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6c178944 | 1 | /************************************************************************** |
2 | * Author: Panos Christakoglou. * | |
3 | * Contributors are mentioned in the code where appropriate. * | |
4 | * * | |
5 | * Permission to use, copy, modify and distribute this software and its * | |
6 | * documentation strictly for non-commercial purposes is hereby granted * | |
7 | * without fee, provided that the above copyright notice appears in all * | |
8 | * copies and that both the copyright notice and this permission notice * | |
9 | * appear in the supporting documentation. The authors make no claims * | |
10 | * about the suitability of this software for any purpose. It is * | |
11 | * provided "as is" without express or implied warranty. * | |
12 | **************************************************************************/ | |
13 | ||
14 | /* $Id$ */ | |
15 | ||
16 | //----------------------------------------------------------------- | |
17 | // Balance Function class | |
18 | // This is the class to deal with the Balance Function analysis | |
19 | // Origin: Panos Christakoglou, UOA-CERN, Panos.Christakoglou@cern.ch | |
20 | //----------------------------------------------------------------- | |
21 | ||
22 | ||
23 | //ROOT | |
24 | #include <Riostream.h> | |
25 | #include <TMath.h> | |
26 | #include <TLorentzVector.h> | |
27 | #include <TGraphErrors.h> | |
28 | ||
29 | #include "AliBalance.h" | |
30 | ||
31 | ClassImp(AliBalance) | |
32 | ||
7f0257ea | 33 | //____________________________________________________________________// |
5d534bd4 | 34 | AliBalance::AliBalance() : |
35 | TObject(), | |
36 | fCharge(0), fNtrack(0), fV(0), fNumberOfBins(0), | |
37 | fAnalysisType(0), fAnalyzedEvents(0), fP2Start(0), | |
38 | fP2Stop(0), fP2Step(0), fNn(0), fNp(0) { | |
6c178944 | 39 | // Default constructor |
7f0257ea | 40 | for(Int_t i = 0; i < MAXIMUM_NUMBER_OF_STEPS; i++) { |
41 | fNpp[i] = .0; | |
42 | fNnn[i] = .0; | |
43 | fNpn[i] = .0; | |
44 | fB[i] = 0.0; | |
45 | ferror[i] = 0.0; | |
46 | } | |
6c178944 | 47 | } |
48 | ||
7f0257ea | 49 | //____________________________________________________________________// |
5d534bd4 | 50 | AliBalance::AliBalance(Double_t p2Start, Double_t p2Stop, Int_t p2Bins) : |
51 | TObject(), | |
52 | fCharge(0), fNtrack(0), fV(0), | |
53 | fNumberOfBins(p2Bins), fAnalysisType(0), | |
54 | fAnalyzedEvents(0), fP2Start(p2Start), fP2Stop(p2Stop), | |
55 | fP2Step(TMath::Abs(fP2Start - fP2Stop) / (Double_t)fNumberOfBins), | |
56 | fNn(0), fNp(0) { | |
6c178944 | 57 | // Constructor |
7f0257ea | 58 | for(Int_t i = 0; i < MAXIMUM_NUMBER_OF_STEPS; i++) { |
59 | fNpp[i] = .0; | |
60 | fNnn[i] = .0; | |
61 | fNpn[i] = .0; | |
62 | fB[i] = 0.0; | |
63 | ferror[i] = 0.0; | |
64 | } | |
6c178944 | 65 | } |
66 | ||
7f0257ea | 67 | //____________________________________________________________________// |
68 | AliBalance::AliBalance(const AliBalance& balance): | |
e559055a | 69 | TObject(balance), |
7f0257ea | 70 | fNtrack(balance.fNtrack), |
71 | fNumberOfBins(balance.fNumberOfBins), | |
72 | fAnalysisType(balance.fAnalysisType), | |
73 | fAnalyzedEvents(balance.fAnalyzedEvents), | |
