 | SetPARP(67,1); // Regulates Initial State Radiation | |
1493 | } | |
1494 | ||
1495 | void AliPythia::AtlasTuningMC09() | |
1496 | { | |
1497 | // | |
1498 | // Configuration for the ATLAS tuning | |
1499 | if (fItune > -1) return; | |
1500 | printf("ATLAS New TUNE MC09\n"); | |
1501 | SetMSTP(81,21); // treatment for MI, ISR, FSR and beam remnants: MI on, new model | |
1502 | SetMSTP(82, 4); // Double Gaussian Model | |
1503 | SetMSTP(52, 2); // External PDF | |
1504 | SetMSTP(51, 20650); // MRST LO* | |
1505 | ||
1506 | ||
1507 | SetMSTP(70, 0); // (was 2: def manual 1, def code 0) virtuality scale for ISR | |
1508 | SetMSTP(72, 1); // (was 0: def 1) maximum scale for FSR | |
1509 | SetMSTP(88, 1); // (was 0: def 1) strategy for qq junction to di-quark or baryon in beam remnant | |
1510 | SetMSTP(90, 0); // (was 1: def 0) strategy of compensate the primordial kT | |
1511 | ||
1512 | SetPARP(78, 0.3); // the amount of color reconnection in the final state | |
1513 | SetPARP(80, 0.1); // probability of color partons kicked out from beam remnant | |
1514 | SetPARP(82, 2.3); // [GeV] PT_min at Ref. energy | |
1515 | SetPARP(83, 0.8); // Core density in proton matter distribution (def.value) | |
1516 | SetPARP(84, 0.7); // Core radius | |
1517 | SetPARP(90, 0.25); // 2*epsilon (exponent in power law) | |
1518 | SetPARJ(81, 0.29); // (was 0.14: def 0.29) Labmda value in running alpha_s for parton showers | |
1519 | ||
1520 | SetMSTP(95, 6); | |
1521 | SetPARJ(41, 0.3); // a and b parameters of the symmm. Lund FF | |
1522 | SetPARJ(42, 0.58); | |
1523 | SetPARJ(46, 0.75); // mod. of the Lund FF for heavy end-point quarks | |
1524 | SetPARP(89,1800.); // [GeV] Ref. energy | |
1525 | } | |
1526 | ||
1527 | AliPythia& AliPythia::operator=(const AliPythia& rhs) | |
1528 | { | |
1529 | // Assignment operator | |
1530 | rhs.Copy(*this); | |
1531 | return *this; | |
1532 | } | |
1533 | ||
1534 | void AliPythia::Copy(TObject&) const | |
1535 | { | |
1536 | // | |
1537 | // Copy | |
1538 | // | |
1539 | Fatal("Copy","Not implemented!\n"); | |
1540 | } | |
1541 | ||
1542 | void AliPythia::DalitzDecays() | |
1543 | { | |
1544 | ||
1545 | // | |
1546 | // Replace all omega dalitz decays with the correct matrix element decays | |
1547 | // | |
1548 | Int_t nt = fPyjets->N; | |
1549 | for (Int_t i = 0; i < nt; i++) { | |
1550 | if (fPyjets->K[1][i] != 223) continue; | |
1551 | Int_t fd = fPyjets->K[3][i] - 1; | |
1552 | Int_t ld = fPyjets->K[4][i] - 1; | |
1553 | if (fd < 0) continue; | |
1554 | if ((ld - fd) != 2) continue; | |
1555 | if ((fPyjets->K[1][fd] != 111) || | |
1556 | ((TMath::Abs(fPyjets->K[1][fd+1]) != 11) && (TMath::Abs(fPyjets->K[1][fd+1]) != 13))) | |
1557 | continue; | |
1558 | TLorentzVector omega(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1559 | Int_t pdg = TMath::Abs(fPyjets->K[1][fd+1]); | |
