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1 | |
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2 | /* |
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3 | |
4 | |
5 | |
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6 | gSystem->Load("libSTAT.so"); |
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7 | .x ~/NimStyle.C |
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8 | |
9 | .L $ALICE_ROOT/TPC/fastSimul/AliTPCclusterFast.cxx+ |
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10 | // |
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11 | AliTPCclusterFast::fPRF = new TF1("fprf","gausn",-5,5); |
12 | AliTPCclusterFast::fTRF = new TF1("ftrf","gausn",-5,5); |
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13 | AliTPCclusterFast::fPRF->SetParameters(1,0,0.5); |
14 | AliTPCclusterFast::fTRF->SetParameters(1,0,0.5); |
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15 | |
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16 | // |
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17 | AliTPCtrackFast::Simul("trackerSimul.root",100); |
18 | // AliTPCclusterFast::Simul("cluterSimul.root",20000); |
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19 | */ |
20 | |
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21 | |
22 | |
23 | |
24 | /* |
25 | Modifications to add: |
26 | 1.) modigy mode ==> dEdxMode |
27 | 2.) Create hardware setup class |
28 | (fNoise, fGain, fBRounding, fBAddpedestal, ....) |
29 | 3.) Create arrays of registered hardware setups |
30 | 4.) Extend on the fly functions to use registered hardware setups, identified by ID. |
31 | hwMode |
32 | |
33 | */ |
34 | |
35 | |
36 | |
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37 | #include "TObject.h" |
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38 | #include "TF1.h" |
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39 | #include "TMath.h" |
40 | #include "TRandom.h" |
41 | #include "TVectorD.h" |
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42 | #include "TMatrixD.h" |
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43 | #include "TH1.h" |
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44 | #include "TClonesArray.h" |
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45 | #include "TTreeStream.h" |
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46 | #include "TGrid.h" |
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47 | |
48 | class AliTPCclusterFast: public TObject { |
49 | public: |
50 | AliTPCclusterFast(); |
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51 | void Init(); |
52 | |
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53 | virtual ~AliTPCclusterFast(); |
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54 | void SetParam(Float_t mnprim, Float_t diff, Float_t diffL, Float_t y, Float_t z, Float_t ky, Float_t kz); |
55 | static void GenerElectrons(AliTPCclusterFast *cl0, AliTPCclusterFast *clm, AliTPCclusterFast *clp); |
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56 | void Digitize(); |
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57 | Double_t GetQtot(Float_t gain,Float_t thr, Float_t noise, Bool_t rounding=kTRUE, Bool_t addPedestal=kTRUE); |
58 | Double_t GetQmax(Float_t gain,Float_t thr, Float_t noise, Bool_t rounding=kTRUE, Bool_t addPedestal=kTRUE); |
59 | Double_t GetQmaxCorr(Float_t rmsy0, Float_t rmsz0); |
60 | Double_t GetQtotCorr(Float_t rmsy0, Float_t rmsz0, Float_t gain, Float_t thr); |
61 | |
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62 | Double_t GetNsec(); |
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63 | //static void Simul(const char* simul, Int_t npoints); |
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64 | static Double_t GaussConvolution(Double_t x0, Double_t x1, Double_t k0, Double_t k1, Double_t s0, Double_t s1); |
65 | static Double_t GaussExpConvolution(Double_t x0, Double_t s0,Double_t t1); |
66 | static Double_t GaussGamma4(Double_t x, Double_t s0, Double_t p1); |
67 | static Double_t Gamma4(Double_t x, Double_t p0, Double_t p1); |
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68 | public: |
69 | Float_t fMNprim; // mean number of primary electrons |
70 | // //electrons part input |
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71 | Int_t fNprim; // mean number of primary electrons |
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72 | Int_t fNtot; // total number of electrons |
73 | Float_t fQtot; // total charge - Gas gain flucuation taken into account |
74 | // |
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75 | Float_t fDiff; // diffusion sigma |
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76 | Float_t fDiffLong; // diffusion sigma longitudinal direction |
