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e131b05f | 1 | #include "TChain.h" |
2 | #include "TFile.h" | |
3 | #include "TF1.h" | |
4 | #include "TAxis.h" | |
5 | #include "TProfile.h" | |
6 | #include "TRandom3.h" | |
7 | #include "TFitResultPtr.h" | |
8 | #include "TFitResult.h" | |
9 | ||
10 | #include "AliMCParticle.h" | |
11 | ||
12 | #include "AliAnalysisTask.h" | |
13 | #include "AliAnalysisManager.h" | |
14 | ||
15 | #include "AliESDEvent.h" | |
16 | #include "AliMCEvent.h" | |
17 | #include "AliESDInputHandler.h" | |
18 | #include "AliInputEventHandler.h" | |
19 | ||
20 | #include "AliVVertex.h" | |
21 | #include "AliAnalysisFilter.h" | |
22 | #include "AliPID.h" | |
23 | #include "AliPIDCombined.h" | |
24 | #include "AliPIDResponse.h" | |
25 | #include "AliTPCPIDResponse.h" | |
26 | ||
27 | #include "AliAnalysisTaskPID.h" | |
28 | ||
29 | /* | |
30 | This task collects PID output from different detectors. | |
31 | Only tracks fulfilling some standard quality cuts are taken into account. | |
32 | At the moment, only data from TPC and TOF is collected. But in future, | |
33 | data from e.g. HMPID is also foreseen. | |
34 | ||
35 | Contact: bhess@cern.ch | |
36 | */ | |
37 | ||
38 | ClassImp(AliAnalysisTaskPID) | |
39 | ||
40 | //________________________________________________________________________ | |
41 | AliAnalysisTaskPID::AliAnalysisTaskPID() | |
42 | : AliAnalysisTaskPIDV0base() | |
43 | , fPIDcombined(new AliPIDCombined()) | |
44 | , fInputFromOtherTask(kFALSE) | |
45 | , fStoreCentralityPercentile(kFALSE) | |
46 | , fStoreAdditionalJetInformation(kFALSE) | |
47 | , fTakeIntoAccountMuons(kFALSE) | |
48 | , fUseITS(kFALSE) | |
49 | , fUseTOF(kFALSE) | |
50 | , fUsePriors(kFALSE) | |
51 | , fTPCDefaultPriors(kFALSE) | |
52 | , fUseMCidForGeneration(kTRUE) | |
53 | , fUseConvolutedGaus(kFALSE) | |
54 | , fkConvolutedGausNPar(3) | |
55 | , fAccuracyNonGaussianTail(1e-8) | |
56 | , fkDeltaPrimeLowLimit(0.02) | |
57 | , fkDeltaPrimeUpLimit(40.0) | |
58 | , fConvolutedGausDeltaPrime(0x0) | |
59 | , fEtaAbsCutLow(0.0) | |
60 | , fEtaAbsCutUp(0.9) | |
61 | , fDoAnySystematicStudiesOnTheExpectedSignal(kFALSE) | |
62 | , fSystematicScalingSplines(1.0) | |
63 | , fSystematicScalingEtaCorrectionMomentumThr(0.35) | |
64 | , fSystematicScalingEtaCorrectionLowMomenta(1.0) | |
65 | , fSystematicScalingEtaCorrectionHighMomenta(1.0) | |
66 | , fSystematicScalingEtaSigmaPara(1.0) | |
67 | , fSystematicScalingMultCorrection(1.0) | |
68 | , fCentralityEstimator("V0M") | |
69 | , fhPIDdataAll(0x0) | |
70 | , fhGenEl(0x0) | |
71 | , fhGenKa(0x0) | |
72 | , fhGenPi(0x0) | |
73 | , fhGenMu(0x0) | |
74 | , fhGenPr(0x0) | |
75 | , fGenRespElDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
76 | , fGenRespElDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
77 | , fGenRespElDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
78 | , fGenRespElDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
79 | , fGenRespKaDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
80 | , fGenRespKaDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
81 | , fGenRespKaDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
82 | , fGenRespKaDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
83 | , fGenRespPiDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
84 | , fGenRespPiDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
85 | , fGenRespPiDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
86 | , fGenRespPiDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
87 | , fGenRespMuDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
88 | , fGenRespMuDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
89 | , fGenRespMuDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
90 | , fGenRespMuDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
91 | , fGenRespPrDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
92 | , fGenRespPrDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
93 | , fGenRespPrDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
94 | , fGenRespPrDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
95 | /* | |
96 | , fGenRespElDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
97 | , fGenRespElDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
98 | , fGenRespElDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
99 | , fGenRespElDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
100 | , fGenRespKaDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
101 | , fGenRespKaDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
102 | , fGenRespKaDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
103 | , fGenRespKaDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
104 | , fGenRespPiDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
105 | , fGenRespPiDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
106 | , fGenRespPiDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
107 | , fGenRespPiDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
108 | , fGenRespMuDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
109 | , fGenRespMuDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
110 | , fGenRespMuDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
111 | , fGenRespMuDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
112 | , fGenRespPrDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
113 | , fGenRespPrDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
114 | , fGenRespPrDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
115 | , fGenRespPrDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
116 | */ | |
117 | , fhEventsProcessed(0x0) | |
118 | , fhSkippedTracksForSignalGeneration(0x0) | |
119 | , fhMCgeneratedYieldsPrimaries(0x0) | |
120 | , fh2FFJetPtRec(0x0) | |
121 | , fh2FFJetPtGen(0x0) | |
122 | , fh1Xsec(0x0) | |
123 | , fh1Trials(0x0) | |
124 | , fContainerEff(0x0) | |
125 | , fOutputContainer(0x0) | |
126 | { | |
127 | // default Constructor | |
128 | ||
129 | AliLog::SetClassDebugLevel("AliAnalysisTaskPID", AliLog::kInfo); | |
130 | ||
131 | fConvolutedGausDeltaPrime = new TF1("convolutedGausDeltaPrime", this, &AliAnalysisTaskPID::ConvolutedGaus, | |
132 | fkDeltaPrimeLowLimit, fkDeltaPrimeUpLimit, | |
133 | fkConvolutedGausNPar, "AliAnalysisTaskPID", "ConvolutedGaus"); | |
134 | ||
135 | // Initialisation of translation parameters is time consuming. | |
136 | // Therefore, default values will only be initialised if they are really needed. | |
137 | // Otherwise, it is left to the user to set the parameter properly. | |
138 | fConvolutedGaussTransitionPars[0] = -999; | |
139 | fConvolutedGaussTransitionPars[1] = -999; | |
140 | fConvolutedGaussTransitionPars[2] = -999; | |
141 | ||
142 | // Fraction histos | |
143 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
144 | fFractionHists[i] = 0x0; | |
145 | fFractionSysErrorHists[i] = 0x0; | |
146 | } | |
147 | } | |
148 | ||
149 | //________________________________________________________________________ | |
150 | AliAnalysisTaskPID::AliAnalysisTaskPID(const char *name) | |
151 | : AliAnalysisTaskPIDV0base(name) | |
152 | , fPIDcombined(new AliPIDCombined()) | |
153 | , fInputFromOtherTask(kFALSE) | |
154 | , fStoreCentralityPercentile(kFALSE) | |
155 | , fStoreAdditionalJetInformation(kFALSE) | |
156 | , fTakeIntoAccountMuons(kFALSE) | |
157 | , fUseITS(kFALSE) | |
158 | , fUseTOF(kFALSE) | |
159 | , fUsePriors(kFALSE) | |
160 | , fTPCDefaultPriors(kFALSE) | |
161 | , fUseMCidForGeneration(kTRUE) | |
162 | , fUseConvolutedGaus(kFALSE) | |
163 | , fkConvolutedGausNPar(3) | |
164 | , fAccuracyNonGaussianTail(1e-8) | |
165 | , fkDeltaPrimeLowLimit(0.02) | |
166 | , fkDeltaPrimeUpLimit(40.0) | |
167 | , fConvolutedGausDeltaPrime(0x0) | |
168 | , fEtaAbsCutLow(0.0) | |
169 | , fEtaAbsCutUp(0.9) | |
170 | , fDoAnySystematicStudiesOnTheExpectedSignal(kFALSE) | |
171 | , fSystematicScalingSplines(1.0) | |
172 | , fSystematicScalingEtaCorrectionMomentumThr(0.35) | |
173 | , fSystematicScalingEtaCorrectionLowMomenta(1.0) | |
174 | , fSystematicScalingEtaCorrectionHighMomenta(1.0) | |
175 | , fSystematicScalingEtaSigmaPara(1.0) | |
176 | , fSystematicScalingMultCorrection(1.0) | |
177 | , fCentralityEstimator("V0M") | |
178 | , fhPIDdataAll(0x0) | |
179 | , fhGenEl(0x0) | |
180 | , fhGenKa(0x0) | |
181 | , fhGenPi(0x0) | |
182 | , fhGenMu(0x0) | |
183 | , fhGenPr(0x0) | |
184 | , fGenRespElDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
185 | , fGenRespElDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
186 | , fGenRespElDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
187 | , fGenRespElDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
188 | , fGenRespKaDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
189 | , fGenRespKaDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
190 | , fGenRespKaDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
191 | , fGenRespKaDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
192 | , fGenRespPiDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
193 | , fGenRespPiDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
194 | , fGenRespPiDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
195 | , fGenRespPiDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
196 | , fGenRespMuDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
197 | , fGenRespMuDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
198 | , fGenRespMuDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
199 | , fGenRespMuDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
200 | , fGenRespPrDeltaPrimeEl(new Double_t[fgkMaxNumGenEntries]) | |
201 | , fGenRespPrDeltaPrimeKa(new Double_t[fgkMaxNumGenEntries]) | |
202 | , fGenRespPrDeltaPrimePi(new Double_t[fgkMaxNumGenEntries]) | |
203 | , fGenRespPrDeltaPrimePr(new Double_t[fgkMaxNumGenEntries]) | |
204 | /* | |
205 | , fGenRespElDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
206 | , fGenRespElDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
207 | , fGenRespElDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
208 | , fGenRespElDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
209 | , fGenRespKaDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
210 | , fGenRespKaDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
211 | , fGenRespKaDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
212 | , fGenRespKaDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
213 | , fGenRespPiDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
214 | , fGenRespPiDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
215 | , fGenRespPiDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
216 | , fGenRespPiDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
217 | , fGenRespMuDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
218 | , fGenRespMuDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
219 | , fGenRespMuDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
220 | , fGenRespMuDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
221 | , fGenRespPrDeltaEl(new Double_t[fgkMaxNumGenEntries]) | |
222 | , fGenRespPrDeltaKa(new Double_t[fgkMaxNumGenEntries]) | |
223 | , fGenRespPrDeltaPi(new Double_t[fgkMaxNumGenEntries]) | |
224 | , fGenRespPrDeltaPr(new Double_t[fgkMaxNumGenEntries]) | |
225 | */ | |
226 | , fhEventsProcessed(0x0) | |
227 | , fhSkippedTracksForSignalGeneration(0x0) | |
228 | , fhMCgeneratedYieldsPrimaries(0x0) | |
229 | , fh2FFJetPtRec(0x0) | |
230 | , fh2FFJetPtGen(0x0) | |
231 | , fh1Xsec(0x0) | |
232 | , fh1Trials(0x0) | |
233 | , fContainerEff(0x0) | |
234 | , fOutputContainer(0x0) | |
235 | { | |
236 | // Constructor | |
237 | ||
238 | AliLog::SetClassDebugLevel("AliAnalysisTaskPID", AliLog::kInfo); | |
239 | ||
240 | fConvolutedGausDeltaPrime = new TF1("convolutedGausDeltaPrime", this, &AliAnalysisTaskPID::ConvolutedGaus, | |
241 | fkDeltaPrimeLowLimit, fkDeltaPrimeUpLimit, | |
242 | fkConvolutedGausNPar, "AliAnalysisTaskPID", "ConvolutedGaus"); | |
243 | ||
244 | // Initialisation of translation parameters is time consuming. | |
245 | // Therefore, default values will only be initialised if they are really needed. | |
246 | // Otherwise, it is left to the user to set the parameter properly. | |
247 | fConvolutedGaussTransitionPars[0] = -999; | |
248 | fConvolutedGaussTransitionPars[1] = -999; | |
249 | fConvolutedGaussTransitionPars[2] = -999; | |
250 | ||
251 | // Fraction histos | |
252 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
253 | fFractionHists[i] = 0x0; | |
254 | fFractionSysErrorHists[i] = 0x0; | |
255 | } | |
256 | ||
257 | // Define input and output slots here | |
258 | // Input slot #0 works with a TChain | |
259 | DefineInput(0, TChain::Class()); | |
260 | // Output slot #0 writes into a TH1 container | |
261 | DefineOutput(1, TObjArray::Class()); | |
262 | ||
263 | DefineOutput(2, AliCFContainer::Class()); | |
264 | } | |
265 | ||
266 | ||
267 | //________________________________________________________________________ | |
268 | AliAnalysisTaskPID::~AliAnalysisTaskPID() | |
269 | { | |
270 | // dtor | |
271 | ||
272 | CleanupParticleFractionHistos(); | |
273 | ||
274 | delete fOutputContainer; | |
275 | fOutputContainer = 0; | |
276 | ||
277 | delete fConvolutedGausDeltaPrime; | |
278 | fConvolutedGausDeltaPrime = 0; | |
279 | ||
280 | delete [] fGenRespElDeltaPrimeEl; | |
281 | delete [] fGenRespElDeltaPrimeKa; | |
282 | delete [] fGenRespElDeltaPrimePi; | |
283 | delete [] fGenRespElDeltaPrimePr; | |
284 | ||
285 | fGenRespElDeltaPrimeEl = 0x0; | |
286 | fGenRespElDeltaPrimeKa = 0x0; | |
287 | fGenRespElDeltaPrimePi = 0x0; | |
288 | fGenRespElDeltaPrimePr = 0x0; | |
289 | ||
290 | delete [] fGenRespKaDeltaPrimeEl; | |
291 | delete [] fGenRespKaDeltaPrimeKa; | |
292 | delete [] fGenRespKaDeltaPrimePi; | |
293 | delete [] fGenRespKaDeltaPrimePr; | |
294 | ||
295 | fGenRespKaDeltaPrimeEl = 0x0; | |
296 | fGenRespKaDeltaPrimeKa = 0x0; | |
297 | fGenRespKaDeltaPrimePi = 0x0; | |
298 | fGenRespKaDeltaPrimePr = 0x0; | |
299 | ||
300 | delete [] fGenRespPiDeltaPrimeEl; | |
301 | delete [] fGenRespPiDeltaPrimeKa; | |
302 | delete [] fGenRespPiDeltaPrimePi; | |
303 | delete [] fGenRespPiDeltaPrimePr; | |
304 | ||
305 | fGenRespPiDeltaPrimeEl = 0x0; | |
306 | fGenRespPiDeltaPrimeKa = 0x0; | |
307 | fGenRespPiDeltaPrimePi = 0x0; | |
308 | fGenRespPiDeltaPrimePr = 0x0; | |
309 | ||
310 | delete [] fGenRespMuDeltaPrimeEl; | |
311 | delete [] fGenRespMuDeltaPrimeKa; | |
312 | delete [] fGenRespMuDeltaPrimePi; | |
313 | delete [] fGenRespMuDeltaPrimePr; | |
314 | ||
315 | fGenRespMuDeltaPrimeEl = 0x0; | |
316 | fGenRespMuDeltaPrimeKa = 0x0; | |
317 | fGenRespMuDeltaPrimePi = 0x0; | |
318 | fGenRespMuDeltaPrimePr = 0x0; | |
319 | ||
320 | delete [] fGenRespPrDeltaPrimeEl; | |
321 | delete [] fGenRespPrDeltaPrimeKa; | |
322 | delete [] fGenRespPrDeltaPrimePi; | |
323 | delete [] fGenRespPrDeltaPrimePr; | |
324 | ||
325 | fGenRespPrDeltaPrimeEl = 0x0; | |
326 | fGenRespPrDeltaPrimeKa = 0x0; | |
327 | fGenRespPrDeltaPrimePi = 0x0; | |
328 | fGenRespPrDeltaPrimePr = 0x0; | |
329 | ||
330 | /*OLD with deltaSpecies | |
331 | delete [] fGenRespElDeltaEl; | |
332 | delete [] fGenRespElDeltaKa; | |
333 | delete [] fGenRespElDeltaPi; | |
334 | delete [] fGenRespElDeltaPr; | |
335 | ||
336 | fGenRespElDeltaEl = 0x0; | |
337 | fGenRespElDeltaKa = 0x0; | |
338 | fGenRespElDeltaPi = 0x0; | |
339 | fGenRespElDeltaPr = 0x0; | |
340 | ||
341 | delete [] fGenRespKaDeltaEl; | |
342 | delete [] fGenRespKaDeltaKa; | |
343 | delete [] fGenRespKaDeltaPi; | |
344 | delete [] fGenRespKaDeltaPr; | |
345 | ||
346 | fGenRespKaDeltaEl = 0x0; | |
347 | fGenRespKaDeltaKa = 0x0; | |
348 | fGenRespKaDeltaPi = 0x0; | |
349 | fGenRespKaDeltaPr = 0x0; | |
350 | ||
351 | delete [] fGenRespPiDeltaEl; | |
352 | delete [] fGenRespPiDeltaKa; | |
353 | delete [] fGenRespPiDeltaPi; | |
354 | delete [] fGenRespPiDeltaPr; | |
355 | ||
356 | fGenRespPiDeltaEl = 0x0; | |
357 | fGenRespPiDeltaKa = 0x0; | |
358 | fGenRespPiDeltaPi = 0x0; | |
359 | fGenRespPiDeltaPr = 0x0; | |
360 | ||
361 | delete [] fGenRespMuDeltaEl; | |
362 | delete [] fGenRespMuDeltaKa; | |
363 | delete [] fGenRespMuDeltaPi; | |
364 | delete [] fGenRespMuDeltaPr; | |
365 | ||
366 | fGenRespMuDeltaEl = 0x0; | |
367 | fGenRespMuDeltaKa = 0x0; | |
368 | fGenRespMuDeltaPi = 0x0; | |
369 | fGenRespMuDeltaPr = 0x0; | |
370 | ||
371 | delete [] fGenRespPrDeltaEl; | |
372 | delete [] fGenRespPrDeltaKa; | |
373 | delete [] fGenRespPrDeltaPi; | |
374 | delete [] fGenRespPrDeltaPr; | |
375 | ||
376 | fGenRespPrDeltaEl = 0x0; | |
377 | fGenRespPrDeltaKa = 0x0; | |
378 | fGenRespPrDeltaPi = 0x0; | |
379 | fGenRespPrDeltaPr = 0x0; | |
380 | */ | |
381 | } | |
382 | ||
383 | ||
384 | //________________________________________________________________________ | |
385 | void AliAnalysisTaskPID::SetUpPIDcombined() | |
386 | { | |
387 | // Initialise the PIDcombined object | |
388 | ||
389 | if (!fPIDcombined) { | |
390 | AliFatal("No PIDcombined object!\n"); | |
391 | return; | |
392 | } | |
393 | ||
394 | fPIDcombined->SetSelectedSpecies(AliPID::kSPECIESC); | |
395 | fPIDcombined->SetEnablePriors(fUsePriors); | |
396 | ||
397 | if (fTPCDefaultPriors) | |
398 | fPIDcombined->SetDefaultTPCPriors(); | |
399 | ||
400 | //TODO use individual priors... | |
401 | ||
402 | // Change detector mask (TPC,TOF,ITS) | |
403 | Int_t detectorMask = AliPIDResponse::kDetTPC; | |
404 | ||
405 | // Reject mismatch mask - mismatch only relevant for TOF at the moment - other detectors do not use it | |
406 | Int_t rejectMismatchMask = AliPIDResponse::kDetTPC; | |
407 | ||
408 | ||
409 | if (fUseITS) { | |
410 | detectorMask = detectorMask | AliPIDResponse::kDetITS; | |
411 | rejectMismatchMask = rejectMismatchMask | AliPIDResponse::kDetITS; | |
412 | } | |
413 | if (fUseTOF) { | |
414 | detectorMask = detectorMask | AliPIDResponse::kDetTOF; | |
415 | rejectMismatchMask = rejectMismatchMask | AliPIDResponse::kDetTOF; | |
416 | } | |
417 | ||
418 | fPIDcombined->SetDetectorMask(detectorMask); | |
419 | fPIDcombined->SetRejectMismatchMask(rejectMismatchMask); | |
420 | } | |
421 | ||
422 | ||
423 | //________________________________________________________________________ | |