74 | fP2Start(balance.fP2Start), | |
75 | fP2Stop(balance.fP2Stop), | |
76 | fP2Step(balance.fP2Step), | |
77 | fNn(balance.fNn), | |
78 | fNp(balance.fNp), | |
79 | fCharge(0), | |
80 | fV(0) | |
6c178944 | 81 | { |
7f0257ea | 82 | //copy constructor |
83 | ||
84 | for(Int_t i = 0; i < MAXIMUM_NUMBER_OF_STEPS; i++) { | |
85 | fNpp[i] = .0; | |
86 | fNnn[i] = .0; | |
87 | fNpn[i] = .0; | |
88 | fB[i] = 0.0; | |
89 | ferror[i] = 0.0; | |
90 | } | |
91 | ||
92 | if (balance.fV) fV = new TLorentzVector(*(balance.fV)); | |
93 | if (balance.fCharge) fCharge = new Double_t(*(balance.fCharge)); | |
94 | } | |
95 | ||
96 | //____________________________________________________________________// | |
97 | AliBalance::~AliBalance() { | |
6c178944 | 98 | // Destructor |
7f0257ea | 99 | delete fV; |
100 | delete fCharge; | |
6c178944 | 101 | } |
102 | ||
7f0257ea | 103 | //____________________________________________________________________// |
104 | void AliBalance::SetNnn(Double_t *nn) { | |
105 | // Setter of the Nnn term | |
106 | for(Int_t i = 0; i < fNumberOfBins; i++) fNnn[i] = nn[i]; | |
107 | } | |
108 | ||
109 | //____________________________________________________________________// | |
110 | void AliBalance::SetNpp(Double_t *pp) { | |
111 | // Setter of the Npp term | |
112 | for(Int_t i = 0; i < fNumberOfBins; i++) fNpp[i] = pp[i]; | |
113 | } | |
114 | ||
115 | //____________________________________________________________________// | |
116 | void AliBalance::SetNpn(Double_t *pn) { | |
117 | // Setter of the Npn term | |
118 | for(Int_t i = 0; i < fNumberOfBins; i++) fNpn[i] = pn[i]; | |
119 | } | |
120 | ||
121 | //____________________________________________________________________// | |
122 | void AliBalance::SetNumberOfBins(Int_t ibins) { | |
6c178944 | 123 | // Sets the number of bins for the analyzed interval |
7f0257ea | 124 | fNumberOfBins = ibins; |
6c178944 | 125 | } |
126 | ||
7f0257ea | 127 | //____________________________________________________________________// |
128 | void AliBalance::SetInterval(Double_t p2Start, Double_t p2Stop) { | |
6c178944 | 129 | // Sets the analyzed interval. |
130 | // The analysis variable is set by SetAnalysisType | |
131 | fP2Start = p2Start; | |
132 | fP2Stop = p2Stop; | |
133 | fP2Step = TMath::Abs(p2Start - p2Stop) / (Double_t)fNumberOfBins; | |
134 | } | |
135 | ||
7f0257ea | 136 | //____________________________________________________________________// |
137 | void AliBalance::SetAnalysisType(Int_t iType) { | |
6c178944 | 138 | //0:y - 1:eta - 2:Qlong - 3:Qout - 4:Qside - 5:Qinv - 6:phi |
139 | this->fAnalysisType = iType; | |
7f0257ea | 140 | if(fAnalysisType==0) { |
141 | cout<<" ====================== "<<endl; | |
142 | cout<<"||Analysis selected: y||"<<endl; | |
143 | cout<<" ====================== "<<endl; | |
144 | } | |
145 | else if(fAnalysisType==1) { | |
146 | cout<<" ======================== "<<endl; | |
147 | cout<<"||Analysis selected: eta||"<<endl; | |
148 | cout<<" ======================== "<<endl; | |
149 | } | |
150 | else if(fAnalysisType==2) { | |
151 | cout<<" ========================== "<<endl; | |
152 | cout<<"||Analysis selected: Qlong||"<<endl; | |