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77 | Float_t fY; // y position |
78 | Float_t fZ; // z postion |
79 | Float_t fAngleY; // y angle - tan(y) |
80 | Float_t fAngleZ; // z angle - tan z |
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81 | // |
82 | // |
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83 | // // electron part simul |
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84 | TVectorD fSec; //! number of secondary electrons |
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85 | TVectorD fPosY; //! position y for each electron |
86 | TVectorD fPosZ; //! position z for each electron |
87 | TVectorD fGain; //! gg for each electron |
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88 | // |
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89 | TVectorD fStatY; //!stat Y |
90 | TVectorD fStatZ; //!stat Y |
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91 | // |
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92 | // digitization part |
93 | // |
94 | TMatrixD fDigits; // response matrix |
95 | static TF1* fPRF; // Pad response |
96 | static TF1* fTRF; // Time response function |
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97 | ClassDef(AliTPCclusterFast,1) // container for |
98 | }; |
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99 | |
100 | |
101 | class AliTPCtrackFast: public TObject { |
102 | public: |
103 | AliTPCtrackFast(); |
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104 | void Add(AliTPCtrackFast &track2); |
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105 | void MakeTrack(); |
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106 | static void Simul(const char* simul, Int_t ntracks, Double_t diff); |
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107 | Double_t CookdEdxNtot(Double_t f0,Float_t f1); |
108 | Double_t CookdEdxQtot(Double_t f0,Float_t f1); |
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109 | Double_t CookdEdxNtotThr(Double_t f0,Float_t f1, Double_t thr, Int_t dEdxMode); |
110 | Double_t CookdEdxQtotThr(Double_t f0,Float_t f1, Double_t thr, Int_t dEdxMode); |
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111 | // |
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112 | Double_t CookdEdxDtot(Double_t f0,Float_t f1, Float_t gain,Float_t thr, Float_t noise, Bool_t corr, Int_t dEdxMode); |
113 | Double_t CookdEdxDmax(Double_t f0,Float_t f1,Float_t gain,Float_t thr, Float_t noise, Bool_t corr, Int_t dEdxMode); |
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114 | // |
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115 | Double_t CookdEdx(Int_t npoints, Double_t *amp, Double_t f0,Float_t f1, Int_t dEdxMode); |
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116 | // |
117 | Float_t fMNprim; // mean number of primary electrons |
118 | Float_t fAngleY; // y angle - tan(y) |
119 | Float_t fAngleZ; // z angle - tan z |
120 | Float_t fDiff; // diffusion |
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121 | Float_t fDiffLong; // diffusion sigma longitudinal direction |
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122 | Int_t fN; // number of clusters |
123 | TClonesArray *fCl; // array of clusters |
124 | // |
125 | Bool_t fInit; // initialization flag |
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126 | // |
127 | // |
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128 | ClassDef(AliTPCtrackFast,2) // container for |
129 | }; |
130 | |
131 | |
132 | |
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133 | ClassImp(AliTPCclusterFast) |
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134 | ClassImp(AliTPCtrackFast) |
135 | |
136 | |
137 | |
138 | |
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139 | |
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140 | TF1 *AliTPCclusterFast::fPRF=0; |
141 | TF1 *AliTPCclusterFast::fTRF=0; |
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142 | |
143 | |
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144 | AliTPCtrackFast::AliTPCtrackFast(): |
145 | TObject(), |
146 | fMNprim(0), |
147 | fAngleY(0), |
148 | fAngleZ(0), |
149 | fN(0), |
150 | fCl(0), |
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151 | fInit(kFALSE) |
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152 | { |
153 | // |
154 | // |
155 | // |
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156 | } |
157 | |
158 | void AliTPCtrackFast::Add(AliTPCtrackFast &track2){ |
159 | if (!track2.fInit) return; |
160 | |
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161 | } |
162 | |
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163 | |
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164 | |
165 | void AliTPCtrackFast::MakeTrack(){ |
166 | // |
167 | // |
168 | // |