424 | void AliAnalysisTaskPID::UserCreateOutputObjects() | |
425 | { | |
426 | // Create histograms | |
427 | // Called once | |
428 | ||
429 | SetUpPIDcombined(); | |
430 | ||
431 | // Input handler | |
432 | AliAnalysisManager* man = AliAnalysisManager::GetAnalysisManager(); | |
433 | AliInputEventHandler* inputHandler = dynamic_cast<AliInputEventHandler*>(man->GetInputEventHandler()); | |
434 | ||
435 | if (!inputHandler) | |
436 | AliFatal("Input handler needed"); | |
437 | else { | |
438 | // PID response object | |
439 | fPIDResponse = inputHandler->GetPIDResponse(); | |
440 | if (!fPIDResponse) | |
441 | AliFatal("PIDResponse object was not created"); | |
442 | } | |
443 | ||
444 | OpenFile(1); | |
445 | ||
446 | fOutputContainer = new TObjArray(1); | |
447 | fOutputContainer->SetName(GetName()) ; | |
448 | fOutputContainer->SetOwner(kTRUE); | |
449 | ||
450 | const Int_t nPtBins = 68; | |
451 | Double_t binsPt[nPtBins+1] = {0. , 0.05, 0.1, 0.15, 0.2, 0.25, 0.3, 0.35, 0.4, 0.45, | |
452 | 0.5, 0.55, 0.6, 0.65, 0.7, 0.75, 0.8, 0.85, 0.9, 0.95, | |
453 | 1.0, 1.1 , 1.2, 1.3 , 1.4, 1.5 , 1.6, 1.7 , 1.8, 1.9 , | |
454 | 2.0, 2.2 , 2.4, 2.6 , 2.8, 3.0 , 3.2, 3.4 , 3.6, 3.8 , | |
455 | 4.0, 4.5 , 5.0, 5.5 , 6.0, 6.5 , 7.0, 8.0 , 9.0, 10.0, | |
456 | 11.0, 12.0, 13.0, 14.0, 15.0, 16.0, 18.0, 20.0, 22.0, 24.0, | |
457 | 26.0, 28.0, 30.0, 32.0, 34.0, 36.0, 40.0, 45.0, 50.0 }; | |
458 | ||
459 | const Int_t nCentBins = 12; | |
460 | //-1 for pp; 90-100 has huge electro-magnetic impurities | |
461 | Double_t binsCent[nCentBins+1] = {-1, 0, 5, 10, 20, 30, 40, 50, 60, 70, 80, 90, 100 }; | |
462 | ||
463 | const Int_t nJetPtBins = 11; | |
464 | Double_t binsJetPt[nJetPtBins+1] = {0, 2, 5, 10, 15, 20, 30, 40, 60, 80, 120, 200}; | |
465 | ||
466 | const Int_t nChargeBins = 2; | |
467 | const Double_t binsCharge[nChargeBins+1] = { -1.0 - 1e-4, 0.0, 1.0 + 1e-4 }; | |
468 | ||
469 | const Int_t nBinsJets = kDataNumAxes; | |
470 | const Int_t nBinsNoJets = nBinsJets - fgkNumJetAxes; | |
471 | ||
472 | const Int_t nBins = fStoreAdditionalJetInformation ? nBinsJets : nBinsNoJets; | |
473 | ||
474 | // deltaPrimeSpecies binning | |
475 | const Int_t deltaPrimeNBins = 600; | |
476 | Double_t deltaPrimeBins[deltaPrimeNBins + 1]; | |
477 | ||
478 | const Double_t fromLow = fkDeltaPrimeLowLimit; | |
479 | const Double_t toHigh = fkDeltaPrimeUpLimit; | |
480 | const Double_t factor = TMath::Power(toHigh/fromLow, 1./deltaPrimeNBins); | |
481 | ||
482 | // Log binning for whole deltaPrime range | |
483 | deltaPrimeBins[0] = fromLow; | |
484 | for (Int_t i = 0 + 1; i <= deltaPrimeNBins; i++) { | |
485 | deltaPrimeBins[i] = factor * deltaPrimeBins[i - 1]; | |
486 | } | |
487 | ||
488 | const Int_t nMCPIDbins = 5; | |
489 | const Double_t mcPIDmin = 0.; | |
490 | const Double_t mcPIDmax = 5.; | |
491 | ||
492 | const Int_t nSelSpeciesBins = 4; | |
493 | const Double_t selSpeciesMin = 0.; | |
494 | const Double_t selSpeciesMax = 4.; | |
495 | ||
496 | const Int_t nZBins = 20; | |
497 | const Double_t zMin = 0.; | |
498 | const Double_t zMax = 1.; | |
499 | ||
500 | const Int_t nXiBins = 70; | |
501 | const Double_t xiMin = 0.; | |
502 | const Double_t xiMax = 7.; | |
503 | ||
504 | // MC PID, SelectSpecies, pT, deltaPrimeSpecies, centrality percentile, jet pT, z = track_pT/jet_pT, xi = log(1/z) | |
505 | Int_t binsNoJets[nBinsNoJets] = { nMCPIDbins, nSelSpeciesBins, nPtBins, deltaPrimeNBins, | |
506 | nCentBins, nChargeBins}; | |
507 | Int_t binsJets[nBinsJets] = { nMCPIDbins, nSelSpeciesBins, nPtBins, deltaPrimeNBins, | |
508 | nCentBins, nJetPtBins, nZBins, nXiBins, nChargeBins }; | |
509 | Int_t *bins = fStoreAdditionalJetInformation ? &binsJets[0] : &binsNoJets[0]; | |
510 | ||
511 | Double_t xminNoJets[nBinsNoJets] = { mcPIDmin, selSpeciesMin, binsPt[0], deltaPrimeBins[0], | |
512 | binsCent[0], binsCharge[0]}; | |
513 | Double_t xminJets[nBinsJets] = { mcPIDmin, selSpeciesMin, binsPt[0], deltaPrimeBins[0], | |
514 | binsCent[0], binsJetPt[0], zMin, xiMin, binsCharge[0] }; | |
515 | Double_t *xmin = fStoreAdditionalJetInformation? &xminJets[0] : &xminNoJets[0]; | |
516 | ||
517 | Double_t xmaxNoJets[nBinsNoJets] = { mcPIDmax, selSpeciesMax, binsPt[nPtBins], deltaPrimeBins[deltaPrimeNBins], | |
518 | binsCent[nCentBins], binsCharge[nChargeBins] }; | |
519 | Double_t xmaxJets[nBinsJets] = { mcPIDmax, selSpeciesMax, binsPt[nPtBins], deltaPrimeBins[deltaPrimeNBins], | |
520 | binsCent[nCentBins], binsJetPt[nJetPtBins], zMax, xiMax, binsCharge[nChargeBins] }; | |
521 | Double_t *xmax = fStoreAdditionalJetInformation? &xmaxJets[0] : &xmaxNoJets[0]; | |
522 | ||
523 | /*OLD with TOF, p_TPC_Inner and p_vertex and deltaSpecies | |
524 | const Int_t nBins = 8; | |
525 | //TODO In case of memory trouble: Remove deltaTOFspecies and p(Vertex) (can be added later, if needed)? | |
526 | //TODO IF everything is working fine: p(TPC_inner) and p(Vertex) can be removed, since everything in the analysis is only a | |
527 | // function of pT -> Reduces memory consumption significantly!!! | |
528 | ||
529 | // MC PID, SelectSpecies, P(TPC_inner), pT, p(Vertex), deltaSpecies, deltaPrimeSpecies, deltaTOFspecies | |
530 | const Int_t deltaPrimeNBins = 201; | |
531 | ||
532 | const Int_t deltaNBins = 801; | |
533 | const Double_t deltaLowLimit = -200.; | |
534 | const Double_t deltaUpLimit = 200.; | |
535 | ||
536 | Int_t bins[nBins] = | |
537 | { 5, 4, nPtBins, nPtBins, nPtBins, deltaNBins, deltaPrimeNBins, 501 }; | |
538 | Double_t xmin[nBins] = | |
539 | { 0., 0., 0., 0., 0., deltaLowLimit, fkDeltaPrimeLowLimit, -5000.}; | |
540 | Double_t xmax[nBins] = | |
541 | { 5., 4., 50.0, 50.0, 50.0, deltaUpLimit, fkDeltaPrimeUpLimit, 5000.}; | |
542 | */ | |
543 | ||
544 | fConvolutedGausDeltaPrime->SetNpx(deltaPrimeNBins); | |
545 | ||
546 | fhPIDdataAll = new THnSparseD("hPIDdataAll","", nBins, bins, xmin, xmax); | |
547 | SetUpHist(fhPIDdataAll, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
548 | fOutputContainer->Add(fhPIDdataAll); | |
549 | ||
550 | // Generated histograms (so far, bins are the same as for primary THnSparse) | |
551 | const Int_t nGenBins = fStoreAdditionalJetInformation ? nBinsJets : nBinsNoJets; | |
552 | // MC PID, SelectSpecies, Pt, deltaPrimeSpecies, jet pT, z = track_pT/jet_pT, xi = log(1/z) | |
553 | ||
554 | Int_t *genBins = fStoreAdditionalJetInformation ? &binsJets[0] : &binsNoJets[0]; | |
555 | Double_t *genXmin = fStoreAdditionalJetInformation? &xminJets[0] : &xminNoJets[0]; | |
556 | Double_t *genXmax = fStoreAdditionalJetInformation? &xmaxJets[0] : &xmaxNoJets[0]; | |
557 | ||
558 | fhGenEl = new THnSparseD("hGenEl", "", nGenBins, genBins, genXmin, genXmax); | |
559 | SetUpGenHist(fhGenEl, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
560 | fOutputContainer->Add(fhGenEl); | |
561 | ||
562 | fhGenKa = new THnSparseD("hGenKa", "", nGenBins, genBins, genXmin, genXmax); | |
563 | SetUpGenHist(fhGenKa, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
564 | fOutputContainer->Add(fhGenKa); | |
565 | ||
566 | fhGenPi = new THnSparseD("hGenPi", "", nGenBins, genBins, genXmin, genXmax); | |
567 | SetUpGenHist(fhGenPi, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
568 | fOutputContainer->Add(fhGenPi); | |
569 | ||
570 | if (fTakeIntoAccountMuons) { | |
571 | fhGenMu = new THnSparseD("hGenMu", "", nGenBins, genBins, genXmin, genXmax); | |
572 | SetUpGenHist(fhGenMu, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
573 | fOutputContainer->Add(fhGenMu); | |
574 | } | |
575 | ||
576 | fhGenPr = new THnSparseD("hGenPr", "", nGenBins, genBins, genXmin, genXmax); | |
577 | SetUpGenHist(fhGenPr, binsPt, deltaPrimeBins, binsCent, binsJetPt); | |
578 | fOutputContainer->Add(fhGenPr); | |
579 | ||
580 | ||
581 | fhEventsProcessed = new TH1D("fhEventsProcessed","Number of processed events;Centrality percentile", nCentBins, binsCent); | |
582 | fhEventsProcessed->Sumw2(); | |
583 | fOutputContainer->Add(fhEventsProcessed); | |
584 | ||
585 | fhSkippedTracksForSignalGeneration = new TH2D("fhSkippedTracksForSignalGeneration", | |
586 | "Number of tracks skipped for the signal generation;P_{T}^{gen} (GeV/c);TPC signal N", | |
587 | nPtBins, binsPt, 161, -0.5, 160.5); | |
588 | fhSkippedTracksForSignalGeneration->Sumw2(); | |
589 | fOutputContainer->Add(fhSkippedTracksForSignalGeneration); | |
590 | ||
591 | ||
592 | // Generated yields within acceptance | |
593 | const Int_t nBinsGenYields = fStoreAdditionalJetInformation ? kGenYieldNumAxes : kGenYieldNumAxes - 3; | |
594 | Int_t genYieldsBins[kGenYieldNumAxes] = { nMCPIDbins, nPtBins, nCentBins, nJetPtBins, nZBins, nXiBins, | |
595 | nChargeBins }; | |
596 | genYieldsBins[GetIndexOfChargeAxisGenYield()] = nChargeBins; | |
597 | Double_t genYieldsXmin[kGenYieldNumAxes] = { mcPIDmin, binsPt[0], binsCent[0], binsJetPt[0], zMin, xiMin, | |
598 | binsCharge[0] }; | |
599 | genYieldsXmin[GetIndexOfChargeAxisGenYield()] = binsCharge[0]; | |
600 | Double_t genYieldsXmax[kGenYieldNumAxes] = { mcPIDmax, binsPt[nPtBins], binsCent[nCentBins], binsJetPt[nJetPtBins], zMax, xiMax, | |
601 | binsCharge[nChargeBins] }; | |
602 | genYieldsXmax[GetIndexOfChargeAxisGenYield()] = binsCharge[nChargeBins]; | |
603 | ||
604 | fhMCgeneratedYieldsPrimaries = new THnSparseD("fhMCgeneratedYieldsPrimaries", | |
605 | "Generated yields w/o reco and cuts inside acceptance (physical primaries)", | |
606 | nBinsGenYields, genYieldsBins, genYieldsXmin, genYieldsXmax); | |
607 | SetUpGenYieldHist(fhMCgeneratedYieldsPrimaries, binsPt, binsCent, binsJetPt); | |
608 | fOutputContainer->Add(fhMCgeneratedYieldsPrimaries); | |
609 | ||
610 | // Container with several process steps (generated and reconstructed level with some variations) | |
611 | OpenFile(2); | |
612 | ||
613 | // Array for the number of bins in each dimension | |
614 | // Dimensions: MC-ID, trackPt, trackEta, trackCharge, cenrality percentile, jetPt, z, xi TODO phi??? | |
615 | const Int_t nEffDims = fStoreAdditionalJetInformation ? kEffNumAxes : kEffNumAxes - 3; // Number of dimensions for the efficiency | |
616 | ||
617 | const Int_t nMCIDbins = AliPID::kSPECIES; | |
618 | Double_t binsMCID[nMCIDbins]; | |
619 | ||
620 | for(Int_t i = 0; i <= nMCIDbins; i++) { | |
621 | binsMCID[i]= i; | |
622 | } | |
623 | ||
624 | const Int_t nEtaBins = 18; | |
625 | const Double_t binsEta[nEtaBins+1] = {-0.9, -0.8, -0.7, -0.6, -0.5, -0.4, -0.3, -0.2, -0.1, | |
626 | 0.0, 0.1, 0.2, 0.3, 0.4, 0.5, 0.6, 0.7, 0.8, 0.9 }; | |
627 | ||
628 | const Int_t nEffBins[kEffNumAxes] = { nMCIDbins, nPtBins, nEtaBins, nChargeBins, nCentBins, nJetPtBins, nZBins, nXiBins }; | |
629 | ||
630 | fContainerEff = new AliCFContainer("containerEff", "Reconstruction Efficiency x Acceptance x Resolution and Secondary Correction", | |
631 | kNumSteps, nEffDims, nEffBins); | |
632 | ||
633 | // Setting the bin limits | |
634 | fContainerEff->SetBinLimits(kEffMCID, binsMCID); | |
635 | fContainerEff->SetBinLimits(kEffTrackPt, binsPt); | |
636 | fContainerEff->SetBinLimits(kEffTrackEta, binsEta); | |
637 | fContainerEff->SetBinLimits(kEffTrackCharge, binsCharge); | |
638 | fContainerEff->SetBinLimits(kEffCentrality, binsCent); | |
639 | if (fStoreAdditionalJetInformation) { | |
640 | fContainerEff->SetBinLimits(kEffJetPt, binsJetPt); | |
641 | fContainerEff->SetBinLimits(kEffZ, zMin, zMax); | |
642 | fContainerEff->SetBinLimits(kEffXi, xiMin, xiMax); | |
643 | } | |
644 | ||
645 | fContainerEff->SetVarTitle(kEffMCID,"MC ID"); | |
646 | fContainerEff->SetVarTitle(kEffTrackPt,"P_{T} (GeV/c)"); | |
647 | fContainerEff->SetVarTitle(kEffTrackEta,"#eta"); | |
648 | fContainerEff->SetVarTitle(kEffTrackCharge,"Charge (e_{0})"); | |
649 | fContainerEff->SetVarTitle(kEffCentrality, "Centrality Percentile"); | |
650 | if (fStoreAdditionalJetInformation) { | |
651 | fContainerEff->SetVarTitle(kEffJetPt, "P_{T}^{jet} (GeV/c)"); | |
652 | fContainerEff->SetVarTitle(kEffZ, "z = P_{T}^{track} / P_{T}^{jet}"); | |
653 | fContainerEff->SetVarTitle(kEffXi, "#xi = ln(P_{T}^{jet} / P_{T}^{track})"); | |
654 | } | |
655 | ||
656 | // Define clean MC sample | |
657 | fContainerEff->SetStepTitle(kStepGenWithGenCuts, "Particle level, cuts on particle level"); | |
658 | // For Acceptance x Efficiency correction of primaries | |
659 | fContainerEff->SetStepTitle(kStepRecWithGenCuts, "Detector level (rec) with cuts on particle level"); | |
660 | // For (pT) resolution correction | |
661 | fContainerEff->SetStepTitle(kStepRecWithGenCutsMeasuredObs, | |
662 | "Detector level (rec) with cuts on particle level with measured observables"); | |
663 | // For secondary correction | |
664 | fContainerEff->SetStepTitle(kStepRecWithRecCutsMeasuredObs, "Detector level, all cuts on detector level with measured observables"); | |
665 | fContainerEff->SetStepTitle(kStepRecWithRecCutsMeasuredObsPrimaries, | |
666 | "Detector level, all cuts on detector level with measured observables, only MC primaries"); | |
667 | fContainerEff->SetStepTitle(kStepRecWithRecCutsMeasuredObsStrangenessScaled, | |
668 | "Detector level (strangeness scaled), all cuts on detector level with measured observables"); | |
669 | ||
670 | // Generated jets | |
671 | fh2FFJetPtRec = new TH2D("fh2FFJetPtRec", "Number of reconstructed jets;Centrality Percentile;P_{T}^{jet} (GeV/c)", | |
672 | nCentBins, binsCent, nJetPtBins, binsJetPt); | |
673 | fh2FFJetPtRec->Sumw2(); | |
674 | fOutputContainer->Add(fh2FFJetPtRec); | |
675 | fh2FFJetPtGen = new TH2D("fh2FFJetPtGen", "Number of generated jets;Centrality Percentile;P_{T}^{jet} (GeV/c)", | |
676 | nCentBins, binsCent, nJetPtBins, binsJetPt); | |
677 | fh2FFJetPtGen->Sumw2(); | |
678 | fOutputContainer->Add(fh2FFJetPtGen); | |
679 | ||
680 | // Pythia information | |
681 | fh1Xsec = new TProfile("fh1Xsec", "xsec from pyxsec.root", 1, 0, 1); | |
682 | fh1Xsec->Sumw2(); | |
683 | fh1Xsec->GetXaxis()->SetBinLabel(1, "<#sigma>"); | |
684 | fh1Trials = new TH1D("fh1Trials", "trials from pyxsec.root", 1, 0, 1); | |
685 | fh1Trials->Sumw2(); | |
686 | fh1Trials->GetXaxis()->SetBinLabel(1, "#sum{ntrials}"); | |
687 | ||
688 | fOutputContainer->Add(fh1Xsec); | |
689 | fOutputContainer->Add(fh1Trials); | |
690 | ||
691 | PostOutputData(); | |
692 | } | |
693 | ||
694 | ||
695 | //________________________________________________________________________ | |
696 | void AliAnalysisTaskPID::UserExec(Option_t *) | |
697 | { | |
698 | // Main loop | |
699 | // Called for each event | |
700 | ||
701 | // No processing of event, if input is fed in directly from another task | |
702 | if (fInputFromOtherTask) | |
703 | return; | |
704 | ||
705 | fEvent = dynamic_cast<AliVEvent*>(InputEvent()); | |
706 | if (!fEvent) { | |
707 | Printf("ERROR: fEvent not available"); | |
708 | return; | |
709 | } | |
710 | ||
711 | fMC = dynamic_cast<AliMCEvent*>(MCEvent()); | |
712 | ||
713 | if (!fPIDResponse || !fPIDcombined) | |
714 | return; | |
715 | ||
716 | if (!GetVertexIsOk(fEvent)) | |
717 | return; | |
718 | ||
719 | fESD = dynamic_cast<AliESDEvent*>(fEvent); | |
720 | const AliVVertex* primaryVertex = fESD ? fESD->GetPrimaryVertexTracks() : fEvent->GetPrimaryVertex(); | |
721 | if (!primaryVertex) | |
722 | return; | |
723 | ||
724 | if(primaryVertex->GetNContributors() <= 0) | |
725 | return; | |
726 | ||
727 | Double_t magField = fEvent->GetMagneticField(); | |
728 | ||
729 | //OLD with DeltaSpecies const Bool_t usePureGausForDelta = kTRUE; | |
730 | ||
731 | ||
732 | Double_t centralityPercentile = -1; | |
733 | if (fStoreCentralityPercentile) | |
734 | centralityPercentile = fEvent->GetCentrality()->GetCentralityPercentile(fCentralityEstimator.Data()); | |
735 | ||
736 | if (fMC) { | |
737 | for (Int_t iPart = 0; iPart < fMC->GetNumberOfTracks(); iPart++) { | |
738 | AliMCParticle *mcPart = dynamic_cast<AliMCParticle*>(fMC->GetTrack(iPart)); | |
739 | ||
740 | if (!mcPart) | |
741 | continue; | |
742 | ||
743 | // Define clean MC sample with corresponding particle level track cuts: | |
744 | // - MC-track must be in desired eta range | |
745 | // - MC-track must be physical primary | |
746 | // - Species must be one of those in question (everything else goes to the overflow bin of mcID) | |
747 | ||
748 | // Geometrie should be the same as on the reconstructed level -> By definition analysis within this eta interval | |
749 | if (TMath::Abs(mcPart->Eta()) < fEtaAbsCutLow || TMath::Abs(mcPart->Eta()) > fEtaAbsCutUp) continue; | |
750 | ||
751 | Int_t mcID = PDGtoMCID(mcPart->PdgCode()); | |
752 | ||
753 | // AliMCParticle->Charge() calls TParticlePDG->Charge(), which returns the charge in units of e0 / 3 | |
754 | Double_t chargeMC = mcPart->Charge() / 3.; | |
755 | ||
756 | if (TMath::Abs(chargeMC) < 0.01) | |
757 | continue; // Reject neutral particles (only relevant, if mcID is not used) | |
758 | ||
759 | Double_t valuesGenYield[kGenYieldNumAxes] = { mcID, mcPart->Pt(), centralityPercentile, -1, -1, -1, -1 }; | |
760 | valuesGenYield[GetIndexOfChargeAxisGenYield()] = chargeMC; | |
761 | ||
762 | if (!fMC->IsPhysicalPrimary(iPart)) | |
763 | continue; | |
764 | ||
765 | fhMCgeneratedYieldsPrimaries->Fill(valuesGenYield); | |
766 | ||
767 | ||
768 | Double_t valueEff[kEffNumAxes] = { mcID, mcPart->Pt(), mcPart->Eta(), chargeMC, centralityPercentile, | |
769 | -1, -1, -1 }; | |
770 | ||
771 | fContainerEff->Fill(valueEff, kStepGenWithGenCuts); | |
772 | } | |
773 | } | |
774 | ||
775 | // Track loop to fill a Train spectrum | |
776 | for (Int_t iTracks = 0; iTracks < fEvent->GetNumberOfTracks(); iTracks++) { | |
777 | AliVTrack* track = dynamic_cast<AliVTrack*>(fEvent->GetTrack(iTracks)); | |
778 | if (!track) { | |
779 | Printf("ERROR: Could not retrieve track %d", iTracks); | |
780 | continue; | |
781 | } | |
782 | ||
783 | ||
784 | // Apply detector level track cuts | |
785 | //TODO NOW if (track->GetTPCsignalN() < 60) | |
786 | //TODO NOW continue;//TODO was removed for a while | |
787 | ||
788 | ||
789 | if(fTrackFilter && !fTrackFilter->IsSelected(track)) | |
790 | continue; | |
791 | ||
792 | /* | |
793 | if (fESD) { | |
794 | AliESDtrack* trackESD = fESD->GetTrack(iTracks); | |
795 | if (trackESD) { | |