153 | cout<<" ========================== "<<endl; | |
154 | } | |
155 | else if(fAnalysisType==3) { | |
156 | cout<<" ========================= "<<endl; | |
157 | cout<<"||Analysis selected: Qout||"<<endl; | |
158 | cout<<" ========================= "<<endl; | |
159 | } | |
160 | else if(fAnalysisType==4) { | |
161 | cout<<" ========================== "<<endl; | |
162 | cout<<"||Analysis selected: Qside||"<<endl; | |
163 | cout<<" ========================== "<<endl; | |
164 | } | |
165 | else if(fAnalysisType==5) { | |
166 | cout<<" ========================= "<<endl; | |
167 | cout<<"||Analysis selected: Qinv||"<<endl; | |
168 | cout<<" ========================= "<<endl; | |
169 | } | |
170 | else if(fAnalysisType==6) { | |
171 | cout<<" ======================== "<<endl; | |
172 | cout<<"||Analysis selected: phi||"<<endl; | |
173 | cout<<" ======================== "<<endl; | |
174 | } | |
175 | else { | |
176 | cout<<"Selection of analysis mode failed!!!"<<endl; | |
177 | cout<<"Choices are: 0:y - 1:eta - 2:Qlong - 3:Qout - 4:Qside - 5:Qinv - 6:phi"<<endl; | |
178 | abort(); | |
179 | } | |
6c178944 | 180 | } |
181 | ||
7f0257ea | 182 | //____________________________________________________________________// |
183 | void AliBalance::SetParticles(TLorentzVector *P, Double_t *charge, Int_t dim) { | |
6c178944 | 184 | // Sets a new particle with given 4-momentum and charge. |
185 | // dim is the size of the array of charges and corresponds | |
186 | // to the number of selected tracks. | |
187 | this->fV = P; | |
188 | this->fCharge = charge; | |
189 | fNtrack = dim; | |
190 | } | |
191 | ||
192 | ||
7f0257ea | 193 | //____________________________________________________________________// |
194 | void AliBalance::CalculateBalance() { | |
6c178944 | 195 | // Calculates the balance function |
196 | fAnalyzedEvents++; | |
197 | Int_t i = 0 , j = 0; | |
198 | Int_t ibin = 0; | |
199 | ||
7f0257ea | 200 | for(i = 0; i < fNtrack; i++) { |
201 | if(fCharge[i] > 0) fNp += 1.; | |
202 | if(fCharge[i] < 0) fNn += 1.; | |
203 | } | |
6c178944 | 204 | |
205 | //0:y - 1:eta - 2:Qlong - 3:Qout - 4:Qside - 5:Qinv - 6:phi | |
7f0257ea | 206 | if(fAnalysisType==0) { |
207 | for(i = 1; i < fNtrack; i++) { | |
208 | for(j = 0; j < i; j++) { | |
209 | Double_t rap1 = 0.5*log((fV[i].E() + fV[i].Pz())/(fV[i].E() - fV[i].Pz())); | |
210 | Double_t rap2 = 0.5*log((fV[j].E() + fV[j].Pz())/(fV[j].E() - fV[j].Pz())); | |
211 | Double_t dy = TMath::Abs(rap1 - rap2); | |
212 | ibin = Int_t(dy/fP2Step); | |
213 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
214 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
215 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
216 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
217 | } | |
218 | } | |
219 | }//case 0 | |
220 | if(fAnalysisType==1) { | |
221 | for(i = 1; i < fNtrack; i++) { | |
222 | for(j = 0; j < i; j++) { | |
223 | Double_t p1 = sqrt(pow(fV[i].Px(),2) + pow(fV[i].Py(),2) + pow(fV[i].Pz(),2)); | |
224 | Double_t p2 = sqrt(pow(fV[j].Px(),2) + pow(fV[j].Py(),2) + pow(fV[j].Pz(),2)); | |
225 | Double_t eta1 = 0.5*log((p1 + fV[i].Pz())/(p1 - fV[i].Pz())); | |
226 | Double_t eta2 = 0.5*log((p2 + fV[j].Pz())/(p2 - fV[j].Pz())); | |