1560 | fOmegaDalitz.Decay(pdg, &omega); | |
1561 | for (Int_t j = 0; j < 3; j++) { | |
1562 | for (Int_t k = 0; k < 4; k++) { | |
1563 | TLorentzVector vec = (fOmegaDalitz.Products())[2-j]; | |
1564 | fPyjets->P[k][fd+j] = vec[k]; | |
1565 | } | |
1566 | } | |
1567 | } | |
1568 | } | |
1569 | ||
1570 | ||
1571 | // | |
1572 | // Replace all dalitz(pi0,eta,omega,eta',phi) and resonance(rho,omega,phi,jpsi) decays with the correct matrix element decays | |
1573 | // for di-electron cocktail calculations | |
1574 | // | |
1575 | ||
1576 | ||
1577 | void AliPythia::PizeroDalitz() | |
1578 | { | |
1579 | ||
1580 | Int_t nt = fPyjets->N; | |
1581 | for (Int_t i = 0; i < nt; i++) { | |
1582 | if (fPyjets->K[1][i] != 111) continue; | |
1583 | Int_t fd = fPyjets->K[3][i] - 1; | |
1584 | Int_t ld = fPyjets->K[4][i] - 1; | |
1585 | if (fd < 0) continue; | |
1586 | if ((ld - fd) != 2) continue; | |
1587 | if ((fPyjets->K[1][fd] != 22) || (TMath::Abs(fPyjets->K[1][fd+1]) != 11) ) | |
1588 | continue; | |
1589 | TLorentzVector pizero(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1590 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1591 | fExodus.Decay(pdg, &pizero); | |
1592 | for (Int_t j = 0; j < 3; j++) { | |
1593 | for (Int_t k = 0; k < 4; k++) { | |
1594 | TLorentzVector vec = (fExodus.Products_pion())[2-j]; | |
1595 | fPyjets->P[k][fd+j] = vec[k]; | |
1596 | } | |
1597 | } | |
1598 | } | |
1599 | } | |
1600 | ||
1601 | ||
1602 | void AliPythia::EtaDalitz() | |
1603 | { | |
1604 | ||
1605 | Int_t nt = fPyjets->N; | |
1606 | for (Int_t i = 0; i < nt; i++) { | |
1607 | if (fPyjets->K[1][i] != 221) continue; | |
1608 | Int_t fd = fPyjets->K[3][i] - 1; | |
1609 | Int_t ld = fPyjets->K[4][i] - 1; | |
1610 | if (fd < 0) continue; | |
1611 | if ((ld - fd) != 2) continue; | |
1612 | if ((fPyjets->K[1][fd] != 22) || (TMath::Abs(fPyjets->K[1][fd+1]) != 11)) | |
1613 | continue; | |
1614 | TLorentzVector eta(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1615 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1616 | fExodus.Decay(pdg, &eta); | |
1617 | for (Int_t j = 0; j < 3; j++) { | |
1618 | for (Int_t k = 0; k < 4; k++) { | |
1619 | TLorentzVector vec = (fExodus.Products_eta())[2-j]; | |
1620 | fPyjets->P[k][fd+j] = vec[k]; | |
1621 | } | |
1622 | } | |
1623 | } | |
1624 | } | |
1625 | ||
1626 | ||
1627 | void AliPythia::RhoDirect() | |
1628 | { | |
1629 | ||
1630 | Int_t nt = fPyjets->N; | |
1631 | for (Int_t i = 0; i < nt; i++) { | |
1632 | if (fPyjets->K[1][i] != 113) continue; | |
1633 | Int_t fd = fPyjets->K[3][i] - 1; | |
1634 | Int_t ld = fPyjets->K[4][i] - 1; | |
1635 | if (fd < 0) continue; | |
1636 | if ((ld - fd) != 1) continue; | |
1637 | if ((TMath::Abs(fPyjets->K[1][fd]) != 11)) | |
1638 | continue; | |
1639 | TLorentzVector rho(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1640 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1641 | fExodus.Decay(pdg, &rho); | |