796 | if (trackESD->GetLengthInActiveZone(1, 1.8, 220, magField) < 120) | |
797 | continue; //TODO NOW TEST | |
798 | } | |
799 | }*/ | |
800 | ||
801 | if(fUsePhiCut) { | |
802 | if (!PhiPrimeCut(track, magField)) | |
803 | continue; // reject track | |
804 | } | |
805 | ||
806 | Double_t dEdxTPC = fPIDResponse->IsTunedOnData() ? fPIDResponse->GetTPCsignalTunedOnData(track) : track->GetTPCsignal(); | |
807 | ||
808 | if (dEdxTPC <= 0) | |
809 | continue; | |
810 | ||
811 | Int_t pdg = 0; // = 0 indicates data for the moment | |
812 | AliMCParticle* mcTrack = 0x0; | |
813 | Int_t mcID = AliPID::kUnknown; | |
814 | Int_t label = 0; | |
815 | ||
816 | if (fMC) { | |
817 | label = track->GetLabel(); | |
818 | ||
819 | //if (label < 0) | |
820 | // continue; | |
821 | ||
822 | mcTrack = dynamic_cast<AliMCParticle*>(fMC->GetTrack(TMath::Abs(label))); | |
823 | if (!mcTrack) { | |
824 | Printf("ERROR: Could not retrieve mcTrack with label %d for track %d", label, iTracks); | |
825 | continue; | |
826 | } | |
827 | ||
828 | pdg = mcTrack->PdgCode(); | |
829 | mcID = PDGtoMCID(mcTrack->PdgCode()); | |
830 | ||
831 | // For efficiency: Reconstructed track has survived all cuts on the detector level (excluding acceptance) | |
832 | // and has an associated MC track which is a physical primary and was generated inside the acceptance | |
833 | if (fMC->IsPhysicalPrimary(TMath::Abs(label)) && | |
834 | (TMath::Abs(mcTrack->Eta()) >= fEtaAbsCutLow && TMath::Abs(mcTrack->Eta()) <= fEtaAbsCutUp)) { | |
835 | ||
836 | // AliMCParticle->Charge() calls TParticlePDG->Charge(), which returns the charge in units of e0 / 3 | |
837 | Double_t value[kEffNumAxes] = { mcID, mcTrack->Pt(), mcTrack->Eta(), mcTrack->Charge() / 3., centralityPercentile, | |
838 | -1, -1, -1 }; | |
839 | fContainerEff->Fill(value, kStepRecWithGenCuts); | |
840 | ||
841 | Double_t valueMeas[kEffNumAxes] = { mcID, track->Pt(), track->Eta(), track->Charge(), centralityPercentile, | |
842 | -1, -1, -1 }; | |
843 | fContainerEff->Fill(valueMeas, kStepRecWithGenCutsMeasuredObs); | |
844 | } | |
845 | } | |
846 | ||
847 | // Only process tracks inside the desired eta window | |
848 | if (TMath::Abs(track->Eta()) < fEtaAbsCutLow || TMath::Abs(track->Eta()) > fEtaAbsCutUp) continue; | |
849 | ||
850 | ProcessTrack(track, pdg, centralityPercentile, -1); // No jet information in this case -> Set jet pT to -1 | |
851 | ||
852 | if (mcTrack) { | |
853 | Double_t valueRecAllCuts[kEffNumAxes] = { mcID, track->Pt(), track->Eta(), track->Charge(), centralityPercentile, | |
854 | -1, -1, -1 }; | |
855 | fContainerEff->Fill(valueRecAllCuts, kStepRecWithRecCutsMeasuredObs); | |
856 | ||
857 | Double_t weight = IsSecondaryWithStrangeMotherMC(fMC, TMath::Abs(label)) ? GetMCStrangenessFactorCMS(fMC, mcTrack) : 1.0; | |
858 | fContainerEff->Fill(valueRecAllCuts, kStepRecWithRecCutsMeasuredObsStrangenessScaled, weight); | |
859 | ||
860 | if (fMC->IsPhysicalPrimary(TMath::Abs(label))) | |
861 | fContainerEff->Fill(valueRecAllCuts, kStepRecWithRecCutsMeasuredObsPrimaries); | |
862 | } | |
863 | } //track loop | |
864 | ||
865 | IncrementEventsProcessed(centralityPercentile); | |
866 | ||
867 | PostOutputData(); | |
868 | } | |
869 | ||
870 | //________________________________________________________________________ | |
871 | void AliAnalysisTaskPID::Terminate(const Option_t *) | |
872 | { | |
873 | // Draw result to the screen | |
874 | // Called once at the end of the query | |
875 | } | |
876 | ||
877 | ||
878 | //_____________________________________________________________________________ | |
879 | void AliAnalysisTaskPID::CheckDoAnyStematicStudiesOnTheExpectedSignal() | |
880 | { | |
881 | // Check whether at least one scale factor indicates the ussage of systematic studies | |
882 | // and set internal flag accordingly. | |
883 | ||
884 | fDoAnySystematicStudiesOnTheExpectedSignal = kFALSE; | |
885 | ||
886 | if (TMath::Abs(fSystematicScalingSplines - 1.0) > fgkEpsilon) { | |
887 | fDoAnySystematicStudiesOnTheExpectedSignal = kTRUE; | |
888 | return; | |
889 | } | |
890 | ||
891 | if ((TMath::Abs(fSystematicScalingEtaCorrectionLowMomenta - 1.0) > fgkEpsilon) || | |
892 | (TMath::Abs(fSystematicScalingEtaCorrectionHighMomenta - 1.0) > fgkEpsilon)) { | |
893 | fDoAnySystematicStudiesOnTheExpectedSignal = kTRUE; | |
894 | return; | |
895 | } | |
896 | ||
897 | if (TMath::Abs(fSystematicScalingEtaSigmaPara - 1.0) > fgkEpsilon) { | |
898 | fDoAnySystematicStudiesOnTheExpectedSignal = kTRUE; | |
899 | return; | |
900 | } | |
901 | ||
902 | if (TMath::Abs(fSystematicScalingMultCorrection - 1.0) > fgkEpsilon) { | |
903 | fDoAnySystematicStudiesOnTheExpectedSignal = kTRUE; | |
904 | return; | |
905 | } | |
906 | } | |
907 | ||
908 | ||
909 | //_____________________________________________________________________________ | |
910 | Int_t AliAnalysisTaskPID::PDGtoMCID(Int_t pdg) | |
911 | { | |
912 | // Returns the corresponding AliPID index to the given pdg code. | |
913 | // Returns AliPID::kUnkown if pdg belongs to a not considered species. | |
914 | ||
915 | Int_t absPDGcode = TMath::Abs(pdg); | |
916 | if (absPDGcode == 211) {//Pion | |
917 | return AliPID::kPion; | |
918 | } | |
919 | else if (absPDGcode == 321) {//Kaon | |
920 | return AliPID::kKaon; | |
921 | } | |
922 | else if (absPDGcode == 2212) {//Proton | |
923 | return AliPID::kProton; | |
924 | } | |
925 | else if (absPDGcode == 11) {//Electron | |
926 | return AliPID::kElectron; | |
927 | } | |
928 | else if (absPDGcode == 13) {//Muon | |
929 | return AliPID::kMuon; | |
930 | } | |
931 | ||
932 | return AliPID::kUnknown; | |
933 | } | |
934 | ||
935 | ||
936 | //_____________________________________________________________________________ | |
937 | void AliAnalysisTaskPID::GetJetTrackObservables(const Double_t trackPt, const Double_t jetPt, Double_t& z, Double_t& xi) | |
938 | { | |
939 | // Uses trackPt and jetPt to obtain z and xi. | |
940 | ||
941 | z = (jetPt > 0 && trackPt >= 0) ? (trackPt / jetPt) : -1; | |
942 | xi = (z > 0) ? TMath::Log(1. / z) : -1; | |
943 | ||
944 | if(trackPt > (1. - 1e-06) * jetPt && trackPt < (1. + 1e-06) * jetPt) { // case z=1 : move entry to last histo bin <1 | |
945 | z = 1. - 1e-06; | |
946 | xi = 1e-06; | |
947 | } | |
948 | } | |
949 | ||
950 | ||
951 | //_____________________________________________________________________________ | |
952 | void AliAnalysisTaskPID::CleanupParticleFractionHistos() | |
953 | { | |
954 | // Delete histos with particle fractions | |
955 | ||
956 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
957 | delete fFractionHists[i]; | |
958 | fFractionHists[i] = 0x0; | |
959 | ||
960 | delete fFractionSysErrorHists[i]; | |
961 | fFractionSysErrorHists[i] = 0x0; | |
962 | } | |
963 | } | |
964 | ||
965 | ||
966 | //_____________________________________________________________________________ | |
967 | Double_t AliAnalysisTaskPID::ConvolutedGaus(const Double_t* xx, const Double_t* par) const | |
968 | { | |
969 | // Convolutes gauss with an exponential tail which describes dEdx-response better than pure gaussian | |
970 | ||
971 | const Double_t mean = par[0]; | |
972 | const Double_t sigma = par[1]; | |
973 | const Double_t lambda = par[2]; | |
974 | ||
975 | return lambda/sigma*TMath::Exp(-lambda/sigma*(xx[0]-mean)+lambda*lambda*0.5)*0.5*TMath::Erfc((-xx[0]+mean+sigma*lambda)/sigma*fgkOneOverSqrt2); | |
976 | } | |
977 | ||
978 | ||
979 | //_____________________________________________________________________________ | |
980 | inline Double_t AliAnalysisTaskPID::FastGaus(const Double_t x, const Double_t mean, const Double_t sigma) const | |
981 | { | |
982 | // Calculate an unnormalised gaussian function with mean and sigma. | |
983 | ||
984 | if (sigma < fgkEpsilon) | |
985 | return 1.e30; | |
986 | ||
987 | const Double_t arg = (x - mean) / sigma; | |
988 | return exp(-0.5 * arg * arg); | |
989 | } | |
990 | ||
991 | ||
992 | //_____________________________________________________________________________ | |
993 | inline Double_t AliAnalysisTaskPID::FastNormalisedGaus(const Double_t x, const Double_t mean, const Double_t sigma) const | |
994 | { | |
995 | // Calculate a normalised (divided by sqrt(2*Pi)*sigma) gaussian function with mean and sigma. | |
996 | ||
997 | if (sigma < fgkEpsilon) | |
998 | return 1.e30; | |
999 | ||
1000 | const Double_t arg = (x - mean) / sigma; | |
1001 | const Double_t res = exp(-0.5 * arg * arg); | |
1002 | return res / (2.50662827463100024 * sigma); //sqrt(2*Pi)=2.50662827463100024 | |
1003 | } | |
1004 | ||
1005 | ||
1006 | //_____________________________________________________________________________ | |
1007 | Int_t AliAnalysisTaskPID::FindBinWithinRange(TAxis* axis, Double_t value) const | |
1008 | { | |
1009 | // Find the corresponding bin of the axis. Values outside the range (also under and overflow) will be set to the first/last | |
1010 | // available bin | |
1011 | ||
1012 | Int_t bin = axis->FindFixBin(value); | |
1013 | ||
1014 | if (bin <= 0) | |
1015 | bin = 1; | |
1016 | if (bin > axis->GetNbins()) | |
1017 | bin = axis->GetNbins(); | |
1018 | ||
1019 | return bin; | |
1020 | } | |
1021 | ||
1022 | ||
1023 | //_____________________________________________________________________________ | |
57fa828c | 1024 | Int_t AliAnalysisTaskPID::FindFirstBinAboveIn3dSubset(const TH3* hist, const Double_t threshold, const Int_t yBin, |
1025 | const Int_t zBin) const | |
e131b05f | 1026 | { |
1027 | // Kind of projects a TH3 to 1 bin combination in y and z | |
1028 | // and looks for the first x bin above a threshold for this projection. | |
1029 | // If no such bin is found, -1 is returned. | |
1030 | ||
1031 | if (!hist) | |
1032 | return -1; | |
1033 | ||
1034 | Int_t nBinsX = hist->GetNbinsX(); | |
1035 | for (Int_t xBin = 1; xBin <= nBinsX; xBin++) { | |
1036 | if (hist->GetBinContent(xBin, yBin, zBin) > threshold) | |
1037 | return xBin; | |
1038 | } | |
1039 | ||
1040 | return -1; | |
1041 | } | |
1042 | ||
1043 | ||
1044 | //_____________________________________________________________________________ | |
57fa828c | 1045 | Int_t AliAnalysisTaskPID::FindLastBinAboveIn3dSubset(const TH3* hist, const Double_t threshold, const Int_t yBin, |
1046 | const Int_t zBin) const | |
e131b05f | 1047 | { |
1048 | // Kind of projects a TH3 to 1 bin combination in y and z | |
1049 | // and looks for the last x bin above a threshold for this projection. | |
1050 | // If no such bin is found, -1 is returned. | |
1051 | ||
1052 | if (!hist) | |
1053 | return -1; | |
1054 | ||
1055 | Int_t nBinsX = hist->GetNbinsX(); | |
1056 | for (Int_t xBin = nBinsX; xBin >= 1; xBin--) { | |
1057 | if (hist->GetBinContent(xBin, yBin, zBin) > threshold) | |
1058 | return xBin; | |
1059 | } | |
1060 | ||
1061 | return -1; | |
1062 | } | |
1063 | ||
1064 | ||
1065 | //_____________________________________________________________________________ | |
1066 | Bool_t AliAnalysisTaskPID::GetParticleFraction(const Double_t trackPt, const Double_t jetPt, const Double_t centralityPercentile, | |
1067 | const AliPID::EParticleType species, | |
1068 | Double_t& fraction, Double_t& fractionErrorStat, Double_t& fractionErrorSys) const | |
1069 | { | |
1070 | // Computes the particle fraction for the corresponding species for the given trackPt, jetPt and centrality. | |
1071 | // Use jetPt = -1 for inclusive spectra and centralityPercentile = -1 for pp. | |
1072 | // On success (return value kTRUE), fraction contains the particle fraction, fractionErrorStat(Sys) the sigma of its | |
1073 | // statistical (systematic) error | |
1074 | ||
1075 | fraction = -999.; | |
1076 | fractionErrorStat = 999.; | |
1077 | fractionErrorSys = 999.; | |
1078 | ||
1079 | if (species > AliPID::kProton || species < AliPID::kElectron) { | |
1080 | AliError(Form("Only fractions for species index %d to %d availabe, but not for the requested one: %d", 0, AliPID::kProton, species)); | |
1081 | return kFALSE; | |
1082 | } | |
1083 | ||
1084 | if (!fFractionHists[species]) { | |
1085 | AliError(Form("Histo with particle fractions for species %d not loaded!", species)); | |
1086 | ||
1087 | return kFALSE; | |
1088 | } | |
1089 | ||
1090 | Int_t jetPtBin = FindBinWithinRange(fFractionHists[species]->GetYaxis(), jetPt); | |
1091 | Int_t centBin = FindBinWithinRange(fFractionHists[species]->GetZaxis(), centralityPercentile); | |
1092 | ||
1093 | // The following interpolation takes the bin content of the first/last available bin, | |
1094 | // if requested point lies beyond bin center of first/last bin. | |
1095 | // The interpolation is only done for the x-axis (track pT), i.e. jetPtBin and centBin are fix, | |
1096 | // because the analysis will anyhow be run in bins of jetPt and centrality and | |
1097 | // it is not desired to correlate different jetPt bins via interpolation. | |
1098 | ||
1099 | // The same procedure is used for the error of the fraction | |
1100 | TAxis* xAxis = fFractionHists[species]->GetXaxis(); | |
1101 | ||
1102 | // No interpolation to values beyond the centers of the first/last bins (we don't know exactly where the spectra start or stop, | |
1103 | // thus, search for the first and last bin above 0.0 to constrain the range | |
1104 | Int_t firstBin = TMath::Max(1, FindFirstBinAboveIn3dSubset(fFractionHists[species], 0.0, jetPtBin, centBin)); | |
1105 | Int_t lastBin = TMath::Min(fFractionHists[species]->GetNbinsX(), | |
1106 | FindLastBinAboveIn3dSubset(fFractionHists[species], 0.0, jetPtBin, centBin)); | |
1107 | ||
1108 | if (trackPt <= xAxis->GetBinCenter(firstBin)) { | |
1109 | fraction = fFractionHists[species]->GetBinContent(firstBin, jetPtBin, centBin); | |
1110 | fractionErrorStat = fFractionHists[species]->GetBinError(firstBin, jetPtBin, centBin); | |
1111 | fractionErrorSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(firstBin, jetPtBin, centBin) : 0.; | |
1112 | } | |
1113 | else if (trackPt >= xAxis->GetBinCenter(lastBin)) { | |
1114 | fraction = fFractionHists[species]->GetBinContent(lastBin, jetPtBin, centBin); | |
1115 | fractionErrorStat = fFractionHists[species]->GetBinError(lastBin, jetPtBin, centBin); | |
1116 | fractionErrorSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(lastBin, jetPtBin, centBin) : 0.; | |
1117 | } | |
1118 | else { | |
1119 | Double_t x0 = 0., x1 = 0., y0 = 0., y1 = 0.; | |
1120 | Double_t y0errStat = 0., y1errStat = 0., y0errSys = 0., y1errSys = 0.; | |
1121 | Int_t trackPtBin = xAxis->FindBin(trackPt); | |
1122 | ||
1123 | // Linear interpolation between nearest neighbours in trackPt | |
1124 | if (trackPt <= xAxis->GetBinCenter(trackPtBin)) { | |
1125 | y0 = fFractionHists[species]->GetBinContent(trackPtBin - 1, jetPtBin, centBin); | |
1126 | y0errStat = fFractionHists[species]->GetBinError(trackPtBin - 1, jetPtBin, centBin); | |
1127 | y0errSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(trackPtBin - 1, jetPtBin, centBin) | |
1128 | : 0.; | |
1129 | x0 = xAxis->GetBinCenter(trackPtBin - 1); | |
1130 | y1 = fFractionHists[species]->GetBinContent(trackPtBin, jetPtBin, centBin); | |
1131 | y1errStat = fFractionHists[species]->GetBinError(trackPtBin, jetPtBin, centBin); | |
1132 | y1errSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(trackPtBin, jetPtBin, centBin) | |
1133 | : 0.; | |
1134 | x1 = xAxis->GetBinCenter(trackPtBin); | |
1135 | } | |
1136 | else { | |
1137 | y0 = fFractionHists[species]->GetBinContent(trackPtBin, jetPtBin, centBin); | |
1138 | y0errStat = fFractionHists[species]->GetBinError(trackPtBin, jetPtBin, centBin); | |
1139 | y0errSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(trackPtBin, jetPtBin, centBin) | |
1140 | : 0.; | |
1141 | x0 = xAxis->GetBinCenter(trackPtBin); | |
1142 | y1 = fFractionHists[species]->GetBinContent(trackPtBin + 1, jetPtBin, centBin); | |
1143 | y1errStat = fFractionHists[species]->GetBinError(trackPtBin + 1, jetPtBin, centBin); | |
1144 | y1errSys = fFractionSysErrorHists[species] ? fFractionSysErrorHists[species]->GetBinError(trackPtBin + 1, jetPtBin, centBin) | |
1145 | : 0.; | |
1146 | x1 = xAxis->GetBinCenter(trackPtBin + 1); | |
1147 | } | |
1148 | ||
1149 | // Per construction: x0 < trackPt < x1 | |
1150 | fraction = y0 + (trackPt - x0) * ((y1 - y0) / (x1 - x0)); | |
1151 | fractionErrorStat = y0errStat + (trackPt - x0) * ((y1errStat - y0errStat) / (x1 - x0)); | |
1152 | fractionErrorSys = fFractionSysErrorHists[species] ? (y0errSys + (trackPt - x0) * ((y1errSys - y0errSys) / (x1 - x0))) : 0.; | |
1153 | } | |
1154 | ||
1155 | return kTRUE; | |
1156 | } | |
1157 | ||
1158 | ||
1159 | //_____________________________________________________________________________ | |
1160 | Bool_t AliAnalysisTaskPID::GetParticleFractions(const Double_t trackPt, const Double_t jetPt, const Double_t centralityPercentile, | |
1161 | Double_t* prob, const Int_t smearSpeciesByError, | |
1162 | const Int_t takeIntoAccountSpeciesSysError, const Bool_t uniformSystematicError) const | |
1163 | { | |
1164 | // Fills the particle fractions for the given trackPt, jetPt and centrality into "prob". | |
1165 | // Use jetPt = -1 for inclusive spectra and centralityPercentile = -1 for pp. | |
1166 | // If smearSpeciesByError is >= 0 && < AliPID::kSPECIES, the returned fractions will be a random number distributed | |
1167 | // with a gauss with mean being the corresponding particle fraction and sigma it's error for the considered species | |
1168 | // "smearSpeciesByError". | |
1169 | // Note that in this case the fractions for all species will NOT sum up to 1! | |
1170 | // Thus, all other species fractions will be re-scaled weighted with their corresponding statistical error. | |
1171 | // A similar procedure is used for "takeIntoAccountSpeciesSysError": The systematic error of the corresponding species | |
1172 | // is used to generate a random number with uniform distribution in [mean - sysError, mean + sysError] for the new mean | |
1173 | // (in cace of uniformSystematicError = kTRUE, otherwise it will be a gaus(mean, sysError)), | |
1174 | // then the other species will be re-scaled according to their systematic errors. | |
1175 | // First, the systematic error uncertainty procedure will be performed (that is including re-scaling), then the statistical | |