227 | Double_t deta = TMath::Abs(eta1 - eta2); | |
228 | ibin = Int_t(deta/fP2Step); | |
229 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
230 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
231 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
232 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
233 | } | |
234 | } | |
235 | }//case 1 | |
236 | if(fAnalysisType==2) { | |
237 | for(i = 1; i < fNtrack; i++) { | |
238 | for(j = 0; j < i; j++) { | |
239 | Double_t eTot = fV[i].E() + fV[j].E(); | |
240 | Double_t pxTot = fV[i].Px() + fV[j].Px(); | |
241 | Double_t pyTot = fV[i].Py() + fV[j].Py(); | |
242 | Double_t pzTot = fV[i].Pz() + fV[j].Pz(); | |
243 | Double_t q0Tot = fV[i].E() - fV[j].E(); | |
244 | Double_t qzTot = fV[i].Pz() - fV[j].Pz(); | |
245 | Double_t snn = pow(eTot,2) - pow(pxTot,2) - pow(pyTot,2) - pow(pzTot,2); | |
246 | Double_t ptTot = sqrt( pow(pxTot,2) + pow(pyTot,2)); | |
247 | Double_t qLong = TMath::Abs(eTot*qzTot - pzTot*q0Tot)/sqrt(snn + pow(ptTot,2)); | |
248 | ibin = Int_t(qLong/fP2Step); | |
249 | //cout<<ibin<<endl; | |
250 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
251 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
252 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
253 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
254 | } | |
255 | } | |
256 | }//case 2 | |
257 | if(fAnalysisType==3) { | |
258 | for(i = 1; i < fNtrack; i++) { | |
259 | for(j = 0; j < i; j++) { | |
260 | Double_t eTot = fV[i].E() + fV[j].E(); | |
261 | Double_t pxTot = fV[i].Px() + fV[j].Px(); | |
262 | Double_t pyTot = fV[i].Py() + fV[j].Py(); | |
263 | Double_t pzTot = fV[i].Pz() + fV[j].Pz(); | |
264 | Double_t qxTot = fV[i].Px() - fV[j].Px(); | |
265 | Double_t qyTot = fV[i].Py() - fV[j].Py(); | |
266 | Double_t snn = pow(eTot,2) - pow(pxTot,2) - pow(pyTot,2) - pow(pzTot,2); | |
267 | Double_t ptTot = sqrt( pow(pxTot,2) + pow(pyTot,2)); | |
268 | Double_t qOut = sqrt(snn/(snn + pow(ptTot,2))) * TMath::Abs(pxTot*qxTot + pyTot*qyTot)/ptTot; | |
269 | ibin = Int_t(qOut/fP2Step); | |
270 | //cout<<ibin<<endl; | |
271 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
272 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
273 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
274 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
275 | } | |
276 | } | |
277 | }//case 3 | |
278 | if(fAnalysisType==4) { | |
279 | for(i = 1; i < fNtrack; i++) { | |
280 | for(j = 0; j < i; j++) { | |
281 | Double_t pxTot = fV[i].Px() + fV[j].Px(); | |
282 | Double_t pyTot = fV[i].Py() + fV[j].Py(); | |
283 | Double_t qxTot = fV[i].Px() - fV[j].Px(); | |
284 | Double_t qyTot = fV[i].Py() - fV[j].Py(); | |
285 | Double_t ptTot = sqrt( pow(pxTot,2) + pow(pyTot,2)); | |
286 | Double_t qSide = TMath::Abs(pxTot*qyTot - pyTot*qxTot)/ptTot; | |
287 | ibin = Int_t(qSide/fP2Step); | |
288 | //cout<<ibin<<endl; | |
289 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
290 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
291 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
292 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
293 | } | |
294 | } | |
295 | }//case 4 | |
296 | if(fAnalysisType==5) { | |