1642 | for (Int_t j = 0; j < 2; j++) { | |
1643 | for (Int_t k = 0; k < 4; k++) { | |
1644 | TLorentzVector vec = (fExodus.Products_rho())[1-j]; | |
1645 | fPyjets->P[k][fd+j] = vec[k]; | |
1646 | } | |
1647 | } | |
1648 | } | |
1649 | } | |
1650 | ||
1651 | ||
1652 | void AliPythia::OmegaDalitz() | |
1653 | { | |
1654 | ||
1655 | Int_t nt = fPyjets->N; | |
1656 | for (Int_t i = 0; i < nt; i++) { | |
1657 | if (fPyjets->K[1][i] != 223) continue; | |
1658 | Int_t fd = fPyjets->K[3][i] - 1; | |
1659 | Int_t ld = fPyjets->K[4][i] - 1; | |
1660 | if (fd < 0) continue; | |
1661 | if ((ld - fd) != 2) continue; | |
1662 | if ((fPyjets->K[1][fd] != 111) || (TMath::Abs(fPyjets->K[1][fd+1]) != 11)) | |
1663 | continue; | |
1664 | TLorentzVector omegadalitz(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1665 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1666 | fExodus.Decay(pdg, &omegadalitz); | |
1667 | for (Int_t j = 0; j < 3; j++) { | |
1668 | for (Int_t k = 0; k < 4; k++) { | |
1669 | TLorentzVector vec = (fExodus.Products_omega_dalitz())[2-j]; | |
1670 | fPyjets->P[k][fd+j] = vec[k]; | |
1671 | } | |
1672 | } | |
1673 | } | |
1674 | } | |
1675 | ||
1676 | ||
1677 | void AliPythia::OmegaDirect() | |
1678 | { | |
1679 | ||
1680 | Int_t nt = fPyjets->N; | |
1681 | for (Int_t i = 0; i < nt; i++) { | |
1682 | if (fPyjets->K[1][i] != 223) continue; | |
1683 | Int_t fd = fPyjets->K[3][i] - 1; | |
1684 | Int_t ld = fPyjets->K[4][i] - 1; | |
1685 | if (fd < 0) continue; | |
1686 | if ((ld - fd) != 1) continue; | |
1687 | if ((TMath::Abs(fPyjets->K[1][fd]) != 11)) | |
1688 | continue; | |
1689 | TLorentzVector omegadirect(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1690 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1691 | fExodus.Decay(pdg, &omegadirect); | |
1692 | for (Int_t j = 0; j < 2; j++) { | |
1693 | for (Int_t k = 0; k < 4; k++) { | |
1694 | TLorentzVector vec = (fExodus.Products_omega())[1-j]; | |
1695 | fPyjets->P[k][fd+j] = vec[k]; | |
1696 | } | |
1697 | } | |
1698 | } | |
1699 | } | |
1700 | ||
1701 | ||
1702 | void AliPythia::EtaprimeDalitz() | |
1703 | { | |
1704 | ||
1705 | Int_t nt = fPyjets->N; | |
1706 | for (Int_t i = 0; i < nt; i++) { | |
1707 | if (fPyjets->K[1][i] != 331) continue; | |
1708 | Int_t fd = fPyjets->K[3][i] - 1; | |
1709 | Int_t ld = fPyjets->K[4][i] - 1; | |
1710 | if (fd < 0) continue; | |
1711 | if ((ld - fd) != 2) continue; | |
1712 | if ((fPyjets->K[1][fd] != 22) || (TMath::Abs(fPyjets->K[1][fd+1]) != 11)) | |
1713 | continue; | |
1714 | TLorentzVector etaprime(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1715 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1716 | fExodus.Decay(pdg, &etaprime); | |
1717 | for (Int_t j = 0; j < 3; j++) { | |