1176 | // uncertainty procedure. | |
1177 | // On success, kTRUE is returned. | |
1178 | ||
1179 | if (!prob || smearSpeciesByError >= AliPID::kSPECIES || takeIntoAccountSpeciesSysError >= AliPID::kSPECIES) | |
1180 | return kFALSE; | |
1181 | ||
1182 | Double_t probTemp[AliPID::kSPECIES]; | |
1183 | Double_t probErrorStat[AliPID::kSPECIES]; | |
1184 | Double_t probErrorSys[AliPID::kSPECIES]; | |
1185 | ||
1186 | Bool_t success = kTRUE; | |
1187 | success = success && GetParticleFraction(trackPt, jetPt, centralityPercentile, AliPID::kElectron, | |
1188 | probTemp[AliPID::kElectron], probErrorStat[AliPID::kElectron], | |
1189 | probErrorSys[AliPID::kElectron]); | |
1190 | success = success && GetParticleFraction(trackPt, jetPt, centralityPercentile, AliPID::kMuon, | |
1191 | probTemp[AliPID::kMuon], probErrorStat[AliPID::kMuon], probErrorSys[AliPID::kMuon]); | |
1192 | success = success && GetParticleFraction(trackPt, jetPt, centralityPercentile, AliPID::kPion, | |
1193 | probTemp[AliPID::kPion], probErrorStat[AliPID::kPion], probErrorSys[AliPID::kPion]); | |
1194 | success = success && GetParticleFraction(trackPt, jetPt, centralityPercentile, AliPID::kKaon, | |
1195 | probTemp[AliPID::kKaon], probErrorStat[AliPID::kKaon], probErrorSys[AliPID::kKaon]); | |
1196 | success = success && GetParticleFraction(trackPt, jetPt, centralityPercentile, AliPID::kProton, | |
1197 | probTemp[AliPID::kProton], probErrorStat[AliPID::kProton], probErrorSys[AliPID::kProton]); | |
1198 | ||
1199 | if (!success) | |
1200 | return kFALSE; | |
1201 | ||
1202 | // If desired, take into account the systematic error of the corresponding species and re-generate probTemp accordingly | |
1203 | if (takeIntoAccountSpeciesSysError >= 0) { | |
1204 | // Generate random fraction of the considered species "smearSpeciesByError" according to mean and sigma | |
1205 | Double_t generatedFraction = uniformSystematicError | |
1206 | ? fRandom->Rndm() * 2. * probErrorSys[takeIntoAccountSpeciesSysError] | |
1207 | - probErrorSys[takeIntoAccountSpeciesSysError] | |
1208 | + probTemp[takeIntoAccountSpeciesSysError] | |
1209 | : fRandom->Gaus(probTemp[takeIntoAccountSpeciesSysError], | |
1210 | probErrorSys[takeIntoAccountSpeciesSysError]); | |
1211 | ||
1212 | // Catch cases with invalid fraction (can happen for large errors), i.e. fraction < 0 or > 1 | |
1213 | if (generatedFraction < 0.) | |
1214 | generatedFraction = 0.; | |
1215 | else if (generatedFraction > 1.) | |
1216 | generatedFraction = 1.; | |
1217 | ||
1218 | // Calculate difference from original fraction (original fractions sum up to 1!) | |
1219 | Double_t deltaFraction = generatedFraction - probTemp[takeIntoAccountSpeciesSysError]; | |
1220 | ||
1221 | // Fractions must (including errors) lie inside [0,1] -> Adapt weights accordingly by setting the errors | |
1222 | if (deltaFraction > 0) { | |
1223 | // Some part will be SUBTRACTED from the other fractions | |
1224 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1225 | if (probTemp[i] - probErrorSys[i] < 0) | |
1226 | probErrorSys[i] = probTemp[i]; | |
1227 | } | |
1228 | } | |
1229 | else { | |
1230 | // Some part will be ADDED to the other fractions | |
1231 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1232 | if (probTemp[i] + probErrorSys[i] > 1) | |
1233 | probErrorSys[i] = 1. - probTemp[i]; | |
1234 | } | |
1235 | } | |
1236 | ||
1237 | // Compute summed weight of all fractions except for the considered one | |
1238 | Double_t summedWeight = 0.; | |
1239 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1240 | if (i != takeIntoAccountSpeciesSysError) | |
1241 | summedWeight += probErrorSys[i]; | |
1242 | } | |
1243 | ||
1244 | // Compute the weight for the other species | |
1245 | /* | |
1246 | if (summedWeight <= 1e-13) { | |
1247 | // If this happens for some reason (it should not!), just assume flat weight | |
1248 | printf("Error: summedWeight (sys error) ~ 0 for trackPt %f, jetPt %f, centralityPercentile %f. Setting flat weight!\n", | |
1249 | trackPt, jetPt, centralityPercentile); | |
1250 | }*/ | |
1251 | ||
1252 | Double_t weight[AliPID::kSPECIES]; | |
1253 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1254 | if (i != takeIntoAccountSpeciesSysError) { | |
1255 | if (summedWeight > 1e-13) | |
1256 | weight[i] = probErrorSys[i] / summedWeight; | |
1257 | else | |
1258 | weight[i] = probErrorSys[i] / (AliPID::kSPECIES - 1); | |
1259 | } | |
1260 | } | |
1261 | ||
1262 | // For the final generated fractions, set the generated value for the considered species | |
1263 | // and the generated value minus delta times statistical weight | |
1264 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1265 | if (i != takeIntoAccountSpeciesSysError) | |
1266 | probTemp[i] = probTemp[i] - weight[i] * deltaFraction; | |
1267 | else | |
1268 | probTemp[i] = generatedFraction; | |
1269 | } | |
1270 | } | |
1271 | ||
1272 | // Using the values of probTemp (either the original ones or those after taking into account the systematic error), | |
1273 | // calculate the final fractions - if the statistical error is to be taken into account, smear the corresponding | |
1274 | // fraction. If not, just write probTemp to the final result array. | |
1275 | if (smearSpeciesByError >= 0) { | |
1276 | // Generate random fraction of the considered species "smearSpeciesByError" according to mean and sigma | |
1277 | Double_t generatedFraction = fRandom->Gaus(probTemp[smearSpeciesByError], probErrorStat[smearSpeciesByError]); | |
1278 | ||
1279 | // Catch cases with invalid fraction (can happen for large errors), i.e. fraction < 0 or > 1 | |
1280 | if (generatedFraction < 0.) | |
1281 | generatedFraction = 0.; | |
1282 | else if (generatedFraction > 1.) | |
1283 | generatedFraction = 1.; | |
1284 | ||
1285 | // Calculate difference from original fraction (original fractions sum up to 1!) | |
1286 | Double_t deltaFraction = generatedFraction - probTemp[smearSpeciesByError]; | |
1287 | ||
1288 | // Fractions must (including errors) lie inside [0,1] -> Adapt weights accordingly by setting the errors | |
1289 | if (deltaFraction > 0) { | |
1290 | // Some part will be SUBTRACTED from the other fractions | |
1291 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1292 | if (probTemp[i] - probErrorStat[i] < 0) | |
1293 | probErrorStat[i] = probTemp[i]; | |
1294 | } | |
1295 | } | |
1296 | else { | |
1297 | // Some part will be ADDED to the other fractions | |
1298 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1299 | if (probTemp[i] + probErrorStat[i] > 1) | |
1300 | probErrorStat[i] = 1. - probTemp[i]; | |
1301 | } | |
1302 | } | |
1303 | ||
1304 | // Compute summed weight of all fractions except for the considered one | |
1305 | Double_t summedWeight = 0.; | |
1306 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1307 | if (i != smearSpeciesByError) | |
1308 | summedWeight += probErrorStat[i]; | |
1309 | } | |
1310 | ||
1311 | // Compute the weight for the other species | |
1312 | /* | |
1313 | if (summedWeight <= 1e-13) { | |
1314 | // If this happens for some reason (it should not!), just assume flat weight | |
1315 | printf("Error: summedWeight (stat error) ~ 0 for trackPt %f, jetPt %f, centralityPercentile %f. Setting flat weight!\n", | |
1316 | trackPt, jetPt, centralityPercentile); | |
1317 | }*/ | |
1318 | ||
1319 | Double_t weight[AliPID::kSPECIES]; | |
1320 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1321 | if (i != smearSpeciesByError) { | |
1322 | if (summedWeight > 1e-13) | |
1323 | weight[i] = probErrorStat[i] / summedWeight; | |
1324 | else | |
1325 | weight[i] = probErrorStat[i] / (AliPID::kSPECIES - 1); | |
1326 | } | |
1327 | } | |
1328 | ||
1329 | // For the final generated fractions, set the generated value for the considered species | |
1330 | // and the generated value minus delta times statistical weight | |
1331 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1332 | if (i != smearSpeciesByError) | |
1333 | prob[i] = probTemp[i] - weight[i] * deltaFraction; | |
1334 | else | |
1335 | prob[i] = generatedFraction; | |
1336 | } | |
1337 | } | |
1338 | else { | |
1339 | // Just take the generated values | |
1340 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) | |
1341 | prob[i] = probTemp[i]; | |
1342 | } | |
1343 | ||
1344 | ||
1345 | // Should already be normalised, but make sure that it really is: | |
1346 | Double_t probSum = 0.; | |
1347 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1348 | probSum += prob[i]; | |
1349 | } | |
1350 | ||
1351 | if (probSum <= 0) | |
1352 | return kFALSE; | |
1353 | ||
1354 | if (TMath::Abs(probSum - 1.0) > 1e-4) { | |
1355 | printf("Warning: Re-normalising sum of fractions: Sum is %e\n", probSum); | |
1356 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1357 | prob[i] /= probSum; | |
1358 | } | |
1359 | } | |
1360 | ||
1361 | return kTRUE; | |
1362 | } | |
1363 | ||
1364 | ||
1365 | //_____________________________________________________________________________ | |
1366 | const TH3D* AliAnalysisTaskPID::GetParticleFractionHisto(const Int_t species, const Bool_t sysError) const | |
1367 | { | |
1368 | if (species < AliPID::kElectron || species > AliPID::kProton) | |
1369 | return 0x0; | |
1370 | ||
1371 | return sysError ? fFractionSysErrorHists[species] : fFractionHists[species]; | |
1372 | } | |
1373 | ||
1374 | ||
1375 | //_____________________________________________________________________________ | |
1376 | Double_t AliAnalysisTaskPID::GetMCStrangenessFactorCMS(Int_t motherPDG, Double_t motherGenPt) | |
1377 | { | |
1378 | // Strangeness ratio MC/data as function of mother pt from CMS data in |eta|<2.0 | |
1379 | // -> Based on function in PWGJE/AliAnalysisTaskFragmentationFunction, which uses | |
1380 | // the following data from CMS pp @ 7 TeV inclusive (JHEP 05 (2011) 064) | |
1381 | ||
1382 | Double_t fac = 1; | |
1383 | ||
1384 | const Int_t absMotherPDG = TMath::Abs(motherPDG); | |
1385 | ||
1386 | if (absMotherPDG == 310 || absMotherPDG == 321) { // K0s / K+ / K- | |
1387 | if (0.00 <= motherGenPt && motherGenPt < 0.20) fac = 0.768049; | |
1388 | else if(0.20 <= motherGenPt && motherGenPt < 0.40) fac = 0.732933; | |
1389 | else if(0.40 <= motherGenPt && motherGenPt < 0.60) fac = 0.650298; | |
1390 | else if(0.60 <= motherGenPt && motherGenPt < 0.80) fac = 0.571332; | |
1391 | else if(0.80 <= motherGenPt && motherGenPt < 1.00) fac = 0.518734; | |
1392 | else if(1.00 <= motherGenPt && motherGenPt < 1.20) fac = 0.492543; | |
1393 | else if(1.20 <= motherGenPt && motherGenPt < 1.40) fac = 0.482704; | |
1394 | else if(1.40 <= motherGenPt && motherGenPt < 1.60) fac = 0.488056; | |
1395 | else if(1.60 <= motherGenPt && motherGenPt < 1.80) fac = 0.488861; | |
1396 | else if(1.80 <= motherGenPt && motherGenPt < 2.00) fac = 0.492862; | |
1397 | else if(2.00 <= motherGenPt && motherGenPt < 2.20) fac = 0.504332; | |
1398 | else if(2.20 <= motherGenPt && motherGenPt < 2.40) fac = 0.501858; | |
1399 | else if(2.40 <= motherGenPt && motherGenPt < 2.60) fac = 0.512970; | |
1400 | else if(2.60 <= motherGenPt && motherGenPt < 2.80) fac = 0.524131; | |
1401 | else if(2.80 <= motherGenPt && motherGenPt < 3.00) fac = 0.539130; | |
1402 | else if(3.00 <= motherGenPt && motherGenPt < 3.20) fac = 0.554101; | |
1403 | else if(3.20 <= motherGenPt && motherGenPt < 3.40) fac = 0.560348; | |
1404 | else if(3.40 <= motherGenPt && motherGenPt < 3.60) fac = 0.568869; | |
1405 | else if(3.60 <= motherGenPt && motherGenPt < 3.80) fac = 0.583310; | |
1406 | else if(3.80 <= motherGenPt && motherGenPt < 4.00) fac = 0.604818; | |
1407 | else if(4.00 <= motherGenPt && motherGenPt < 5.00) fac = 0.632630; | |
1408 | else if(5.00 <= motherGenPt && motherGenPt < 6.00) fac = 0.710070; | |
1409 | else if(6.00 <= motherGenPt && motherGenPt < 8.00) fac = 0.736365; | |
1410 | else if(8.00 <= motherGenPt && motherGenPt < 10.00) fac = 0.835865; | |
1411 | } | |
1412 | ||
1413 | if (absMotherPDG == 3122) { // Lambda | |
1414 | if (0.00 <= motherGenPt && motherGenPt < 0.20) fac = 0.645162; | |
1415 | else if(0.20 <= motherGenPt && motherGenPt < 0.40) fac = 0.627431; | |
1416 | else if(0.40 <= motherGenPt && motherGenPt < 0.60) fac = 0.457136; | |
1417 | else if(0.60 <= motherGenPt && motherGenPt < 0.80) fac = 0.384369; | |
1418 | else if(0.80 <= motherGenPt && motherGenPt < 1.00) fac = 0.330597; | |
1419 | else if(1.00 <= motherGenPt && motherGenPt < 1.20) fac = 0.309571; | |
1420 | else if(1.20 <= motherGenPt && motherGenPt < 1.40) fac = 0.293620; | |
1421 | else if(1.40 <= motherGenPt && motherGenPt < 1.60) fac = 0.283709; | |
1422 | else if(1.60 <= motherGenPt && motherGenPt < 1.80) fac = 0.282047; | |
1423 | else if(1.80 <= motherGenPt && motherGenPt < 2.00) fac = 0.277261; | |
1424 | else if(2.00 <= motherGenPt && motherGenPt < 2.20) fac = 0.275772; | |
1425 | else if(2.20 <= motherGenPt && motherGenPt < 2.40) fac = 0.280726; | |
1426 | else if(2.40 <= motherGenPt && motherGenPt < 2.60) fac = 0.288540; | |
1427 | else if(2.60 <= motherGenPt && motherGenPt < 2.80) fac = 0.288315; | |
1428 | else if(2.80 <= motherGenPt && motherGenPt < 3.00) fac = 0.296619; | |
1429 | else if(3.00 <= motherGenPt && motherGenPt < 3.20) fac = 0.302993; | |
1430 | else if(3.20 <= motherGenPt && motherGenPt < 3.40) fac = 0.338121; | |
1431 | else if(3.40 <= motherGenPt && motherGenPt < 3.60) fac = 0.349800; | |
1432 | else if(3.60 <= motherGenPt && motherGenPt < 3.80) fac = 0.356802; | |
1433 | else if(3.80 <= motherGenPt && motherGenPt < 4.00) fac = 0.391202; | |
1434 | else if(4.00 <= motherGenPt && motherGenPt < 5.00) fac = 0.422573; | |
1435 | else if(5.00 <= motherGenPt && motherGenPt < 6.00) fac = 0.573815; | |
1436 | else if(6.00 <= motherGenPt && motherGenPt < 8.00) fac = 0.786984; | |
1437 | else if(8.00 <= motherGenPt && motherGenPt < 10.00) fac = 1.020021; | |
1438 | } | |
1439 | ||
1440 | if (absMotherPDG == 3312 || absMotherPDG == 3322) { // xi | |
1441 | if (0.00 <= motherGenPt && motherGenPt < 0.20) fac = 0.666620; | |
1442 | else if(0.20 <= motherGenPt && motherGenPt < 0.40) fac = 0.575908; | |
1443 | else if(0.40 <= motherGenPt && motherGenPt < 0.60) fac = 0.433198; | |
1444 | else if(0.60 <= motherGenPt && motherGenPt < 0.80) fac = 0.340901; | |
1445 | else if(0.80 <= motherGenPt && motherGenPt < 1.00) fac = 0.290896; | |
1446 | else if(1.00 <= motherGenPt && motherGenPt < 1.20) fac = 0.236074; | |
1447 | else if(1.20 <= motherGenPt && motherGenPt < 1.40) fac = 0.218681; | |
1448 | else if(1.40 <= motherGenPt && motherGenPt < 1.60) fac = 0.207763; | |
1449 | else if(1.60 <= motherGenPt && motherGenPt < 1.80) fac = 0.222848; | |
1450 | else if(1.80 <= motherGenPt && motherGenPt < 2.00) fac = 0.208806; | |
1451 | else if(2.00 <= motherGenPt && motherGenPt < 2.20) fac = 0.197275; | |
1452 | else if(2.20 <= motherGenPt && motherGenPt < 2.40) fac = 0.183645; | |
1453 | else if(2.40 <= motherGenPt && motherGenPt < 2.60) fac = 0.188788; | |
1454 | else if(2.60 <= motherGenPt && motherGenPt < 2.80) fac = 0.188282; | |
1455 | else if(2.80 <= motherGenPt && motherGenPt < 3.00) fac = 0.207442; | |
1456 | else if(3.00 <= motherGenPt && motherGenPt < 3.20) fac = 0.240388; | |
1457 | else if(3.20 <= motherGenPt && motherGenPt < 3.40) fac = 0.241916; | |
1458 | else if(3.40 <= motherGenPt && motherGenPt < 3.60) fac = 0.208276; | |
1459 | else if(3.60 <= motherGenPt && motherGenPt < 3.80) fac = 0.234550; | |
1460 | else if(3.80 <= motherGenPt && motherGenPt < 4.00) fac = 0.251689; | |
1461 | else if(4.00 <= motherGenPt && motherGenPt < 5.00) fac = 0.310204; | |
1462 | else if(5.00 <= motherGenPt && motherGenPt < 6.00) fac = 0.343492; | |
1463 | } | |
1464 | ||
1465 | const Double_t weight = 1. / fac; | |
1466 | ||
1467 | return weight; | |
1468 | } | |
1469 | ||
1470 | ||
1471 | //_____________________________________________________________________________ | |
1472 | Double_t AliAnalysisTaskPID::GetMCStrangenessFactorCMS(AliMCEvent* mcEvent, AliMCParticle* daughter) | |
1473 | { | |
1474 | // Strangeness ratio MC/data as function of mother pt from CMS data in |eta|<2.0 | |
1475 | // -> Based on function in PWGJE/AliAnalysisTaskFragmentationFunction | |
1476 | ||
1477 | if (!mcEvent) | |
1478 | return 1.; | |
1479 | ||
1480 | AliMCParticle* currentMother = daughter; | |
1481 | AliMCParticle* currentDaughter = daughter; | |
1482 | ||
1483 | ||
1484 | // find first primary mother K0s, Lambda or Xi | |
1485 | while(1) { | |
1486 | Int_t daughterPDG = currentDaughter->PdgCode(); | |
1487 | ||
1488 | Int_t motherLabel = currentDaughter->GetMother(); | |
1489 | if(motherLabel >= mcEvent->GetNumberOfTracks()){ // protection | |
1490 | currentMother = currentDaughter; | |
1491 | break; | |
1492 | } | |
1493 | ||
1494 | currentMother = (AliMCParticle*)mcEvent->GetTrack(motherLabel); | |
1495 | ||
1496 | if (!currentMother) { | |
1497 | currentMother = currentDaughter; | |
1498 | break; | |
1499 | } | |
1500 | ||
1501 | Int_t motherPDG = currentMother->PdgCode(); | |
1502 | ||
1503 | // phys. primary found ? | |
1504 | if (mcEvent->IsPhysicalPrimary(motherLabel)) | |
1505 | break; | |
1506 | ||
1507 | if (TMath::Abs(daughterPDG) == 321) { | |
1508 | // K+/K- e.g. from phi (ref data not feeddown corrected) | |
1509 | currentMother = currentDaughter; | |
1510 | break; | |
1511 | } | |
1512 | if (TMath::Abs(motherPDG) == 310) { | |
1513 | // K0s e.g. from phi (ref data not feeddown corrected) | |
1514 | break; | |
1515 | } | |
1516 | if (TMath::Abs(motherPDG) == 3212 && TMath::Abs(daughterPDG) == 3122) { | |
1517 | // Mother Sigma0, daughter Lambda (this case not included in feeddown corr.) | |
1518 | currentMother = currentDaughter; | |
1519 | break; | |
1520 | } | |
1521 | ||
1522 | currentDaughter = currentMother; | |
1523 | } | |
1524 | ||
1525 | ||
1526 | Int_t motherPDG = currentMother->PdgCode(); | |
1527 | Double_t motherGenPt = currentMother->Pt(); | |
1528 | ||
1529 | return GetMCStrangenessFactorCMS(motherPDG, motherGenPt); | |
1530 | } | |
1531 | ||
1532 | ||
1533 | // _________________________________________________________________________________ | |