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169 | if (!fCl) fCl = new TClonesArray("AliTPCclusterFast",160); |
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170 | // |
171 | // 0.) Init data structure |
172 | // |
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173 | for (Int_t i=0;i<fN;i++){ |
174 | AliTPCclusterFast * cluster = (AliTPCclusterFast*) fCl->UncheckedAt(i); |
175 | if (!cluster) cluster = new ((*fCl)[i]) AliTPCclusterFast; |
176 | cluster->Init(); |
177 | } |
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178 | // |
179 | // 1.) Create hits - with crosstalk diffusion |
180 | // |
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181 | for (Int_t i=0;i<fN;i++){ |
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182 | Double_t tY = i*fAngleY; |
183 | Double_t tZ = i*fAngleZ; |
184 | AliTPCclusterFast * cluster = (AliTPCclusterFast*) fCl->UncheckedAt(i); |
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185 | AliTPCclusterFast * clusterm = (AliTPCclusterFast*) fCl->UncheckedAt(TMath::Max(i-1,0)); |
186 | AliTPCclusterFast * clusterp = (AliTPCclusterFast*) fCl->UncheckedAt(TMath::Min(i+1,159)); |
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187 | if (!cluster) cluster = new ((*fCl)[i]) AliTPCclusterFast; |
188 | // |
189 | Double_t posY = tY-TMath::Nint(tY); |
190 | Double_t posZ = tZ-TMath::Nint(tZ); |
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191 | cluster->SetParam(fMNprim,fDiff, fDiffLong, posY,posZ,fAngleY,fAngleZ); |
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192 | // |
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193 | cluster->GenerElectrons(cluster, clusterm, clusterp); |
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194 | } |
195 | // |
196 | // 2.) make digitization |
197 | // |
198 | for (Int_t i=0;i<fN;i++){ |
199 | AliTPCclusterFast * cluster = (AliTPCclusterFast*) fCl->UncheckedAt(i); |
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200 | cluster->Digitize(); |
201 | } |
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202 | |
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203 | } |
204 | |
205 | Double_t AliTPCtrackFast::CookdEdxNtot(Double_t f0,Float_t f1){ |
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206 | // |
207 | // Double_t CookdEdxNtot(Double_t f0,Float_t f1); // dEdx_{hit} reconstructed meen number of electrons |
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208 | // |
209 | Double_t amp[160]; |
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210 | for (Int_t i=0;i<fN;i++){ |
211 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
212 | amp[i]=cluster->fNtot; |
213 | } |
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214 | return CookdEdx(fN,amp,f0,f1,0); |
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215 | } |
216 | |
217 | Double_t AliTPCtrackFast::CookdEdxQtot(Double_t f0,Float_t f1){ |
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218 | // |
219 | // dEdx_{Q} reconstructed mean number of electronsxGain |
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220 | // |
221 | Double_t amp[160]; |
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222 | for (Int_t i=0;i<fN;i++){ |
223 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
224 | amp[i]=cluster->fQtot; |
225 | } |
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226 | return CookdEdx(fN,amp,f0,f1,0); |
227 | } |
228 | |
229 | |
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230 | Double_t AliTPCtrackFast::CookdEdxNtotThr(Double_t f0,Float_t f1, Double_t thr, Int_t dEdxMode){ |
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231 | // |
232 | // dEdx_{hit} reconstructed mean number of electrons |
233 | // thr = threshold in terms of the number of electrons |
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234 | // dEdxMode = algorithm to deal with trhesold values replacing |
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235 | // |
236 | Double_t amp[160]; |
237 | Int_t nBellow=0; |
238 | // |
239 | Double_t minAbove=-1; |
240 | for (Int_t i=0;i<fN;i++){ |
241 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
242 | Double_t clQ= cluster->fNtot; |
243 | if (clQ<thr) { |
244 | nBellow++; |
245 | continue; |
246 | } |
247 | if (minAbove<0) minAbove=clQ; |
248 | if (minAbove>clQ) minAbove=clQ; |
249 | } |
250 | // |
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251 | if (dEdxMode==-1) return Double_t(nBellow)/Double_t(fN); |
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252 | |
253 | for (Int_t i=0;i<fN;i++){ |
254 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
255 | Double_t clQ= cluster->fNtot; |
256 | // |
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257 | if (dEdxMode==0) amp[i]=clQ; // dEdxMode0 - not threshold - keep default |