297 | for(i = 1; i < fNtrack; i++) { | |
298 | for(j = 0; j < i; j++) { | |
299 | Double_t q0Tot = fV[i].E() - fV[j].E(); | |
300 | Double_t qxTot = fV[i].Px() - fV[j].Px(); | |
301 | Double_t qyTot = fV[i].Py() - fV[j].Py(); | |
302 | Double_t qzTot = fV[i].Pz() - fV[j].Pz(); | |
303 | Double_t qInv = sqrt(TMath::Abs(-pow(q0Tot,2) +pow(qxTot,2) +pow(qyTot,2) +pow(qzTot,2))); | |
304 | ibin = Int_t(qInv/fP2Step); | |
305 | //cout<<ibin<<endl; | |
306 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
307 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
308 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
309 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
310 | } | |
311 | } | |
312 | }//case 5 | |
313 | if(fAnalysisType==6) { | |
314 | for(i = 1; i < fNtrack; i++) { | |
315 | for(j = 0; j < i; j++) { | |
316 | Double_t phi1 = TMath::ATan(fV[i].Py()/fV[i].Px())*180.0/TMath::Pi(); | |
317 | Double_t phi2 = TMath::ATan(fV[j].Py()/fV[j].Px())*180.0/TMath::Pi(); | |
318 | Double_t dphi = TMath::Abs(phi1 - phi2); | |
319 | ibin = Int_t(dphi/fP2Step); | |
320 | if((fCharge[i] > 0)&&(fCharge[j] > 0)) fNpp[ibin] += 1.; | |
321 | if((fCharge[i] < 0)&&(fCharge[j] < 0)) fNnn[ibin] += 1.; | |
322 | if((fCharge[i] > 0)&&(fCharge[j] < 0)) fNpn[ibin] += 1.; | |
323 | if((fCharge[i] < 0)&&(fCharge[j] > 0)) fNpn[ibin] += 1.; | |
324 | } | |
325 | } | |
326 | }//case 6 | |
6c178944 | 327 | } |
328 | ||
7f0257ea | 329 | //____________________________________________________________________// |
330 | Double_t AliBalance::GetBalance(Int_t p2) { | |
6c178944 | 331 | // Returns the value of the balance function in bin p2 |
332 | fB[p2] = 0.5*(((fNpn[p2] - 2.0*fNnn[p2])/fNn) + ((fNpn[p2] - 2.0*fNpp[p2])/fNp))/fP2Step; | |
7f0257ea | 333 | |
6c178944 | 334 | return fB[p2]; |
335 | } | |
336 | ||
7f0257ea | 337 | //____________________________________________________________________// |
338 | Double_t AliBalance::GetError(Int_t p2) { | |
6c178944 | 339 | // Returns the error on the BF value for bin p2 |
340 | ferror[p2] = sqrt( Double_t(fNpp[p2])/(Double_t(fNp)*Double_t(fNp)) + Double_t(fNnn[p2])/(Double_t(fNn)*Double_t(fNn)) + Double_t(fNpn[p2])*pow((0.5/Double_t(fNp) + 0.5/Double_t(fNn)),2))/fP2Step; | |
341 | ||
342 | return ferror[p2]; | |
343 | } | |
344 | ||
7f0257ea | 345 | //____________________________________________________________________// |
346 | void AliBalance::PrintResults() { | |
6c178944 | 347 | // Prints the results |
348 | Double_t x[MAXIMUM_NUMBER_OF_STEPS]; | |
349 | Double_t fSumXi = 0.0, fSumBi = 0.0, fSumBiXi = 0.0; | |
350 | Double_t fSumBiXi2 = 0.0, fSumBi2Xi2 = 0.0; | |
351 | Double_t fSumDeltaBi2 = 0.0, fSumXi2DeltaBi2 = 0.0; | |
352 | Double_t deltaBalP2 = 0.0, integral = 0.0; | |
353 | Double_t deltaErrorNew = 0.0; | |
354 | ||
355 | cout<<"=================================================="<<endl; | |
7f0257ea | 356 | for(Int_t i = 0; i < fNumberOfBins; i++) { |
357 | x[i] = fP2Start + fP2Step*i + fP2Step/2; | |
358 | cout<<"B: "<<fB[i]<<"\t Error: "<<ferror[i]<<"\t bin: "<<x[i]<<endl; | |
359 | } | |
6c178944 | 360 | cout<<"=================================================="<<endl; |
7f0257ea | 361 | for(Int_t i = 1; i < fNumberOfBins; i++) { |