1534 | Bool_t AliAnalysisTaskPID::IsSecondaryWithStrangeMotherMC(AliMCEvent* mcEvent, Int_t partLabel) | |
1535 | { | |
1536 | // Check whether particle is a secondary with strange mother, i.e. returns kTRUE if a strange mother is found | |
1537 | // and the particle is NOT a physical primary. In all other cases kFALSE is returned | |
1538 | ||
1539 | if (!mcEvent || partLabel < 0) | |
1540 | return kFALSE; | |
1541 | ||
1542 | AliMCParticle* part = (AliMCParticle*)mcEvent->GetTrack(partLabel); | |
1543 | ||
1544 | if (!part) | |
1545 | return kFALSE; | |
1546 | ||
1547 | if (mcEvent->IsPhysicalPrimary(partLabel)) | |
1548 | return kFALSE; | |
1549 | ||
1550 | Int_t iMother = part->GetMother(); | |
1551 | if (iMother < 0) | |
1552 | return kFALSE; | |
1553 | ||
1554 | ||
1555 | AliMCParticle* partM = (AliMCParticle*)mcEvent->GetTrack(iMother); | |
1556 | if (!partM) | |
1557 | return kFALSE; | |
1558 | ||
1559 | Int_t codeM = TMath::Abs(partM->PdgCode()); | |
1560 | Int_t mfl = Int_t(codeM / TMath::Power(10, Int_t(TMath::Log10(codeM)))); | |
1561 | if (mfl == 3 && codeM != 3) // codeM = 3 is for s quark | |
1562 | return kTRUE; | |
1563 | ||
1564 | return kFALSE; | |
1565 | } | |
1566 | ||
1567 | ||
1568 | //_____________________________________________________________________________ | |
1569 | Bool_t AliAnalysisTaskPID::SetParticleFractionHisto(const TH3D* hist, const Int_t species, const Bool_t sysError) | |
1570 | { | |
1571 | // Store a clone of hist (containing the particle fractions of the corresponding species with statistical error (sysError = kFALSE) | |
1572 | // or systematic error (sysError = kTRUE), respectively), internally | |
1573 | ||
1574 | if (species < AliPID::kElectron || species > AliPID::kProton) { | |
1575 | AliError(Form("Only fractions for species index %d to %d can be set, but not for the requested one: %d", 0, | |
1576 | AliPID::kProton, species)); | |
1577 | return kFALSE; | |
1578 | } | |
1579 | ||
1580 | if (sysError) { | |
1581 | delete fFractionSysErrorHists[species]; | |
1582 | ||
1583 | fFractionSysErrorHists[species] = new TH3D(*hist); | |
1584 | } | |
1585 | else { | |
1586 | delete fFractionHists[species]; | |
1587 | ||
1588 | fFractionHists[species] = new TH3D(*hist); | |
1589 | } | |
1590 | ||
1591 | return kTRUE; | |
1592 | } | |
1593 | ||
1594 | ||
1595 | //_____________________________________________________________________________ | |
1596 | Bool_t AliAnalysisTaskPID::SetParticleFractionHistosFromFile(const TString filePathName, const Bool_t sysError) | |
1597 | { | |
1598 | // Loads particle fractions for all species from the desired file and returns kTRUE on success. | |
1599 | // The maps are assumed to be of Type TH3D, to sit in the main directory and to have names | |
1600 | // Form("hFraction_%e", AliPID::ParticleName(i)) for sysError = kFALSE and | |
1601 | // Form("hFractionSysError_%e", AliPID::ParticleName(i)) for sysError = kTRUE. | |
1602 | ||
1603 | TFile* f = TFile::Open(filePathName.Data()); | |
1604 | if (!f) { | |
1605 | std::cout << "Failed to open file with particle fractions \"" << filePathName.Data() << "\"!" << std::endl; | |
1606 | return kFALSE; | |
1607 | } | |
1608 | ||
1609 | TH3D* hist = 0x0; | |
1610 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
1611 | TString histName = Form("hFraction%s_%s", sysError ? "SysError" : "", AliPID::ParticleName(i)); | |
1612 | hist = dynamic_cast<TH3D*>(f->Get(histName.Data())); | |
1613 | if (!hist) { | |
1614 | std::cout << "Failed to load particle fractions for " << histName.Data() << "!"; | |
1615 | std::cout << std::endl << "Cleaning up particle fraction histos!" << std::endl; | |
1616 | CleanupParticleFractionHistos(); | |
1617 | return kFALSE; | |
1618 | } | |
1619 | ||
1620 | if (!SetParticleFractionHisto(hist, i, sysError)) { | |
1621 | std::cout << "Failed to load particle fractions for " << histName.Data() << "!"; | |
1622 | std::cout << std::endl << "Cleaning up particle fraction histos!" << std::endl; | |
1623 | CleanupParticleFractionHistos(); | |
1624 | return kFALSE; | |
1625 | } | |
1626 | } | |
1627 | ||
1628 | delete hist; | |
1629 | ||
1630 | return kTRUE; | |
1631 | ||
1632 | } | |
1633 | ||
1634 | ||
1635 | //_____________________________________________________________________________ | |
1636 | Int_t AliAnalysisTaskPID::GetRandomParticleTypeAccordingToParticleFractions(const Double_t trackPt, const Double_t jetPt, | |
1637 | const Double_t centralityPercentile, | |
1638 | const Bool_t smearByError, | |
1639 | const Bool_t takeIntoAccountSysError) const | |
1640 | { | |
1641 | // Uses the stored histograms with the particle fractions to generate a random particle type according to these fractions. | |
1642 | // In case of problems (e.g. histo missing), AliPID::kUnknown is returned. | |
1643 | // If smearByError is kTRUE, the used fractions will be random numbers distributed with a gauss with mean | |
1644 | // being the corresponding particle fraction and sigma it's error. | |
1645 | // Note that in this case only the fraction of a random species is varied in this way. The other fractions | |
1646 | // will be re-normalised according their statistical errors. | |
1647 | // The same holds for the systematic error of species "takeIntoAccountSpeciesSysError", but the random number will be | |
1648 | // uniformly distributed within [mean - sys, mean + sys] and the re-normalisation will be weighted with the systematic errors. | |
1649 | // Note that the fractions will be calculated first with only the systematic error taken into account (if desired), including | |
1650 | // re-normalisation. Then, the resulting fractions will be used to calculate the final fractions - either with statistical error | |
1651 | // or without. The species, for which the error will be used for smearing, is the same for sys and stat error. | |
1652 | ||
1653 | Double_t prob[AliPID::kSPECIES]; | |
1654 | Int_t randomSpecies = (smearByError || takeIntoAccountSysError) ? (Int_t)(fRandom->Rndm() * AliPID::kSPECIES) : -1; | |
1655 | Bool_t success = GetParticleFractions(trackPt, jetPt, centralityPercentile, prob, randomSpecies, randomSpecies); | |
1656 | ||
1657 | if (!success) | |
1658 | return AliPID::kUnknown; | |
1659 | ||
1660 | Double_t rnd = fRandom->Rndm(); // Produce uniformly distributed floating point in ]0, 1] | |
1661 | ||
1662 | if (rnd <= prob[AliPID::kPion]) | |
1663 | return AliPID::kPion; | |
1664 | else if (rnd <= prob[AliPID::kPion] + prob[AliPID::kKaon]) | |
1665 | return AliPID::kKaon; | |
1666 | else if (rnd <= prob[AliPID::kPion] + prob[AliPID::kKaon] + prob[AliPID::kProton]) | |
1667 | return AliPID::kProton; | |
1668 | else if (rnd <= prob[AliPID::kPion] + prob[AliPID::kKaon] + prob[AliPID::kProton] + prob[AliPID::kElectron]) | |
1669 | return AliPID::kElectron; | |
1670 | ||
1671 | return AliPID::kMuon; //else it must be a muon (only species left) | |
1672 | } | |
1673 | ||
1674 | ||
1675 | //_____________________________________________________________________________ | |
1676 | AliAnalysisTaskPID::ErrorCode AliAnalysisTaskPID::GenerateDetectorResponse(const AliAnalysisTaskPID::ErrorCode errCode, | |
1677 | const Double_t mean, const Double_t sigma, | |
1678 | Double_t* responses, const Int_t nResponses, | |
1679 | const Bool_t usePureGaus) | |
1680 | { | |
1681 | // Generate detector response. If a previous generation was not successful or there is something wrong with this signal generation, | |
1682 | // the function will return kFALSE | |
1683 | if (!responses) | |
1684 | return kError; | |
1685 | ||
1686 | // Reset response array | |
1687 | for (Int_t i = 0; i < nResponses; i++) | |
1688 | responses[i] = -999; | |
1689 | ||
1690 | if (errCode == kError) | |
1691 | return kError; | |
1692 | ||
1693 | ErrorCode ownErrCode = kNoErrors; | |
1694 | ||
1695 | if (fUseConvolutedGaus && !usePureGaus) { | |
1696 | // In case of convoluted gauss, calculate the probability density only once to save a lot of time! | |
1697 | ||
1698 | TH1* hProbDensity = 0x0; | |
1699 | ownErrCode = SetParamsForConvolutedGaus(mean, sigma); | |
1700 | if (ownErrCode == kError) | |
1701 | return kError; | |
1702 | ||
1703 | hProbDensity = fConvolutedGausDeltaPrime->GetHistogram(); | |
1704 | ||
1705 | for (Int_t i = 0; i < nResponses; i++) { | |
1706 | responses[i] = hProbDensity->GetRandom(); | |
1707 | //responses[i] fConvolutedGausDeltaPrime->GetRandom(); // MUCH slower than using the binned version via the histogram | |
1708 | } | |
1709 | } | |
1710 | else { | |
1711 | for (Int_t i = 0; i < nResponses; i++) { | |
1712 | responses[i] = fRandom->Gaus(mean, sigma); | |
1713 | } | |
1714 | } | |
1715 | ||
1716 | // If forwarded error code was a warning (error case has been handled before), return a warning | |
1717 | if (errCode == kWarning) | |
1718 | return kWarning; | |
1719 | ||
1720 | return ownErrCode; // Forward success/warning | |
1721 | } | |
1722 | ||
1723 | ||
1724 | //_____________________________________________________________________________ | |
1725 | void AliAnalysisTaskPID::PrintSettings(Bool_t printSystematicsSettings) const | |
1726 | { | |
1727 | // Print current settings. | |
1728 | ||
1729 | printf("\n\nSettings for task %s:\n", GetName()); | |
1730 | printf("Is pPb/Pbp: %d -> %s\n", GetIsPbpOrpPb(), GetIsPbpOrpPb() ? "Adapting vertex cuts" : "Using standard vertex cuts"); | |
1731 | printf("Track cuts: %s\n", fTrackFilter ? fTrackFilter->GetTitle() : "-"); | |
1732 | printf("Eta cut: %.2f <= |eta| <= %.2f\n", GetEtaAbsCutLow(), GetEtaAbsCutUp()); | |
1733 | printf("Phi' cut: %d\n", GetUsePhiCut()); | |
1734 | ||
1735 | printf("\n"); | |
1736 | ||
1737 | printf("Centrality estimator: %s\n", GetCentralityEstimator().Data()); | |
1738 | ||
1739 | printf("\n"); | |
1740 | ||
1741 | printf("Use MC-ID for signal generation: %d\n", GetUseMCidForGeneration()); | |
1742 | printf("Use ITS: %d\n", GetUseITS()); | |
1743 | printf("Use TOF: %d\n", GetUseTOF()); | |
1744 | printf("Use priors: %d\n", GetUsePriors()); | |
1745 | printf("Use TPC default priors: %d\n", GetUseTPCDefaultPriors()); | |
1746 | printf("Use convoluted Gauss: %d\n", GetUseConvolutedGaus()); | |
1747 | printf("Accuracy of non-Gaussian tail: %e\n", GetAccuracyNonGaussianTail()); | |
1748 | printf("Take into account muons: %d\n", GetTakeIntoAccountMuons()); | |
1749 | printf("\nParams for transition from gauss to asymmetric shape:\n"); | |
1750 | printf("[0]: %e\n", GetConvolutedGaussTransitionPar(0)); | |
1751 | printf("[1]: %e\n", GetConvolutedGaussTransitionPar(1)); | |
1752 | printf("[2]: %e\n", GetConvolutedGaussTransitionPar(2)); | |
1753 | ||
1754 | printf("\n"); | |
1755 | ||
1756 | printf("Input from other task: %d\n", GetInputFromOtherTask()); | |
1757 | printf("Store additional jet information: %d\n", GetStoreAdditionalJetInformation()); | |
1758 | printf("Store centrality percentile: %d", GetStoreCentralityPercentile()); | |
1759 | ||
1760 | if (printSystematicsSettings) | |
1761 | PrintSystematicsSettings(); | |
1762 | else | |
1763 | printf("\n\n\n"); | |
1764 | } | |
1765 | ||
1766 | ||
1767 | //_____________________________________________________________________________ | |
1768 | void AliAnalysisTaskPID::PrintSystematicsSettings() const | |
1769 | { | |
1770 | // Print current settings for systematic studies. | |
1771 | ||
1772 | printf("\n\nSettings for systematics for task %s:\n", GetName()); | |
1773 | printf("Splines:\t%f\n", GetSystematicScalingSplines()); | |
1774 | printf("EtaCorrMomThr:\t%f\n", GetSystematicScalingEtaCorrectionMomentumThr()); | |
1775 | printf("EtaCorrLowP:\t%f\n", GetSystematicScalingEtaCorrectionLowMomenta()); | |
1776 | printf("EtaCorrHighP:\t%f\n", GetSystematicScalingEtaCorrectionHighMomenta()); | |
1777 | printf("SigmaPara:\t%f\n", GetSystematicScalingEtaSigmaPara()); | |
1778 | printf("MultCorr:\t%f\n", GetSystematicScalingMultCorrection()); | |
1779 | ||
1780 | printf("\n\n"); | |
1781 | } | |
1782 | ||
1783 | ||
1784 | //_____________________________________________________________________________ | |
1785 | Bool_t AliAnalysisTaskPID::ProcessTrack(const AliVTrack* track, Int_t particlePDGcode, Double_t centralityPercentile, | |
1786 | Double_t jetPt) | |
1787 | { | |
1788 | // Process the track (generate expected response, fill histos, etc.). | |
1789 | // particlePDGcode == 0 means data. Otherwise, the corresponding MC ID will be assumed. | |
1790 | ||
1791 | //Printf("Debug: Task %s is starting to process track: dEdx %f, pTPC %f, eta %f, ncl %d\n", GetName(), track->GetTPCsignal(), track->GetTPCmomentum(), | |
1792 | // track->Eta(), track->GetTPCsignalN()); | |
1793 | ||
1794 | const Bool_t isMC = (particlePDGcode == 0) ? kFALSE : kTRUE; | |
1795 | ||
1796 | Int_t binMC = -1; | |
1797 | ||
1798 | if (isMC) { | |
1799 | if (TMath::Abs(particlePDGcode) == 211) {//Pion | |
1800 | binMC = 3; | |
1801 | } | |
1802 | else if (TMath::Abs(particlePDGcode) == 321) {//Kaon | |
1803 | binMC = 1; | |
1804 | } | |
1805 | else if (TMath::Abs(particlePDGcode) == 2212) {//Proton | |
1806 | binMC = 4; | |
1807 | } | |
1808 | else if (TMath::Abs(particlePDGcode) == 11) {//Electron | |
1809 | binMC = 0; | |
1810 | } | |
1811 | else if (TMath::Abs(particlePDGcode) == 13) {//Muon | |
1812 | binMC = 2; | |
1813 | } | |
1814 | else // In MC-ID case, set to underflow bin such that the response from this track is only used for unidentified signal generation | |
1815 | // or signal generation with PID response and the track is still there (as in data) - e.g. relevant w.r.t. deuterons. | |
1816 | // This is important to be as much as possible consistent with data. And the tracks can still be removed by disabling the | |
1817 | // underflow bin for the projections | |
1818 | binMC = -1; | |
1819 | } | |
1820 | ||
1821 | // Momenta | |
1822 | //Double_t p = track->GetP(); | |
1823 | //Double_t pTPC = track->GetTPCmomentum(); | |
1824 | Double_t pT = track->Pt(); | |
1825 | ||
1826 | Double_t z = -1, xi = -1; | |
1827 | GetJetTrackObservables(pT, jetPt, z, xi); | |
1828 | ||
1829 | ||
1830 | Double_t trackCharge = track->Charge(); | |
1831 | ||
1832 | // TPC signal | |
1833 | Double_t dEdxTPC = fPIDResponse->IsTunedOnData() ? fPIDResponse->GetTPCsignalTunedOnData(track) : track->GetTPCsignal(); | |
1834 | ||
1835 | if (dEdxTPC <= 0) { | |
1836 | Printf("Skipping track with strange dEdx value: dEdx %f, pTPC %f, eta %f, ncl %d\n", track->GetTPCsignal(), track->GetTPCmomentum(), | |
1837 | track->Eta(), track->GetTPCsignalN()); | |
1838 | return kFALSE; | |
1839 | } | |
1840 | ||
1841 | ||
1842 | ||
1843 | ||
1844 | Double_t dEdxEl, dEdxKa, dEdxPi, dEdxMu, dEdxPr; | |
1845 | Double_t sigmaEl, sigmaKa, sigmaPi, sigmaMu, sigmaPr; | |
1846 | ||
1847 | if (fDoAnySystematicStudiesOnTheExpectedSignal) { | |
1848 | // Get the uncorrected signal first and the corresponding correction factors. | |
1849 | // Then modify the correction factors and properly recalculate the corrected dEdx | |
1850 | ||
1851 | // Get pure spline values for dEdx_expected, without any correction | |
1852 | dEdxEl = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kElectron, AliTPCPIDResponse::kdEdxDefault, kFALSE, kFALSE); | |
1853 | dEdxKa = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kKaon, AliTPCPIDResponse::kdEdxDefault, kFALSE, kFALSE); | |
1854 | dEdxPi = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kPion, AliTPCPIDResponse::kdEdxDefault, kFALSE, kFALSE); | |
1855 | dEdxMu = !fTakeIntoAccountMuons ? -1 : | |
1856 | fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kMuon, AliTPCPIDResponse::kdEdxDefault, kFALSE, kFALSE); | |
1857 | dEdxPr = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kProton, AliTPCPIDResponse::kdEdxDefault, kFALSE, kFALSE); | |
1858 | ||
1859 | // Scale splines, if desired | |
1860 | if (TMath::Abs(fSystematicScalingSplines - 1.0) > fgkEpsilon) { | |
1861 | dEdxEl *= fSystematicScalingSplines; | |
1862 | dEdxKa *= fSystematicScalingSplines; | |
1863 | dEdxPi *= fSystematicScalingSplines; | |
1864 | dEdxMu *= fTakeIntoAccountMuons ? fSystematicScalingSplines : 1.; | |
1865 | dEdxPr *= fSystematicScalingSplines; | |
1866 | } | |
1867 | ||
1868 | // Get the eta correction factors for the (modified) expected dEdx | |
1869 | Double_t etaCorrEl = fPIDResponse->UseTPCEtaCorrection() ? fPIDResponse->GetTPCResponse().GetEtaCorrectionFast(track, dEdxEl) : 1.; | |
1870 | Double_t etaCorrKa = fPIDResponse->UseTPCEtaCorrection() ? fPIDResponse->GetTPCResponse().GetEtaCorrectionFast(track, dEdxKa) : 1.; | |
1871 | Double_t etaCorrPi = fPIDResponse->UseTPCEtaCorrection() ? fPIDResponse->GetTPCResponse().GetEtaCorrectionFast(track, dEdxPi) : 1.; | |
1872 | Double_t etaCorrMu = fTakeIntoAccountMuons && !fPIDResponse->UseTPCEtaCorrection() ? | |
1873 | fPIDResponse->GetTPCResponse().GetEtaCorrectionFast(track, dEdxMu) : 1.; | |
1874 | Double_t etaCorrPr = fPIDResponse->UseTPCEtaCorrection() ? fPIDResponse->GetTPCResponse().GetEtaCorrectionFast(track, dEdxPr) : 1.; | |
1875 | ||
1876 | // Scale eta correction factors, if desired (and eta correction maps are to be used, otherwise it is not possible!) | |
1877 | if (fPIDResponse->UseTPCEtaCorrection() && | |
1878 | (TMath::Abs(fSystematicScalingEtaCorrectionHighMomenta - 1.0) > fgkEpsilon || | |
1879 | TMath::Abs(fSystematicScalingEtaCorrectionLowMomenta - 1.0) > fgkEpsilon)) { | |
1880 | // Since we do not want to scale the splines with this, but only the eta variation, only scale the deviation of the correction factor! | |
1881 | // E.g. if we would have a flat eta depence fixed at 1.0, we would shift the whole thing equal to shifting the splines by the same factor! | |
1882 | ||
1883 | ||
1884 | // Due to additional azimuthal effects, there is an additional eta dependence for low momenta which is not corrected successfully so far. | |
1885 | // One can assign a different (higher) systematic scale factor for this low-p region and a threshold which separates low- and high-p. | |
1886 | // An ERF will be used to get (as a function of P_TPC) from one correction factor to the other within roughly 0.2 GeV/c | |
1887 | Double_t usedSystematicScalingEtaCorrection = fSystematicScalingEtaCorrectionHighMomenta; | |