1718 | for (Int_t k = 0; k < 4; k++) { | |
1719 | TLorentzVector vec = (fExodus.Products_etaprime())[2-j]; | |
1720 | fPyjets->P[k][fd+j] = vec[k]; | |
1721 | } | |
1722 | } | |
1723 | } | |
1724 | } | |
1725 | ||
1726 | ||
1727 | void AliPythia::PhiDalitz() | |
1728 | { | |
1729 | ||
1730 | Int_t nt = fPyjets->N; | |
1731 | for (Int_t i = 0; i < nt; i++) { | |
1732 | if (fPyjets->K[1][i] != 333) continue; | |
1733 | Int_t fd = fPyjets->K[3][i] - 1; | |
1734 | Int_t ld = fPyjets->K[4][i] - 1; | |
1735 | if (fd < 0) continue; | |
1736 | if ((ld - fd) != 2) continue; | |
1737 | if ((fPyjets->K[1][fd] != 221) || (TMath::Abs(fPyjets->K[1][fd+1]) != 11)) | |
1738 | continue; | |
1739 | TLorentzVector phidalitz(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1740 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1741 | fExodus.Decay(pdg, &phidalitz); | |
1742 | for (Int_t j = 0; j < 3; j++) { | |
1743 | for (Int_t k = 0; k < 4; k++) { | |
1744 | TLorentzVector vec = (fExodus.Products_phi_dalitz())[2-j]; | |
1745 | fPyjets->P[k][fd+j] = vec[k]; | |
1746 | } | |
1747 | } | |
1748 | } | |
1749 | } | |
1750 | ||
1751 | ||
1752 | void AliPythia::PhiDirect() | |
1753 | { | |
1754 | ||
1755 | Int_t nt = fPyjets->N; | |
1756 | for (Int_t i = 0; i < nt; i++) { | |
1757 | if (fPyjets->K[1][i] != 333) continue; | |
1758 | Int_t fd = fPyjets->K[3][i] - 1; | |
1759 | Int_t ld = fPyjets->K[4][i] - 1; | |
1760 | if (fd < 0) continue; | |
1761 | if ((ld - fd) != 1) continue; | |
1762 | if ((TMath::Abs(fPyjets->K[1][fd]) != 11)) | |
1763 | continue; | |
1764 | TLorentzVector phi(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1765 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1766 | fExodus.Decay(pdg, &phi); | |
1767 | for (Int_t j = 0; j < 2; j++) { | |
1768 | for (Int_t k = 0; k < 4; k++) { | |
1769 | TLorentzVector vec = (fExodus.Products_phi())[1-j]; | |
1770 | fPyjets->P[k][fd+j] = vec[k]; | |
1771 | } | |
1772 | } | |
1773 | } | |
1774 | } | |
1775 | ||
1776 | void AliPythia::JPsiDirect() | |
1777 | { | |
1778 | ||
1779 | Int_t nt = fPyjets->N; | |
1780 | for (Int_t i = 0; i < nt; i++) { | |
1781 | if (fPyjets->K[1][i] != 443) continue; | |
1782 | Int_t fd = fPyjets->K[3][i] - 1; | |
1783 | Int_t ld = fPyjets->K[4][i] - 1; | |
1784 | if (fd < 0) continue; | |
1785 | if ((ld - fd) != 1) continue; | |
1786 | if ((TMath::Abs(fPyjets->K[1][fd]) != 11)) | |
1787 | continue; | |
1788 | TLorentzVector jpsi(fPyjets->P[0][i], fPyjets->P[1][i], fPyjets->P[2][i], fPyjets->P[3][i]); | |
1789 | Int_t pdg = TMath::Abs(fPyjets->K[1][i]); | |
1790 | fExodus.Decay(pdg, &jpsi); | |
1791 | for (Int_t j = 0; j < 2; j++) { | |
1792 | for (Int_t k = 0; k < 4; k++) { | |
1793 | TLorentzVector vec = (fExodus.Products_jpsi())[1-j]; | |
1794 | fPyjets->P[k][fd+j] = vec[k]; | |
1795 | } | |
1796 | } | |
1797 | } | |
1798 | } | |
1799 | ||
1800 |