362 | fSumXi += x[i]; | |
363 | fSumBi += fB[i]; | |
364 | fSumBiXi += fB[i]*x[i]; | |
365 | fSumBiXi2 += fB[i]*pow(x[i],2); | |
366 | fSumBi2Xi2 += pow(fB[i],2)*pow(x[i],2); | |
367 | fSumDeltaBi2 += pow(ferror[i],2); | |
368 | fSumXi2DeltaBi2 += pow(x[i],2) * pow(ferror[i],2); | |
369 | ||
370 | deltaBalP2 += fP2Step*pow(ferror[i],2); | |
371 | integral += fP2Step*fB[i]; | |
372 | } | |
373 | for(Int_t i = 1; i < fNumberOfBins; i++) deltaErrorNew += ferror[i]*(x[i]*fSumBi - fSumBiXi)/pow(fSumBi,2); | |
374 | ||
375 | Double_t integralError = sqrt(deltaBalP2); | |
6c178944 | 376 | |
7f0257ea | 377 | Double_t delta = fSumBiXi / fSumBi; |
378 | Double_t deltaError = (fSumBiXi / fSumBi) * sqrt(pow((sqrt(fSumXi2DeltaBi2)/fSumBiXi),2) + pow((fSumDeltaBi2/fSumBi),2) ); | |
6c178944 | 379 | |
380 | cout<<"Analyzed events: "<<fAnalyzedEvents<<endl; | |
381 | cout<<"Width: "<<delta<<"\t Error: "<<deltaError<<endl; | |
382 | cout<<"New error: "<<deltaErrorNew<<endl; | |
383 | cout<<"Interval: "<<integral<<"\t Error: "<<integralError<<endl; | |
384 | cout<<"=================================================="<<endl; | |
385 | } | |
386 | ||
7f0257ea | 387 | //____________________________________________________________________// |
388 | TGraphErrors *AliBalance::DrawBalance() { | |
6c178944 | 389 | // Draws the BF |
390 | Double_t x[MAXIMUM_NUMBER_OF_STEPS]; | |
391 | Double_t xer[MAXIMUM_NUMBER_OF_STEPS]; | |
392 | Double_t b[MAXIMUM_NUMBER_OF_STEPS]; | |
393 | Double_t ber[MAXIMUM_NUMBER_OF_STEPS]; | |
394 | ||
7f0257ea | 395 | if((fNp == 0)||(fNn == 0)) { |
396 | cout<<"Couldn't find any particles in the analyzed interval!!!"<<endl; | |
397 | cout<<"Aborting....."<<endl; | |
398 | abort(); | |
399 | } | |
400 | ||
401 | for(Int_t i = 0; i < fNumberOfBins; i++) { | |
402 | b[i] = GetBalance(i); | |
403 | ber[i] = GetError(i); | |
404 | x[i] = fP2Start + fP2Step*i + fP2Step/2; | |
405 | xer[i] = 0.0; | |
406 | } | |
407 | ||
408 | TGraphErrors *gr = new TGraphErrors(fNumberOfBins,x,b,xer,ber); | |
409 | gr->SetMarkerStyle(25); | |
6c178944 | 410 | gr->GetXaxis()->SetTitleColor(1); |
7f0257ea | 411 | if(fAnalysisType==0) { |
412 | gr->GetXaxis()->SetTitle("#Delta y"); | |
413 | gr->GetYaxis()->SetTitle("B(#Delta y)"); | |
414 | } | |
415 | if(fAnalysisType==1) { | |
416 | gr->GetXaxis()->SetTitle("#Delta #eta"); | |
417 | gr->GetYaxis()->SetTitle("B(#Delta #eta)"); | |
418 | } | |
419 | if(fAnalysisType==2) { | |
420 | gr->GetXaxis()->SetTitle("Q_{long} [GeV]"); | |
421 | gr->GetYaxis()->SetTitle("B(Q_{long})"); | |
422 | } | |
423 | if(fAnalysisType==3) { | |
424 | gr->GetXaxis()->SetTitle("Q_{out} [GeV]"); | |
425 | gr->GetYaxis()->SetTitle("B(Q_{out})"); | |
426 | } | |
427 | if(fAnalysisType==4) { | |
428 | gr->GetXaxis()->SetTitle("Q_{side} [GeV]"); | |
429 | gr->GetYaxis()->SetTitle("B(Q_{side})"); | |
430 | } | |
431 | if(fAnalysisType==5) { | |
432 | gr->GetXaxis()->SetTitle("Q_{inv} [GeV]"); | |
433 | gr->GetYaxis()->SetTitle("B(Q_{inv})"); | |
434 | } | |
435 | if(fAnalysisType==6) { | |
436 | gr->GetXaxis()->SetTitle("#Delta #phi"); | |
437 | gr->GetYaxis()->SetTitle("B(#Delta #phi)"); | |
438 | } | |
6c178944 | 439 | |
440 | return gr; | |
441 | } |