1888 | ||
1889 | if (TMath::Abs(fSystematicScalingEtaCorrectionHighMomenta - fSystematicScalingEtaCorrectionLowMomenta) > fgkEpsilon) { | |
1890 | const Double_t pTPC = track->GetTPCmomentum(); | |
1891 | const Double_t fractionHighMomentumScaleFactor = 0.5 * (1. + TMath::Erf((pTPC - fSystematicScalingEtaCorrectionMomentumThr) / 0.1)); | |
1892 | usedSystematicScalingEtaCorrection = fSystematicScalingEtaCorrectionLowMomenta * (1 - fractionHighMomentumScaleFactor) | |
1893 | + fSystematicScalingEtaCorrectionHighMomenta * fractionHighMomentumScaleFactor; | |
1894 | } | |
1895 | ||
1896 | etaCorrEl = 1.0 + usedSystematicScalingEtaCorrection * (etaCorrEl - 1.0); | |
1897 | etaCorrKa = 1.0 + usedSystematicScalingEtaCorrection * (etaCorrKa - 1.0); | |
1898 | etaCorrPi = 1.0 + usedSystematicScalingEtaCorrection * (etaCorrPi - 1.0); | |
1899 | etaCorrMu = fTakeIntoAccountMuons ? (1.0 + usedSystematicScalingEtaCorrection * (etaCorrMu - 1.0)) : 1.0; | |
1900 | etaCorrPr = 1.0 + usedSystematicScalingEtaCorrection * (etaCorrPr - 1.0); | |
1901 | } | |
1902 | ||
1903 | // Get the multiplicity correction factors for the (modified) expected dEdx | |
1904 | const Int_t currEvtMultiplicity = fPIDResponse->GetTPCResponse().GetCurrentEventMultiplicity(); | |
1905 | ||
1906 | Double_t multiplicityCorrEl = fPIDResponse->UseTPCMultiplicityCorrection() ? fPIDResponse->GetTPCResponse().GetMultiplicityCorrectionFast(track, | |
1907 | dEdxEl * etaCorrEl, currEvtMultiplicity) : 1.; | |
1908 | Double_t multiplicityCorrKa = fPIDResponse->UseTPCMultiplicityCorrection() ? fPIDResponse->GetTPCResponse().GetMultiplicityCorrectionFast(track, | |
1909 | dEdxKa * etaCorrKa, currEvtMultiplicity) : 1.; | |
1910 | Double_t multiplicityCorrPi = fPIDResponse->UseTPCMultiplicityCorrection() ? fPIDResponse->GetTPCResponse().GetMultiplicityCorrectionFast(track, | |
1911 | dEdxPi * etaCorrPi, currEvtMultiplicity) : 1.; | |
1912 | Double_t multiplicityCorrMu = fTakeIntoAccountMuons && fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1913 | fPIDResponse->GetTPCResponse().GetMultiplicityCorrectionFast(track, dEdxMu * etaCorrMu, currEvtMultiplicity) : 1.; | |
1914 | Double_t multiplicityCorrPr = fPIDResponse->UseTPCMultiplicityCorrection() ? fPIDResponse->GetTPCResponse().GetMultiplicityCorrectionFast(track, | |
1915 | dEdxPr * etaCorrPr, currEvtMultiplicity) : 1.; | |
1916 | ||
1917 | Double_t multiplicityCorrSigmaEl = fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1918 | fPIDResponse->GetTPCResponse().GetMultiplicitySigmaCorrectionFast(dEdxEl * etaCorrEl, currEvtMultiplicity) : 1.; | |
1919 | Double_t multiplicityCorrSigmaKa = fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1920 | fPIDResponse->GetTPCResponse().GetMultiplicitySigmaCorrectionFast(dEdxKa * etaCorrKa, currEvtMultiplicity) : 1.; | |
1921 | Double_t multiplicityCorrSigmaPi = fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1922 | fPIDResponse->GetTPCResponse().GetMultiplicitySigmaCorrectionFast(dEdxPi * etaCorrPi, currEvtMultiplicity) : 1.; | |
1923 | Double_t multiplicityCorrSigmaMu = fTakeIntoAccountMuons && fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1924 | fPIDResponse->GetTPCResponse().GetMultiplicitySigmaCorrectionFast(dEdxMu * etaCorrMu, currEvtMultiplicity) : 1.; | |
1925 | Double_t multiplicityCorrSigmaPr = fPIDResponse->UseTPCMultiplicityCorrection() ? | |
1926 | fPIDResponse->GetTPCResponse().GetMultiplicitySigmaCorrectionFast(dEdxPr * etaCorrPr, currEvtMultiplicity) : 1.; | |
1927 | ||
1928 | // Scale multiplicity correction factors, if desired (and multiplicity correction functions are to be used, otherwise it is not possible!) | |
1929 | if (fPIDResponse->UseTPCMultiplicityCorrection() && TMath::Abs(fSystematicScalingMultCorrection - 1.0) > fgkEpsilon) { | |
1930 | // Since we do not want to scale the splines with this, but only the multiplicity variation, only scale the deviation of the correction factor! | |
1931 | // E.g. if we would have a flat mult depence fix at 1.0, we would shift the whole thing equal to shifting the splines by the same factor! | |
1932 | ||
1933 | multiplicityCorrEl = 1.0 + fSystematicScalingMultCorrection * (multiplicityCorrEl - 1.0); | |
1934 | multiplicityCorrKa = 1.0 + fSystematicScalingMultCorrection * (multiplicityCorrKa - 1.0); | |
1935 | multiplicityCorrPi = 1.0 + fSystematicScalingMultCorrection * (multiplicityCorrPi - 1.0); | |
1936 | multiplicityCorrMu = fTakeIntoAccountMuons ? (1.0 + fSystematicScalingMultCorrection * (multiplicityCorrMu - 1.0)) : 1.0; | |
1937 | multiplicityCorrPr = 1.0 + fSystematicScalingMultCorrection * (multiplicityCorrPr - 1.0); | |
1938 | } | |
1939 | ||
1940 | // eta correction must be enabled in order to use the new sigma parametrisation maps. Since this is the absolute sigma | |
1941 | // for a track calculated with the unscaled paramaters, we have to devide out dEdxExpectedEtaCorrected and then need | |
1942 | // to scale with the multiplicitySigmaCorrFactor * fSystematicScalingEtaSigmaPara. In the end, one has to scale with the | |
1943 | // (modified) dEdx to get the absolute sigma | |
1944 | // This means there is no extra parameter for the multiplicitySigmaCorrFactor, but only for the sigma map itself. | |
1945 | // This is valid, since it appears only as a product. One has to assume a larger systematic shift in case of additional | |
1946 | // multiplicity dependence.... | |
1947 | Double_t sigmaRelEl = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kElectron, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1948 | / fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kElectron, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1949 | * fSystematicScalingEtaSigmaPara * multiplicityCorrSigmaEl; | |
1950 | ||
1951 | Double_t sigmaRelKa = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kKaon, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1952 | / fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kKaon, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1953 | * fSystematicScalingEtaSigmaPara * multiplicityCorrSigmaKa; | |
1954 | ||
1955 | Double_t sigmaRelPi = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kPion, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1956 | / fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kPion, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1957 | * fSystematicScalingEtaSigmaPara * multiplicityCorrSigmaPi; | |
1958 | ||
1959 | Double_t sigmaRelMu = fTakeIntoAccountMuons ? | |
1960 | fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kMuon, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1961 | / fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kMuon, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1962 | * fSystematicScalingEtaSigmaPara * multiplicityCorrSigmaMu | |
1963 | : 999.; | |
1964 | ||
1965 | Double_t sigmaRelPr = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kProton, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1966 | / fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kProton, AliTPCPIDResponse::kdEdxDefault, kTRUE, kFALSE) | |
1967 | * fSystematicScalingEtaSigmaPara * multiplicityCorrSigmaPr; | |
1968 | ||
1969 | // Now scale the (possibly modified) spline values with the (possibly modified) correction factors | |
1970 | dEdxEl *= etaCorrEl * multiplicityCorrEl; | |
1971 | dEdxKa *= etaCorrKa * multiplicityCorrKa; | |
1972 | dEdxPi *= etaCorrPi * multiplicityCorrPi; | |
1973 | dEdxMu *= etaCorrMu * multiplicityCorrMu; | |
1974 | dEdxPr *= etaCorrPr * multiplicityCorrPr; | |
1975 | ||
1976 | // Finally, get the absolute sigma | |
1977 | sigmaEl = sigmaRelEl * dEdxEl; | |
1978 | sigmaKa = sigmaRelKa * dEdxKa; | |
1979 | sigmaPi = sigmaRelPi * dEdxPi; | |
1980 | sigmaMu = sigmaRelMu * dEdxMu; | |
1981 | sigmaPr = sigmaRelPr * dEdxPr; | |
1982 | ||
1983 | } | |
1984 | else { | |
1985 | // No systematic studies on expected signal - just take it as it comve from the TPCPIDResponse | |
1986 | dEdxEl = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kElectron, AliTPCPIDResponse::kdEdxDefault, | |
1987 | fPIDResponse->UseTPCEtaCorrection(), | |
1988 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
1989 | dEdxKa = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kKaon, AliTPCPIDResponse::kdEdxDefault, | |
1990 | fPIDResponse->UseTPCEtaCorrection(), | |
1991 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
1992 | dEdxPi = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kPion, AliTPCPIDResponse::kdEdxDefault, | |
1993 | fPIDResponse->UseTPCEtaCorrection(), | |
1994 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
1995 | dEdxMu = !fTakeIntoAccountMuons ? -1 : | |
1996 | fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kMuon, AliTPCPIDResponse::kdEdxDefault, | |
1997 | fPIDResponse->UseTPCEtaCorrection(), | |
1998 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
1999 | dEdxPr = fPIDResponse->GetTPCResponse().GetExpectedSignal(track, AliPID::kProton, AliTPCPIDResponse::kdEdxDefault, | |
2000 | fPIDResponse->UseTPCEtaCorrection(), | |
2001 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2002 | ||
2003 | sigmaEl = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kElectron, AliTPCPIDResponse::kdEdxDefault, | |
2004 | fPIDResponse->UseTPCEtaCorrection(), | |
2005 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2006 | sigmaKa = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kKaon, AliTPCPIDResponse::kdEdxDefault, | |
2007 | fPIDResponse->UseTPCEtaCorrection(), | |
2008 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2009 | sigmaPi = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kPion, AliTPCPIDResponse::kdEdxDefault, | |
2010 | fPIDResponse->UseTPCEtaCorrection(), | |
2011 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2012 | sigmaMu = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kMuon, AliTPCPIDResponse::kdEdxDefault, | |
2013 | fPIDResponse->UseTPCEtaCorrection(), | |
2014 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2015 | sigmaPr = fPIDResponse->GetTPCResponse().GetExpectedSigma(track, AliPID::kProton, AliTPCPIDResponse::kdEdxDefault, | |
2016 | fPIDResponse->UseTPCEtaCorrection(), | |
2017 | fPIDResponse->UseTPCMultiplicityCorrection()); | |
2018 | } | |
2019 | /*OLD with deltaSpecies | |
2020 | Double_t deltaElectron = dEdxTPC - dEdxEl; | |
2021 | Double_t deltaKaon = dEdxTPC - dEdxKa; | |
2022 | Double_t deltaPion = dEdxTPC - dEdxPi; | |
2023 | Double_t deltaProton = dEdxTPC - dEdxPr; | |
2024 | */ | |
2025 | ||
2026 | Double_t deltaPrimeElectron = (dEdxEl > 0) ? dEdxTPC / dEdxEl : -1; | |
2027 | if (dEdxEl <= 0) { | |
2028 | Printf("Error: Expected TPC signal <= 0 for electron hypothesis"); | |
2029 | return kFALSE; | |
2030 | } | |
2031 | ||
2032 | Double_t deltaPrimeKaon = (dEdxKa > 0) ? dEdxTPC / dEdxKa : -1; | |
2033 | if (dEdxKa <= 0) { | |
2034 | Printf("Error: Expected TPC signal <= 0 for kaon hypothesis"); | |
2035 | return kFALSE; | |
2036 | } | |
2037 | ||
2038 | Double_t deltaPrimePion = (dEdxPi > 0) ? dEdxTPC / dEdxPi : -1; | |
2039 | if (dEdxPi <= 0) { | |
2040 | Printf("Error: Expected TPC signal <= 0 for pion hypothesis"); | |
2041 | return kFALSE; | |
2042 | } | |
2043 | ||
2044 | Double_t deltaPrimeProton = (dEdxPr > 0) ? dEdxTPC / dEdxPr : -1; | |
2045 | if (dEdxPr <= 0) { | |
2046 | Printf("Error: Expected TPC signal <= 0 for proton hypothesis"); | |
2047 | return kFALSE; | |
2048 | } | |
2049 | ||
2050 | /*TODO for TOF | |
2051 | // TOF signal | |
2052 | Double_t times[AliPID::kSPECIES]; | |
2053 | track->GetIntegratedTimes(times); | |
2054 | AliTOFPIDResponse tofPIDResponse = fPIDResponse->GetTOFResponse(); | |
2055 | Float_t electronDeltaTOF = GetDeltaTOF(track, &tofPIDResponse, times, AliPID::kElectron); | |
2056 | Float_t pionDeltaTOF = GetDeltaTOF(track, &tofPIDResponse, times, AliPID::kPion); | |
2057 | Float_t kaonDeltaTOF = GetDeltaTOF(track, &tofPIDResponse, times, AliPID::kKaon); | |
2058 | Float_t protonDeltaTOF = GetDeltaTOF(track, &tofPIDResponse, times, AliPID::kProton); | |
2059 | */ | |
2060 | ||
2061 | ||
2062 | // Use probabilities to weigh the response generation for the different species. | |
2063 | // Also determine the most probable particle type. | |
2064 | Double_t prob[AliPID::kSPECIESC]; | |
2065 | for (Int_t i = 0; i < AliPID::kSPECIESC; i++) | |
2066 | prob[i] = 0; | |
2067 | ||
2068 | fPIDcombined->ComputeProbabilities(track, fPIDResponse, prob); | |
2069 | ||
2070 | // Bug: One can set the number of species for PIDcombined, but PIDcombined will call PIDresponse, which writes without testing | |
2071 | // the probs for kSPECIESC (including light nuclei) into the array. | |
2072 | // In this case, when only kSPECIES are considered, the probabilities have to be rescaled! | |
2073 | for (Int_t i = AliPID::kSPECIES; i < AliPID::kSPECIESC; i++) | |
2074 | prob[i] = 0; | |
2075 | ||
2076 | // If muons are not to be taken into account, just set their probability to zero and normalise the remaining probabilities | |
2077 | if (!fTakeIntoAccountMuons) | |
2078 | prob[AliPID::kMuon] = 0; | |
2079 | ||
2080 | Double_t probSum = 0.; | |
2081 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) | |
2082 | probSum += prob[i]; | |
2083 | ||
2084 | if (probSum > 0) { | |
2085 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) | |
2086 | prob[i] /= probSum; | |
2087 | } | |
2088 | ||
2089 | if (!isMC) { | |
2090 | // If there is no MC information, take the most probable species for the ID | |
2091 | Float_t max = 0.; | |
2092 | Int_t maxIndex = -1; | |
2093 | for (Int_t i = 0; i < AliPID::kSPECIES; i++) { | |
2094 | if (prob[i] > max) { | |
2095 | max = prob[i]; | |
2096 | maxIndex = i; | |
2097 | } | |
2098 | } | |
2099 | ||
2100 | // Translate from AliPID numbering to numbering of this class | |
2101 | if (max > 0) { | |
2102 | if (maxIndex == AliPID::kElectron) | |
2103 | binMC = 0; | |
2104 | else if (maxIndex == AliPID::kKaon) | |
2105 | binMC = 1; | |
2106 | else if (maxIndex == AliPID::kMuon) | |
2107 | binMC = 2; | |
2108 | else if (maxIndex == AliPID::kPion) | |
2109 | binMC = 3; | |
2110 | else if (maxIndex == AliPID::kProton) | |
2111 | binMC = 4; | |
2112 | else | |
2113 | binMC = -1; | |
2114 | } | |
2115 | else { | |
2116 | // Only take track into account for expectation values, if valid pid response is available.. Otherwise: Set to underflow bin. | |
2117 | binMC = -1; | |
2118 | } | |
2119 | } | |
2120 | ||
2121 | /* | |
2122 | //For testing: Swap p<->pT to analyse pure p-dependence => Needs to be removed later | |
2123 | Double_t temp = pT; | |
2124 | pT = pTPC; | |
2125 | pTPC = temp; | |
2126 | */ | |
2127 | ||
2128 | ||
2129 | Double_t entry[fStoreAdditionalJetInformation ? kDataNumAxes : kDataNumAxes - fgkNumJetAxes]; | |
2130 | entry[kDataMCID] = binMC; | |
2131 | entry[kDataSelectSpecies] = 0; | |
2132 | entry[kDataPt] = pT; | |
2133 | entry[kDataDeltaPrimeSpecies] = deltaPrimeElectron; | |
2134 | entry[kDataCentrality] = centralityPercentile; | |
2135 | ||
2136 | if (fStoreAdditionalJetInformation) { | |
2137 | entry[kDataJetPt] = jetPt; | |
2138 | entry[kDataZ] = z; | |
2139 | entry[kDataXi] = xi; | |
2140 | } | |
2141 | ||
2142 | entry[GetIndexOfChargeAxisData()] = trackCharge; | |
2143 | ||
2144 | /*OLD with TOF, p_TPC_Inner and p_vertex and deltaSpecies | |
2145 | // MC PID, SelectSpecies, P(TPC_inner), pT, p(Vertex), deltaSpecies, deltaPrimeSpecies, deltaTOFspecies | |
2146 | Double_t entry[8] = { binMC, 0, pTPC, pT, p, deltaElectron, deltaPrimeElectron, electronDeltaTOF }; | |
2147 | */ | |
2148 | ||
2149 | fhPIDdataAll->Fill(entry); | |
2150 | ||
2151 | entry[kDataSelectSpecies] = 1; | |
2152 | //OLD with deltaSpecies entry[5] = deltaKaon; | |
2153 | entry[kDataDeltaPrimeSpecies] = deltaPrimeKaon; | |
2154 | //TODO for TOF entry[7] = kaonDeltaTOF; | |
2155 | fhPIDdataAll->Fill(entry); | |
2156 | ||
2157 | entry[kDataSelectSpecies] = 2; | |
2158 | //OLD with deltaSpecies entry[5] = deltaPion; | |
2159 | entry[kDataDeltaPrimeSpecies] = deltaPrimePion; | |
2160 | //TODO for TOF entry[7] = pionDeltaTOF; | |
2161 | fhPIDdataAll->Fill(entry); | |
2162 | ||
2163 | entry[kDataSelectSpecies] = 3; | |
2164 | //OLD with deltaSpecies entry[5] = deltaProton; | |
2165 | entry[kDataDeltaPrimeSpecies] = deltaPrimeProton; | |
2166 | //TODO for TOF entry[7] = protonDeltaTOF; | |
2167 | fhPIDdataAll->Fill(entry); | |
2168 | ||
2169 | ||
2170 | // Construct the expected shape for the transition p -> pT | |
2171 | ||
2172 | Double_t genEntry[fStoreAdditionalJetInformation ? kGenNumAxes : kGenNumAxes - fgkNumJetAxes]; | |
2173 | genEntry[kGenMCID] = binMC; | |
2174 | genEntry[kGenSelectSpecies] = 0; | |
2175 | genEntry[kGenPt] = pT; | |
2176 | genEntry[kGenDeltaPrimeSpecies] = -999; | |
2177 | genEntry[kGenCentrality] = centralityPercentile; | |
2178 | ||
2179 | if (fStoreAdditionalJetInformation) { | |
2180 | genEntry[kGenJetPt] = jetPt; | |
2181 | genEntry[kGenZ] = z; | |
2182 | genEntry[kGenXi] = xi; | |
2183 | } | |
2184 | ||
2185 | genEntry[GetIndexOfChargeAxisGen()] = trackCharge; | |
2186 | ||
2187 | //OLD with deltaSpecies Double_t genEntry[5] = { binMC, 0, pT, -999, -999 }; // MC PID, SelectSpecies, pT, deltaSpecies, deltaPrimeSpecies | |
2188 | ||
2189 | // Generate numGenEntries "responses" with fluctuations around the expected values. | |
2190 | // The higher the (transverse) momentum, the more "responses" will be generated in order not to run out of statistics too fast. | |
2191 | Int_t numGenEntries = 10; | |
2192 | if (pT >= 5) | |
2193 | numGenEntries *= 5; | |
2194 | else if (pT >= 2) | |
2195 | numGenEntries *= 2; | |
2196 | ||
2197 | // Jets have even worse statistics, therefore, scale numGenEntries further | |
2198 | if (jetPt >= 40) | |
2199 | numGenEntries *= 20; | |
2200 | else if (jetPt >= 20) | |
2201 | numGenEntries *= 10; | |
2202 | else if (jetPt >= 10) | |
2203 | numGenEntries *= 2; | |
2204 | ||
2205 | ||
2206 | // Do not generate more entries than available in memory! | |
2207 | if (numGenEntries > fgkMaxNumGenEntries)// fgkMaxNumGenEntries = 1000 | |
2208 | numGenEntries = fgkMaxNumGenEntries; | |
2209 | ||
2210 | ErrorCode errCode = kNoErrors; | |
2211 | ||
2212 | // Electrons | |
2213 | errCode = GenerateDetectorResponse(errCode, 1., sigmaEl / dEdxEl, fGenRespElDeltaPrimeEl, numGenEntries); | |
2214 | errCode = GenerateDetectorResponse(errCode, dEdxEl / dEdxKa, sigmaEl / dEdxKa, fGenRespElDeltaPrimeKa, numGenEntries); | |
2215 | errCode = GenerateDetectorResponse(errCode, dEdxEl / dEdxPi, sigmaEl / dEdxPi, fGenRespElDeltaPrimePi, numGenEntries); | |
2216 | errCode = GenerateDetectorResponse(errCode, dEdxEl / dEdxPr, sigmaEl / dEdxPr, fGenRespElDeltaPrimePr, numGenEntries); | |
2217 | ||
2218 | // Kaons | |
2219 | errCode = GenerateDetectorResponse(errCode, dEdxKa / dEdxEl, sigmaKa / dEdxEl, fGenRespKaDeltaPrimeEl, numGenEntries); | |
2220 | errCode = GenerateDetectorResponse(errCode, 1., sigmaKa / dEdxKa, fGenRespKaDeltaPrimeKa, numGenEntries); | |
2221 | errCode = GenerateDetectorResponse(errCode, dEdxKa / dEdxPi, sigmaKa / dEdxPi, fGenRespKaDeltaPrimePi, numGenEntries); | |
2222 | errCode = GenerateDetectorResponse(errCode, dEdxKa / dEdxPr, sigmaKa / dEdxPr, fGenRespKaDeltaPrimePr, numGenEntries); | |
2223 | ||
2224 | // Pions | |
2225 | errCode = GenerateDetectorResponse(errCode, dEdxPi / dEdxEl, sigmaPi / dEdxEl, fGenRespPiDeltaPrimeEl, numGenEntries); | |
2226 | errCode = GenerateDetectorResponse(errCode, dEdxPi / dEdxKa, sigmaPi / dEdxKa, fGenRespPiDeltaPrimeKa, numGenEntries); | |
2227 | errCode = GenerateDetectorResponse(errCode, 1., sigmaPi / dEdxPi, fGenRespPiDeltaPrimePi, numGenEntries); | |
2228 | errCode = GenerateDetectorResponse(errCode, dEdxPi / dEdxPr, sigmaPi / dEdxPr, fGenRespPiDeltaPrimePr, numGenEntries); | |
2229 | ||
2230 | // Muons, if desired | |
2231 | if (fTakeIntoAccountMuons) { | |
2232 | errCode = GenerateDetectorResponse(errCode, dEdxMu / dEdxEl, sigmaMu / dEdxEl, fGenRespMuDeltaPrimeEl, numGenEntries); | |
2233 | errCode = GenerateDetectorResponse(errCode, dEdxMu / dEdxKa, sigmaMu / dEdxKa, fGenRespMuDeltaPrimeKa, numGenEntries); | |
2234 | errCode = GenerateDetectorResponse(errCode, dEdxMu / dEdxPi, sigmaMu / dEdxPi, fGenRespMuDeltaPrimePi, numGenEntries); | |
2235 | errCode = GenerateDetectorResponse(errCode, dEdxMu / dEdxPr, sigmaMu / dEdxPr, fGenRespMuDeltaPrimePr, numGenEntries); | |
2236 | } | |
2237 | ||
2238 | // Protons | |
2239 | errCode = GenerateDetectorResponse(errCode, dEdxPr / dEdxEl, sigmaPr / dEdxEl, fGenRespPrDeltaPrimeEl, numGenEntries); | |
2240 | errCode = GenerateDetectorResponse(errCode, dEdxPr / dEdxKa, sigmaPr / dEdxKa, fGenRespPrDeltaPrimeKa, numGenEntries); | |
2241 | errCode = GenerateDetectorResponse(errCode, dEdxPr / dEdxPi, sigmaPr / dEdxPi, fGenRespPrDeltaPrimePi, numGenEntries); | |
2242 | errCode = GenerateDetectorResponse(errCode, 1., sigmaPr / dEdxPr, fGenRespPrDeltaPrimePr, numGenEntries); | |
2243 | ||
2244 | ||
2245 | /*OLD with deltaSpecies | |
2246 | // Delta | |
2247 | ||
2248 | // Electrons | |
2249 | errCode = GenerateDetectorResponse(errCode, 0., sigmaEl, fGenRespElDeltaEl, numGenEntries, usePureGausForDelta); | |
2250 | errCode = GenerateDetectorResponse(errCode, dEdxEl - dEdxKa, sigmaEl, fGenRespElDeltaKa, numGenEntries, usePureGausForDelta); | |
2251 | errCode = GenerateDetectorResponse(errCode, dEdxEl - dEdxPi, sigmaEl, fGenRespElDeltaPi, numGenEntries, usePureGausForDelta); | |
2252 | errCode = GenerateDetectorResponse(errCode, dEdxEl - dEdxPr, sigmaEl, fGenRespElDeltaPr, numGenEntries, usePureGausForDelta); | |
2253 | ||
2254 | // Kaons | |
2255 | errCode = GenerateDetectorResponse(errCode, dEdxKa - dEdxEl, sigmaKa, fGenRespKaDeltaEl, numGenEntries, usePureGausForDelta); | |
2256 | errCode = GenerateDetectorResponse(errCode, 0., sigmaKa, fGenRespKaDeltaKa, numGenEntries, usePureGausForDelta); | |
2257 | errCode = GenerateDetectorResponse(errCode, dEdxKa - dEdxPi, sigmaKa, fGenRespKaDeltaPi, numGenEntries, usePureGausForDelta); | |
2258 | errCode = GenerateDetectorResponse(errCode, dEdxKa - dEdxPr, sigmaKa, fGenRespKaDeltaPr, numGenEntries, usePureGausForDelta); | |
2259 | ||
2260 | // Pions | |
2261 | errCode = GenerateDetectorResponse(errCode, dEdxPi - dEdxEl, sigmaPi, fGenRespPiDeltaEl, numGenEntries, usePureGausForDelta); | |
2262 | errCode = GenerateDetectorResponse(errCode, dEdxPi - dEdxKa, sigmaPi, fGenRespPiDeltaKa, numGenEntries, usePureGausForDelta); | |
2263 | errCode = GenerateDetectorResponse(errCode, 0., sigmaPi, fGenRespPiDeltaPi, numGenEntries, usePureGausForDelta); | |
2264 | errCode = GenerateDetectorResponse(errCode, dEdxPi - dEdxPr, sigmaPi, fGenRespPiDeltaPr, numGenEntries, usePureGausForDelta); | |
2265 | ||
2266 | // Muons | |
2267 | errCode = GenerateDetectorResponse(errCode, dEdxMu - dEdxEl, sigmaMu, fGenRespMuDeltaEl, numGenEntries, usePureGausForDelta); | |
2268 | errCode = GenerateDetectorResponse(errCode, dEdxMu - dEdxKa, sigmaMu, fGenRespMuDeltaKa, numGenEntries, usePureGausForDelta); | |
2269 | errCode = GenerateDetectorResponse(errCode, dEdxMu - dEdxPi, sigmaMu, fGenRespMuDeltaPi, numGenEntries, usePureGausForDelta); | |
2270 | errCode = GenerateDetectorResponse(errCode, dEdxMu - dEdxPr, sigmaMu, fGenRespMuDeltaPr, numGenEntries, usePureGausForDelta); | |
2271 | ||
2272 | // Protons | |
2273 | errCode = GenerateDetectorResponse(errCode, dEdxPr - dEdxEl, sigmaPr, fGenRespPrDeltaEl, numGenEntries, usePureGausForDelta); | |
2274 | errCode = GenerateDetectorResponse(errCode, dEdxPr - dEdxKa, sigmaPr, fGenRespPrDeltaKa, numGenEntries, usePureGausForDelta); | |
2275 | errCode = GenerateDetectorResponse(errCode, dEdxPr - dEdxPi, sigmaPr, fGenRespPrDeltaPi, numGenEntries, usePureGausForDelta); | |
2276 | errCode = GenerateDetectorResponse(errCode, 0., sigmaPr, fGenRespPrDeltaPr, numGenEntries, usePureGausForDelta); | |
2277 | */ | |
2278 | ||
2279 | if (errCode != kNoErrors) { | |
2280 | if (errCode == kWarning) { | |
2281 | //Printf("Warning: Questionable detector response for track, most likely due to very low number of PID clusters! Debug output (dEdx_expected, sigma_expected):"); | |
2282 | } | |
2283 | else | |
2284 | Printf("Error: Failed to generate detector response for track - skipped! Debug output (dEdx_expected, sigma_expected):"); | |
2285 | ||
2286 | /* | |
2287 | Printf("Pr: %e, %e", dEdxPr, sigmaPr); | |
2288 | Printf("Pi: %e, %e", dEdxPi, sigmaPi); | |
2289 | Printf("El: %e, %e", dEdxEl, sigmaEl); | |
2290 | Printf("Mu: %e, %e", dEdxMu, sigmaMu); | |
2291 | Printf("Ka: %e, %e", dEdxKa, sigmaKa); | |
2292 | Printf("track: dEdx %f, pTPC %f, eta %f, ncl %d\n", track->GetTPCsignal(), track->GetTPCmomentum(), track->Eta(), | |
2293 | track->GetTPCsignalN()); | |
2294 | */ | |
2295 | ||
2296 | if (errCode != kWarning) { | |
2297 | fhSkippedTracksForSignalGeneration->Fill(track->GetTPCmomentum(), track->GetTPCsignalN()); | |
2298 | return kFALSE;// Skip generated response in case of error | |
2299 | } | |
2300 | } | |
2301 | ||
2302 | for (Int_t n = 0; n < numGenEntries; n++) { | |
2303 | if (!isMC || !fUseMCidForGeneration) { | |
2304 | // If no MC info is available or shall not be used, use weighting with priors to generate entries for the different species | |
2305 | Double_t rnd = fRandom->Rndm(); // Produce uniformly distributed floating point in ]0, 1] | |
2306 | ||
2307 | // Consider generated response as originating from... | |
2308 | if (rnd <= prob[AliPID::kElectron]) | |
2309 | genEntry[kGenMCID] = 0; // ... an electron | |
2310 | else if (rnd <= prob[AliPID::kElectron] + prob[AliPID::kKaon]) | |
2311 | genEntry[kGenMCID] = 1; // ... a kaon | |
2312 | else if (rnd <= prob[AliPID::kElectron] + prob[AliPID::kKaon] + prob[AliPID::kMuon]) | |
2313 | genEntry[kGenMCID] = 2; // ... a muon -> NOTE: prob[AliPID::kMuon] = 0 in case of fTakeIntoAccountMuons = kFALSE | |
2314 | else if (rnd <= prob[AliPID::kElectron] + prob[AliPID::kKaon] + prob[AliPID::kMuon] + prob[AliPID::kPion]) | |
2315 | genEntry[kGenMCID] = 3; // ... a pion | |
2316 | else | |
2317 | genEntry[kGenMCID] = 4; // ... a proton | |
2318 | } | |
2319 | ||
2320 | // Electrons | |
2321 | genEntry[kGenSelectSpecies] = 0; | |
2322 | //OLD with deltaSpecies genEntry[3] = fGenRespElDeltaEl[n]; | |
2323 | genEntry[kGenDeltaPrimeSpecies] = fGenRespElDeltaPrimeEl[n]; | |
2324 | fhGenEl->Fill(genEntry); | |
2325 | ||
2326 | genEntry[kGenSelectSpecies] = 1; | |
2327 | //OLD with deltaSpecies genEntry[3] = fGenRespElDeltaKa[n]; | |
2328 | genEntry[kGenDeltaPrimeSpecies] = fGenRespElDeltaPrimeKa[n]; | |
2329 | fhGenEl->Fill(genEntry); | |
2330 | ||
2331 | genEntry[kGenSelectSpecies] = 2; | |
2332 | //OLD with deltaSpecies genEntry[3] = fGenRespElDeltaPi[n]; | |
2333 | genEntry[kGenDeltaPrimeSpecies] = fGenRespElDeltaPrimePi[n]; | |
2334 | fhGenEl->Fill(genEntry); | |
2335 | ||
2336 | genEntry[kGenSelectSpecies] = 3; | |
2337 | //OLD with deltaSpecies genEntry[3] = fGenRespElDeltaPr[n]; | |
2338 | genEntry[kGenDeltaPrimeSpecies] = fGenRespElDeltaPrimePr[n]; | |
2339 | fhGenEl->Fill(genEntry); | |
2340 | ||
2341 | // Kaons | |
2342 | genEntry[kGenSelectSpecies] = 0; | |
2343 | //OLD with deltaSpecies genEntry[3] = fGenRespKaDeltaEl[n]; | |
2344 | genEntry[kGenDeltaPrimeSpecies] = fGenRespKaDeltaPrimeEl[n]; | |
2345 | fhGenKa->Fill(genEntry); | |
2346 | ||
2347 | genEntry[kGenSelectSpecies] = 1; | |
2348 | //OLD with deltaSpecies genEntry[3] = fGenRespKaDeltaKa[n]; | |
2349 | genEntry[kGenDeltaPrimeSpecies] = fGenRespKaDeltaPrimeKa[n]; | |
2350 | fhGenKa->Fill(genEntry); | |
2351 | ||
2352 | genEntry[kGenSelectSpecies] = 2; | |
2353 | //OLD with deltaSpecies genEntry[3] = fGenRespKaDeltaPi[n]; | |
2354 | genEntry[kGenDeltaPrimeSpecies] = fGenRespKaDeltaPrimePi[n]; | |
2355 | fhGenKa->Fill(genEntry); | |
2356 | ||
2357 | genEntry[kGenSelectSpecies] = 3; | |
2358 | //OLD with deltaSpecies genEntry[3] = fGenRespKaDeltaPr[n]; | |
2359 | genEntry[kGenDeltaPrimeSpecies] = fGenRespKaDeltaPrimePr[n]; | |
2360 | fhGenKa->Fill(genEntry); | |
2361 | ||
2362 | // Pions | |
2363 | genEntry[kGenSelectSpecies] = 0; | |
2364 | //OLD with deltaSpecies genEntry[3] = fGenRespPiDeltaEl[n]; | |
2365 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPiDeltaPrimeEl[n]; | |
2366 | fhGenPi->Fill(genEntry); | |
2367 | ||
2368 | genEntry[kGenSelectSpecies] = 1; | |
2369 | //OLD with deltaSpecies genEntry[3] = fGenRespPiDeltaKa[n]; | |
2370 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPiDeltaPrimeKa[n]; | |
2371 | fhGenPi->Fill(genEntry); | |
2372 | ||
2373 | genEntry[kGenSelectSpecies] = 2; | |
2374 | //OLD with deltaSpecies genEntry[3] = fGenRespPiDeltaPi[n]; | |
2375 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPiDeltaPrimePi[n]; | |
2376 | fhGenPi->Fill(genEntry); | |
2377 | ||
2378 | genEntry[kGenSelectSpecies] = 3; | |
2379 | //OLD with deltaSpecies genEntry[3] = fGenRespPiDeltaPr[n]; | |
2380 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPiDeltaPrimePr[n]; | |
2381 | fhGenPi->Fill(genEntry); | |
2382 | ||
2383 | if (fTakeIntoAccountMuons) { | |
2384 | // Muons, if desired | |
2385 | genEntry[kGenSelectSpecies] = 0; | |
2386 | //OLD with deltaSpecies genEntry[3] = fGenRespMuDeltaEl[n]; | |
2387 | genEntry[kGenDeltaPrimeSpecies] = fGenRespMuDeltaPrimeEl[n]; | |
2388 | fhGenMu->Fill(genEntry); | |
2389 | ||
2390 | genEntry[kGenSelectSpecies] = 1; | |
2391 | //OLD with deltaSpecies genEntry[3] = fGenRespMuDeltaKa[n]; | |
2392 | genEntry[kGenDeltaPrimeSpecies] = fGenRespMuDeltaPrimeKa[n]; | |
2393 | fhGenMu->Fill(genEntry); | |
2394 | ||
2395 | genEntry[kGenSelectSpecies] = 2; | |
2396 | //OLD with deltaSpecies genEntry[3] = fGenRespMuDeltaPi[n]; | |
2397 | genEntry[kGenDeltaPrimeSpecies] = fGenRespMuDeltaPrimePi[n]; | |
2398 | fhGenMu->Fill(genEntry); | |
2399 | ||
2400 | genEntry[kGenSelectSpecies] = 3; | |
2401 | //OLD with deltaSpecies genEntry[3] = fGenRespMuDeltaPr[n]; | |
2402 | genEntry[kGenDeltaPrimeSpecies] = fGenRespMuDeltaPrimePr[n]; | |
2403 | fhGenMu->Fill(genEntry); | |
2404 | } | |
2405 | ||
2406 | // Protons | |
2407 | genEntry[kGenSelectSpecies] = 0; | |
2408 | //OLD with deltaSpecies genEntry[3] = fGenRespPrDeltaEl[n]; | |
2409 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPrDeltaPrimeEl[n]; | |
2410 | fhGenPr->Fill(genEntry); | |
2411 | ||
2412 | genEntry[kGenSelectSpecies] = 1; | |
2413 | //OLD with deltaSpecies genEntry[3] = fGenRespPrDeltaKa[n]; | |
2414 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPrDeltaPrimeKa[n]; | |
2415 | fhGenPr->Fill(genEntry); | |
2416 | ||
2417 | genEntry[kGenSelectSpecies] = 2; | |
2418 | //OLD with deltaSpecies genEntry[3] = fGenRespPrDeltaPi[n]; | |
2419 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPrDeltaPrimePi[n]; | |
2420 | fhGenPr->Fill(genEntry); | |
2421 | ||
2422 | genEntry[kGenSelectSpecies] = 3; | |
2423 | //OLD with deltaSpecies genEntry[3] = fGenRespPrDeltaPr[n]; | |
2424 | genEntry[kGenDeltaPrimeSpecies] = fGenRespPrDeltaPrimePr[n]; | |
2425 | fhGenPr->Fill(genEntry); | |
2426 | } | |
2427 | ||
2428 | return kTRUE; | |
2429 | } | |
2430 | ||
2431 | ||
2432 | //_____________________________________________________________________________ | |
2433 | Bool_t AliAnalysisTaskPID::SetConvolutedGaussLambdaParameter(Double_t lambda) | |
2434 | { | |
2435 | // Set the lambda parameter of the convolution to the desired value. Automatically | |
2436 | // calculates the parameters for the transition (restricted) gauss -> convoluted gauss. | |
2437 | fConvolutedGaussTransitionPars[2] = lambda; | |
2438 | ||
2439 | // Save old parameters and settings of function to restore them later: | |
2440 | Double_t* oldFuncParams = new Double_t[fkConvolutedGausNPar]; | |
2441 | for (Int_t i = 0; i < fkConvolutedGausNPar; i++) | |
2442 | oldFuncParams[i] = fConvolutedGausDeltaPrime->GetParameter(i); | |
2443 | Int_t oldFuncNpx = fConvolutedGausDeltaPrime->GetNpx(); | |
2444 | Double_t oldFuncRangeLow = 0, oldFuncRangeUp = 100; | |
2445 | fConvolutedGausDeltaPrime->GetRange(oldFuncRangeLow, oldFuncRangeUp); | |
2446 | ||
2447 | // Choose some sufficiently large range | |
2448 | const Double_t rangeStart = 0.5; | |
2449 | const Double_t rangeEnd = 2.0; | |
2450 | ||
2451 | // To get the parameters for the transition, just choose arbitrarily input parameters for mu and sigma | |
2452 | // (it makes sense to choose typical values). The ratio sigma_gauss / sigma_convolution is independent | |
2453 | // of mu and as well the difference mu_gauss - mu_convolution. | |
2454 | Double_t muInput = 1.0; | |
2455 | Double_t sigmaInput = fgkSigmaReferenceForTransitionPars; | |
2456 | ||
2457 | ||
2458 | // Step 1: Generate distribution with input parameters | |
2459 | const Int_t nPar = 3; | |
2460 | Double_t inputPar[nPar] = { muInput, sigmaInput, lambda }; | |
2461 | ||
2462 | TH1D* hInput = new TH1D("hInput", "Input distribution", 2000, rangeStart, rangeEnd); | |
2463 | ||
2464 | fConvolutedGausDeltaPrime->SetParameters(inputPar); | |
2465 | fConvolutedGausDeltaPrime->SetRange(rangeStart, rangeEnd); | |
2466 | fConvolutedGausDeltaPrime->SetNpx(2000); | |
2467 | ||
2468 | /*OLD | |
2469 | // The resolution and mean of the AliPIDResponse are determined in finite intervals | |
2470 | // of ncl (also second order effects due to finite dEdx and tanTheta). | |
2471 | // Take this into account for the transition parameters via assuming an approximately flat | |
2472 | // distritubtion in ncl in this interval. | |
2473 | // NOTE: The ncl interval should be the same as the one used for the sigma map creation! | |
2474 | const Int_t nclStart = 151; | |
2475 | const Int_t nclEnd = 160; | |
2476 | const Int_t nclSteps = (nclEnd - nclStart) + 1; | |
2477 | for (Int_t ncl = nclStart; ncl <= nclEnd; ncl++) { | |
2478 | // Resolution scales with 1/sqrt(ncl) | |
2479 | fConvolutedGausDeltaPrime->SetParameter(1, inputPar[1] * sqrt(nclEnd) / sqrt(ncl)); | |
2480 | TH1* hProbDensity = fConvolutedGausDeltaPrime->GetHistogram(); | |
2481 | ||
2482 | for (Int_t i = 0; i < 50000000 / nclSteps; i++) | |
2483 | hInput->Fill(hProbDensity->GetRandom()); | |
2484 | } | |
2485 | */ | |
2486 | ||
2487 | TH1* hProbDensity = fConvolutedGausDeltaPrime->GetHistogram(); | |
2488 | ||
2489 | for (Int_t i = 0; i < 50000000; i++) | |
2490 | hInput->Fill(hProbDensity->GetRandom()); | |
2491 | ||
2492 | // Step 2: Fit generated distribution with restricted gaussian | |
2493 | Int_t maxBin = hInput->GetMaximumBin(); | |
2494 | Double_t max = hInput->GetBinContent(maxBin); | |
2495 | ||
2496 | UChar_t usedBins = 1; | |
2497 | if (maxBin > 1) { | |
2498 | max += hInput->GetBinContent(maxBin - 1); | |
2499 | usedBins++; | |
2500 | } | |
2501 | if (maxBin < hInput->GetNbinsX()) { | |
2502 | max += hInput->GetBinContent(maxBin + 1); | |
2503 | usedBins++; | |
2504 | } | |
2505 | max /= usedBins; | |
2506 | ||
2507 | // NOTE: The range (<-> fraction of maximum) should be the same | |
2508 | // as for the spline and eta maps creation | |
2509 | const Double_t lowThreshold = hInput->GetXaxis()->GetBinLowEdge(hInput->FindFirstBinAbove(0.1 * max)); | |
2510 | const Double_t highThreshold = hInput->GetXaxis()->GetBinUpEdge(hInput->FindLastBinAbove(0.1 * max)); | |
2511 | ||
2512 | TFitResultPtr fitResGaussFirstStep = hInput->Fit("gaus", "QNRS", "", lowThreshold, highThreshold); | |
2513 | ||
2514 | TFitResultPtr fitResGauss; | |
2515 | ||
2516 | if ((Int_t)fitResGaussFirstStep == 0) { | |
2517 | TF1 fGauss("fGauss", "[0]*TMath::Gaus(x, [1], [2], 1)", rangeStart, rangeEnd); | |
2518 | fGauss.SetParameter(0, fitResGaussFirstStep->GetParams()[0]); | |
2519 | fGauss.SetParError(0, fitResGaussFirstStep->GetErrors()[0]); | |
2520 | fGauss.SetParameter(2, fitResGaussFirstStep->GetParams()[2]); | |
2521 | fGauss.SetParError(2, fitResGaussFirstStep->GetErrors()[2]); | |
2522 | ||
2523 | fGauss.FixParameter(1, fitResGaussFirstStep->GetParams()[1]); | |
2524 | fitResGauss = hInput->Fit(&fGauss, "QNS", "s", rangeStart, rangeEnd); | |
2525 | } | |
2526 | else { | |
2527 | fitResGauss = hInput->Fit("gaus", "QNRS", "same", rangeStart, rangeEnd); | |
2528 | } | |
2529 | //OLD TFitResultPtr fitResGauss = hInput->Fit("gaus", "QNRS", "", hInput->GetXaxis()->GetBinLowEdge(hInput->FindFirstBinAbove(0.1 * max)), | |
2530 | // hInput->GetXaxis()->GetBinUpEdge(hInput->FindLastBinAbove(0.1 * max))); | |
2531 | ||
2532 | ||
2533 | // Step 3: Use parameters from gaussian fit to obtain parameters for the transition "restricted gauss" -> "convoluted gauss" | |
2534 | ||
2535 | // 3.1 The ratio sigmaInput / sigma_gaussFit ONLY depends on lambda (which is fixed per period) -> Calculate this first | |
2536 | // for an arbitrary (here: typical) sigma. The ratio is then ~the same for ALL sigma for given lambda! | |
2537 | if ((Int_t)fitResGauss != 0) { | |
2538 | AliError("Not able to calculate parameters for the transition \"restricted gauss\" -> \"convoluted gauss\": Gauss Fit failed!\n"); | |
2539 | fConvolutedGausDeltaPrime->SetParameters(oldFuncParams); | |
2540 | fConvolutedGausDeltaPrime->SetNpx(oldFuncNpx); | |
2541 | fConvolutedGausDeltaPrime->SetRange(oldFuncRangeLow, oldFuncRangeUp); | |
2542 | ||
2543 | delete hInput; | |
2544 | delete oldFuncParams; | |
2545 | ||
2546 | return kFALSE; | |
2547 | } | |
2548 | ||
2549 | if (fitResGauss->GetParams()[2] <= 0) { | |
2550 | AliError("Not able to calculate parameters for the transition \"restricted gauss\" -> \"convoluted gauss\": Sigma of gauss fit <= 0!\n"); | |
2551 | fConvolutedGausDeltaPrime->SetParameters(oldFuncParams); | |
2552 | fConvolutedGausDeltaPrime->SetNpx(oldFuncNpx); | |
2553 | fConvolutedGausDeltaPrime->SetRange(oldFuncRangeLow, oldFuncRangeUp); | |
2554 | ||
2555 | delete hInput; | |
2556 | delete oldFuncParams; | |
2557 | ||
2558 | return kFALSE; | |
2559 | } | |
2560 | ||
2561 | // sigma correction factor | |
2562 | fConvolutedGaussTransitionPars[1] = sigmaInput / fitResGauss->GetParams()[2]; | |
2563 | ||
2564 | // 3.2 Now that sigma und lambda are determined, one can calculate mu by shifting the maximum to the desired position, | |
2565 | // i.e. the maximum of the input distribution should coincide with that of the re-calculated distribution, | |
2566 | // which is achieved by getting the same mu for the same sigma. | |
2567 | // NOTE: For fixed lambda, the shift is proportional to sigma and independent of mu! | |
2568 | // So, one can calculate the shift for an arbitrary fixed (here: typical) | |
2569 | // sigma and then simply use this shift for any other sigma by scaling it correspondingly!!! | |
2570 | ||
2571 | // Mu shift correction: | |
2572 | // Shift in mu (difference between mean of gauss and mean of convolution) is proportional to sigma! | |
2573 | // Thus, choose a reference sigma (typical -> 0.05), such that for arbitrary sigma one can simple scale | |
2574 | // this shift correction with sigma / referenceSigma. | |
2575 | fConvolutedGaussTransitionPars[0] = (fitResGauss->GetParams()[1] - muInput); | |
2576 | ||
2577 | ||
2578 | /*Changed on 03.07.2013 | |
2579 | ||
2580 | // Maximum of fConvolutedGausDeltaPrime should agree with maximum of input | |
2581 | Double_t par[nPar] = { fitResGauss->GetParams()[1], // just as a guess of the maximum position | |
2582 | sigmaInput, | |
2583 | lambda }; | |
2584 | ||
2585 | fConvolutedGausDeltaPrime->SetParameters(par); | |
2586 | ||
2587 | Double_t maxXInput = fConvolutedGausDeltaPrime->GetMaximumX(TMath::Max(0.001, muInput - 3. * sigmaInput), | |
2588 | muInput + 10. * sigmaInput, | |
2589 | 0.0001); | |
2590 | ||
2591 | // Maximum shifts proportional to sigma and is linear in mu (~mean of gauss) | |
2592 | // Maximum should be typically located within [gaussMean, gaussMean + 3 gaussSigma]. | |
2593 | // -> Larger search range for safety reasons (also: sigma and/or mean might be not 100% accurate). | |
2594 | Double_t maxXconvoluted = fConvolutedGausDeltaPrime->GetMaximumX(TMath::Max(0.001, | |
2595 | fitResGauss->GetParams()[1] - 3. * fitResGauss->GetParams()[2]), | |
2596 | fitResGauss->GetParams()[1] + 10. * fitResGauss->GetParams()[2], | |
2597 | 0.0001); | |
2598 | if (maxXconvoluted <= 0) { | |
2599 | AliError("Not able to calculate parameters for the transition \"restricted gauss\" -> \"convoluted gauss\": Maximum of fConvolutedGausDeltaPrime <= 0!\n"); | |
2600 | ||
2601 | fConvolutedGausDeltaPrime->SetParameters(oldFuncParams); | |
2602 | fConvolutedGausDeltaPrime->SetNpx(oldFuncNpx); | |
2603 | fConvolutedGausDeltaPrime->SetRange(oldFuncRangeLow, oldFuncRangeUp); | |
2604 | ||
2605 | delete hInput; | |
2606 | delete oldFuncParams; | |
2607 | ||
2608 | return kFALSE; | |
2609 | } | |
2610 | ||
2611 | // maxX perfectly shifts as par[0] (scaled by sigma) -> Can shift maxX to input value. | |
2612 | // Mu shift correction: | |
2613 | fConvolutedGaussTransitionPars[0] = maxXconvoluted - maxXInput; | |
2614 | */ | |
2615 | ||
2616 | ||
2617 | ||
2618 | fConvolutedGausDeltaPrime->SetParameters(oldFuncParams); | |
2619 | fConvolutedGausDeltaPrime->SetNpx(oldFuncNpx); | |
2620 | fConvolutedGausDeltaPrime->SetRange(oldFuncRangeLow, oldFuncRangeUp); | |
2621 | ||
2622 | delete hInput; | |
2623 | delete oldFuncParams; | |
2624 | ||
2625 | return kTRUE; | |
2626 | } | |
2627 | ||
2628 | ||
2629 | //_____________________________________________________________________________ | |
2630 | AliAnalysisTaskPID::ErrorCode AliAnalysisTaskPID::SetParamsForConvolutedGaus(const Double_t gausMean, const Double_t gausSigma) | |
2631 | { | |
2632 | // Set parameters for convoluted gauss using parameters for a pure gaussian. | |
2633 | // If SetConvolutedGaussLambdaParameter has not been called before to initialise the translation parameters, | |
2634 | // some default parameters will be used and an error will show up. | |
2635 | ||
2636 | if (fConvolutedGaussTransitionPars[1] < -998) { | |
2637 | AliError("Transition parameters not initialised! Default parameters will be used. Please call SetConvolutedGaussLambdaParameter(...) before any calculations!"); | |
2638 | SetConvolutedGaussLambdaParameter(2.0); | |
2639 | AliError(Form("Parameters set to:\n[0]: %f\n[1]: %f\n[2]: %f\n", fConvolutedGaussTransitionPars[0], | |
2640 | fConvolutedGaussTransitionPars[1], fConvolutedGaussTransitionPars[2])); | |
2641 | } | |
2642 | ||
2643 | Double_t par[fkConvolutedGausNPar]; | |
2644 | par[2] = fConvolutedGaussTransitionPars[2]; | |
2645 | par[1] = fConvolutedGaussTransitionPars[1] * gausSigma; | |
2646 | // maxX perfectly shifts as par[0] (scaled by sigma) -> Can shift maxX so that it sits at the right place. | |
2647 | par[0] = gausMean - fConvolutedGaussTransitionPars[0] * par[1] / fgkSigmaReferenceForTransitionPars; | |
2648 | ||
2649 | ErrorCode errCode = kNoErrors; | |
2650 | fConvolutedGausDeltaPrime->SetParameters(par); | |
2651 | ||
2652 | fConvolutedGausDeltaPrime->SetNpx(20); // Small value speeds up following algorithm (valid, since extrema far apart) | |
2653 | ||
2654 | // Accuracy of 10^-5 is enough to get 0.1% precise peak for MIPS w.r.t. to dEdx = 2000 of protons | |
2655 | // (should boost up the algorithm, because 10^-10 is the default value!) | |
2656 | Double_t maxX= fConvolutedGausDeltaPrime->GetMaximumX(TMath::Max(0.001, gausMean - 2. * gausSigma), | |
2657 | gausMean + 6. * gausSigma, 1.0E-5); | |
2658 | ||
2659 | const Double_t maximum = fConvolutedGausDeltaPrime->Eval(maxX); | |
2660 | const Double_t maximumFraction = maximum * fAccuracyNonGaussianTail; | |
2661 | ||
2662 | // Estimate lower boundary for subsequent search: | |
2663 | Double_t lowBoundSearchBoundLow = TMath::Max(1e-4, maxX - 5. * gausSigma); | |
2664 | Double_t lowBoundSearchBoundUp = maxX; | |
2665 | ||
2666 | Bool_t lowerBoundaryFixedAtZero = kFALSE; | |
2667 | ||
2668 | while (fConvolutedGausDeltaPrime->Eval(lowBoundSearchBoundLow) >= maximumFraction) { | |
2669 | if (lowBoundSearchBoundLow <= 0) { | |
2670 | // This should only happen to low dEdx particles with very few clusters and therefore large sigma, such that the gauss goes below zero deltaPrime | |
2671 | if (maximum <= 0) { // Something is weired | |
2672 | printf("Error generating signal: maximum is <= 0!\n"); | |
2673 | return kError; | |
2674 | } | |
2675 | else { | |
2676 | const Double_t valueAtZero = fConvolutedGausDeltaPrime->Eval(0); | |
2677 | if (valueAtZero / maximum > 0.05) { | |
2678 | // Too large fraction below zero deltaPrime. Signal generation cannot be reliable in this case | |
2679 | printf("Error generating signal: Too large fraction below zero deltaPrime: convGauss(0) / convGauss(max) = %e / %e = %e!\n", | |
2680 | valueAtZero, maximum, valueAtZero / maximum); | |
2681 | return kError; | |
2682 | } | |
2683 | } | |
2684 | ||
2685 | /* | |
2686 | printf("Warning: LowBoundSearchBoundLow gets smaller zero -> Set left boundary to zero! Debug output: maximumFraction * fAccuracyNonGaussianTail = %e * %e = %e maxX %f, par[0] %f, par[1] %f, par[2] %f, gausMean %f, gausSigma %f\n", | |
2687 | fConvolutedGausDeltaPrime->Eval(maxX), fAccuracyNonGaussianTail, maximumFraction, maxX, par[0], par[1], par[2], gausMean, gausSigma); | |
2688 | */ | |
2689 | ||
2690 | lowerBoundaryFixedAtZero = kTRUE; | |
2691 | ||
2692 | if (errCode != kError) | |
2693 | errCode = kWarning; | |
2694 | ||
2695 | break; | |
2696 | } | |
2697 | ||
2698 | lowBoundSearchBoundUp -= gausSigma; | |
2699 | lowBoundSearchBoundLow -= gausSigma; | |
2700 | ||
2701 | if (lowBoundSearchBoundLow < 0) { | |
2702 | lowBoundSearchBoundLow = 0; | |
2703 | lowBoundSearchBoundUp += gausSigma; | |
2704 | } | |
2705 | } | |
2706 | ||
2707 | // Determine lower boundary inside estimated range. For small values of the maximum: Need more precision, since finer binning! | |
2708 | Double_t rangeStart = lowerBoundaryFixedAtZero ? 0 : | |
2709 | fConvolutedGausDeltaPrime->GetX(maximumFraction, lowBoundSearchBoundLow, lowBoundSearchBoundUp, (maxX < 0.4) ? 1e-5 : 0.001); | |
2710 | ||
2711 | // .. and the same for the upper boundary | |
2712 | Double_t rangeEnd = 0; | |
2713 | // If distribution starts beyond upper boundary, everything ends up in the overflow bin. So, just reduce range and Npx to minimum | |
2714 | if (rangeStart > fkDeltaPrimeUpLimit) { | |
2715 | rangeEnd = rangeStart + 0.00001; | |
2716 | fConvolutedGausDeltaPrime->SetRange(rangeStart,rangeEnd); | |
2717 | fConvolutedGausDeltaPrime->SetNpx(4); | |
2718 | } | |
2719 | else { | |
2720 | // Estimate upper boundary for subsequent search: | |
2721 | Double_t upBoundSearchBoundUp = maxX + 5 * gausSigma; | |
2722 | Double_t upBoundSearchBoundLow = maxX; | |
2723 | while (fConvolutedGausDeltaPrime->Eval(upBoundSearchBoundUp) >= maximumFraction) { | |
2724 | upBoundSearchBoundUp += gausSigma; | |
2725 | upBoundSearchBoundLow += gausSigma; | |
2726 | } | |
2727 | ||
2728 | // For small values of the maximum: Need more precision, since finer binning! | |
2729 | rangeEnd = fConvolutedGausDeltaPrime->GetX(maximumFraction, upBoundSearchBoundLow, upBoundSearchBoundUp, (maxX < 0.4) ? 1e-5 : 0.001); | |
2730 | ||
2731 | fConvolutedGausDeltaPrime->SetRange(rangeStart,rangeEnd); | |
2732 | fConvolutedGausDeltaPrime->SetNpx(fhPIDdataAll->GetAxis(kDataDeltaPrimeSpecies)->FindBin(rangeEnd) | |
2733 | - fhPIDdataAll->GetAxis(kDataDeltaPrimeSpecies)->FindBin(rangeStart) + 1); | |
2734 | //fConvolutedGausDeltaPrime->SetNpx((rangeEnd - rangeStart) / fDeltaPrimeBinWidth + 1); | |
2735 | } | |
2736 | ||
2737 | return errCode; | |
2738 | } | |
2739 | ||
2740 | ||
2741 | //________________________________________________________________________ | |
2742 | void AliAnalysisTaskPID::SetUpGenHist(THnSparse* hist, Double_t* binsPt, Double_t* binsDeltaPrime, Double_t* binsCent, Double_t* binsJetPt) const | |
2743 | { | |
2744 | // Sets bin limits for axes which are not standard binned and the axes titles. | |
2745 | ||
2746 | hist->SetBinEdges(kGenPt, binsPt); | |
2747 | hist->SetBinEdges(kGenDeltaPrimeSpecies, binsDeltaPrime); | |
2748 | hist->SetBinEdges(kGenCentrality, binsCent); | |
2749 | ||
2750 | if (fStoreAdditionalJetInformation) | |
2751 | hist->SetBinEdges(kGenJetPt, binsJetPt); | |
2752 | ||
2753 | // Set axes titles | |
2754 | hist->GetAxis(kGenMCID)->SetTitle("MC PID"); | |
2755 | hist->GetAxis(kGenMCID)->SetBinLabel(1, "e"); | |
2756 | hist->GetAxis(kGenMCID)->SetBinLabel(2, "K"); | |
2757 | hist->GetAxis(kGenMCID)->SetBinLabel(3, "#mu"); | |
2758 | hist->GetAxis(kGenMCID)->SetBinLabel(4, "#pi"); | |
2759 | hist->GetAxis(kGenMCID)->SetBinLabel(5, "p"); | |
2760 | ||
2761 | hist->GetAxis(kGenSelectSpecies)->SetTitle("Select Species"); | |
2762 | hist->GetAxis(kGenSelectSpecies)->SetBinLabel(1, "e"); | |
2763 | hist->GetAxis(kGenSelectSpecies)->SetBinLabel(2, "K"); | |
2764 | hist->GetAxis(kGenSelectSpecies)->SetBinLabel(3, "#pi"); | |
2765 | hist->GetAxis(kGenSelectSpecies)->SetBinLabel(4, "p"); | |
2766 | ||
2767 | hist->GetAxis(kGenPt)->SetTitle("P_{T} (GeV/c)"); | |
2768 | ||
2769 | hist->GetAxis(kGenDeltaPrimeSpecies)->SetTitle("TPC #Delta'_{species} (arb. unit)"); | |
2770 | ||
2771 | hist->GetAxis(kGenCentrality)->SetTitle(Form("Centrality Percentile (%s)", fCentralityEstimator.Data())); | |
2772 | ||
2773 | if (fStoreAdditionalJetInformation) { | |
2774 | hist->GetAxis(kGenJetPt)->SetTitle("P_{T}^{jet} (GeV/c)"); | |
2775 | ||
2776 | hist->GetAxis(kGenZ)->SetTitle("z = P_{T}^{track} / P_{T}^{jet}"); | |
2777 | ||
2778 | hist->GetAxis(kGenXi)->SetTitle("#xi = ln(P_{T}^{jet} / P_{T}^{track})"); | |
2779 | } | |
2780 | ||
2781 | hist->GetAxis(GetIndexOfChargeAxisGen())->SetTitle("Charge (e_{0})"); | |
2782 | } | |
2783 | ||
2784 | ||
2785 | //________________________________________________________________________ | |
2786 | void AliAnalysisTaskPID::SetUpGenYieldHist(THnSparse* hist, Double_t* binsPt, Double_t* binsCent, Double_t* binsJetPt) const | |
2787 | { | |
2788 | // Sets bin limits for axes which are not standard binned and the axes titles. | |
2789 | ||
2790 | hist->SetBinEdges(kGenYieldPt, binsPt); | |
2791 | hist->SetBinEdges(kGenYieldCentrality, binsCent); | |
2792 | if (fStoreAdditionalJetInformation) | |
2793 | hist->SetBinEdges(kGenYieldJetPt, binsJetPt); | |
2794 | ||
2795 | for (Int_t i = 0; i < 5; i++) | |
2796 | hist->GetAxis(kGenYieldMCID)->SetBinLabel(i + 1, AliPID::ParticleLatexName(i)); | |
2797 | ||
2798 | // Set axes titles | |
2799 | hist->GetAxis(kGenYieldMCID)->SetTitle("MC PID"); | |
2800 | hist->GetAxis(kGenYieldPt)->SetTitle("P_{T}^{gen} (GeV/c)"); | |
2801 | hist->GetAxis(kGenYieldCentrality)->SetTitle(Form("Centrality Percentile (%s)", fCentralityEstimator.Data())); | |
2802 | ||
2803 | if (fStoreAdditionalJetInformation) { | |
2804 | hist->GetAxis(kGenYieldJetPt)->SetTitle("P_{T}^{jet, gen} (GeV/c)"); | |
2805 | ||
2806 | hist->GetAxis(kGenYieldZ)->SetTitle("z = P_{T}^{track} / P_{T}^{jet}"); | |
2807 | ||
2808 | hist->GetAxis(kGenYieldXi)->SetTitle("#xi = ln(P_{T}^{jet} / P_{T}^{track})"); | |
2809 | } | |
2810 | ||
2811 | hist->GetAxis(GetIndexOfChargeAxisGenYield())->SetTitle("Charge (e_{0})"); | |
2812 | } | |
2813 | ||
2814 | ||
2815 | //________________________________________________________________________ | |
2816 | void AliAnalysisTaskPID::SetUpHist(THnSparse* hist, Double_t* binsPt, Double_t* binsDeltaPrime, Double_t* binsCent, Double_t* binsJetPt) const | |
2817 | { | |
2818 | // Sets bin limits for axes which are not standard binned and the axes titles. | |
2819 | ||
2820 | hist->SetBinEdges(kDataPt, binsPt); | |
2821 | hist->SetBinEdges(kDataDeltaPrimeSpecies, binsDeltaPrime); | |
2822 | hist->SetBinEdges(kDataCentrality, binsCent); | |
2823 | ||
2824 | if (fStoreAdditionalJetInformation) | |
2825 | hist->SetBinEdges(kDataJetPt, binsJetPt); | |
2826 | ||
2827 | // Set axes titles | |
2828 | hist->GetAxis(kDataMCID)->SetTitle("MC PID"); | |
2829 | hist->GetAxis(kDataMCID)->SetBinLabel(1, "e"); | |
2830 | hist->GetAxis(kDataMCID)->SetBinLabel(2, "K"); | |
2831 | hist->GetAxis(kDataMCID)->SetBinLabel(3, "#mu"); | |
2832 | hist->GetAxis(kDataMCID)->SetBinLabel(4, "#pi"); | |
2833 | hist->GetAxis(kDataMCID)->SetBinLabel(5, "p"); | |
2834 | ||
2835 | hist->GetAxis(kDataSelectSpecies)->SetTitle("Select Species"); | |
2836 | hist->GetAxis(kDataSelectSpecies)->SetBinLabel(1, "e"); | |
2837 | hist->GetAxis(kDataSelectSpecies)->SetBinLabel(2, "K"); | |
2838 | hist->GetAxis(kDataSelectSpecies)->SetBinLabel(3, "#pi"); | |
2839 | hist->GetAxis(kDataSelectSpecies)->SetBinLabel(4, "p"); | |
2840 | ||
2841 | hist->GetAxis(kDataPt)->SetTitle("P_{T} (GeV/c)"); | |
2842 | ||
2843 | hist->GetAxis(kDataDeltaPrimeSpecies)->SetTitle("TPC #Delta'_{species} (arb. unit)"); | |
2844 | ||
2845 | hist->GetAxis(kDataCentrality)->SetTitle(Form("Centrality Percentile (%s)", fCentralityEstimator.Data())); | |
2846 | ||
2847 | if (fStoreAdditionalJetInformation) { | |
2848 | hist->GetAxis(kDataJetPt)->SetTitle("P_{T}^{jet} (GeV/c)"); | |
2849 | ||
2850 | hist->GetAxis(kDataZ)->SetTitle("z = P_{T}^{track} / P_{T}^{jet}"); | |
2851 | ||
2852 | hist->GetAxis(kDataXi)->SetTitle("#xi = ln(P_{T}^{jet} / P_{T}^{track})"); | |
2853 | } | |
2854 | ||
2855 | hist->GetAxis(GetIndexOfChargeAxisData())->SetTitle("Charge (e_{0})"); | |
2856 | ||
2857 | /*OLD with TOF, p_TPC_Inner and p_vertex | |
2858 | // MC PID, SelectSpecies, P(TPC_inner), pT, p(Vertex), deltaSpecies, deltaPrimeSpecies, deltaTOFspecies | |
2859 | hist->SetBinEdges(2, binsPt); | |
2860 | hist->SetBinEdges(3, binsPt); | |
2861 | hist->SetBinEdges(4, binsPt); | |
2862 | ||
2863 | // Set axes titles | |
2864 | hist->GetAxis(0)->SetTitle("MC PID"); | |
2865 | hist->GetAxis(0)->SetBinLabel(1, "e"); | |
2866 | hist->GetAxis(0)->SetBinLabel(2, "K"); | |
2867 | hist->GetAxis(0)->SetBinLabel(3, "#mu"); | |
2868 | hist->GetAxis(0)->SetBinLabel(4, "#pi"); | |
2869 | hist->GetAxis(0)->SetBinLabel(5, "p"); | |
2870 | ||
2871 | hist->GetAxis(1)->SetTitle("Select Species"); | |
2872 | hist->GetAxis(1)->SetBinLabel(1, "e"); | |
2873 | hist->GetAxis(1)->SetBinLabel(2, "K"); | |
2874 | hist->GetAxis(1)->SetBinLabel(3, "#pi"); | |
2875 | hist->GetAxis(1)->SetBinLabel(4, "p"); | |
2876 | ||
2877 | hist->GetAxis(2)->SetTitle("P_{TPC_inner} (GeV/c)"); | |
2878 | hist->GetAxis(3)->SetTitle("P_{T} (GeV/c)"); | |
2879 | hist->GetAxis(4)->SetTitle("P_{vertex} (GeV/c)"); | |
2880 | ||
2881 | hist->GetAxis(5)->SetTitle("TPC #Delta_{species} (arb. unit)"); | |
2882 | ||
2883 | hist->GetAxis(6)->SetTitle("TPC #Delta'_{species} (arb. unit)"); | |
2884 | ||
2885 | hist->GetAxis(7)->SetTitle("#Delta TOF_{species} (ps)"); | |
2886 | */ | |
2887 | } |