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258 | // |
259 | // |
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260 | if (dEdxMode==1 && clQ>thr) amp[i]=clQ; // dEdxMode1 - skip if bellow |
261 | if (dEdxMode==1 && clQ<thr) amp[i]=0; // dEdxMode1 - skip if bellow |
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262 | // |
263 | // |
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264 | if (dEdxMode==2 && clQ>thr) amp[i]=clQ; // dEdxMode2 - use 0 if below |
265 | if (dEdxMode==2 && clQ<thr) amp[i]=0; // dEdxMode2 - use 0 if below |
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266 | // |
267 | // |
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268 | if (dEdxMode==3) amp[i]=(clQ>thr)?clQ:thr; // dEdxMode3 - use thr if below |
269 | if (dEdxMode==4) amp[i]=(clQ>thr)?clQ:minAbove; // dEdxMode4 - use minimal above threshold if bellow thr |
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270 | } |
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271 | return CookdEdx(fN,amp,f0,f1, dEdxMode); |
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272 | } |
273 | |
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274 | |
275 | |
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276 | Double_t AliTPCtrackFast::CookdEdxQtotThr(Double_t f0,Float_t f1, Double_t thr, Int_t dEdxMode){ |
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277 | // |
278 | // |
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279 | // dEdx_{Q} reconstructed mean number of electrons xgain |
280 | // thr = threshold in terms of the number of electrons |
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281 | // dEdxMode = algorithm to deal with trhesold values replacing |
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282 | // |
283 | |
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284 | // |
285 | Double_t amp[160]; |
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286 | Int_t nBellow=0; |
287 | // |
288 | Double_t minAbove=-1; |
289 | for (Int_t i=0;i<fN;i++){ |
290 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
291 | Double_t clQ= cluster->fQtot; |
292 | if (clQ<thr) { |
293 | nBellow++; |
294 | continue; |
295 | } |
296 | if (minAbove<0) minAbove=clQ; |
297 | if (minAbove>clQ) minAbove=clQ; |
298 | } |
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299 | // |
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300 | if (dEdxMode==-1) return Double_t(nBellow)/Double_t(fN); |
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301 | |
302 | for (Int_t i=0;i<fN;i++){ |
303 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
304 | Double_t clQ= cluster->fQtot; |
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305 | // |
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306 | if (dEdxMode==0) amp[i]=clQ; // dEdxMode0 - not threshold - keep default |
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307 | // |
308 | // |
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309 | if (dEdxMode==1 && clQ>thr) amp[i]=clQ; // dEdxMode1 - skip if bellow |
310 | if (dEdxMode==1 && clQ<thr) amp[i]=0; // dEdxMode1 - skip if bellow |
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311 | // |
312 | // |
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313 | if (dEdxMode==2 && clQ>thr) amp[i]=clQ; // dEdxMode2 - use 0 if below |
314 | if (dEdxMode==2 && clQ<thr) amp[i]=0; // dEdxMode2 - use 0 if below |
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315 | // |
316 | // |
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317 | if (dEdxMode==3) amp[i]=(clQ>thr)?clQ:thr; // dEdxMode3 - use thr if below |
318 | if (dEdxMode==4) amp[i]=(clQ>thr)?clQ:minAbove; // dEdxMode4 - use minimal above threshold if bellow thr |
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319 | } |
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320 | return CookdEdx(fN,amp,f0,f1, dEdxMode); |
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321 | } |
322 | |
323 | |
324 | |
325 | |
326 | |
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327 | Double_t AliTPCtrackFast::CookdEdxDtot(Double_t f0,Float_t f1, Float_t gain,Float_t thr, Float_t noise, Bool_t doCorr, Int_t dEdxMode){ |
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328 | // |
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329 | // total charge in the cluster (sum of the pad x time matrix ), hits were digitized before, but additional |
330 | // actions can be specified by switches // dEdx_{Qtot} |
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331 | // |
332 | Double_t amp[160]; |
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333 | Double_t minAmp=-1; |
334 | // |
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335 | for (Int_t i=0;i<fN;i++){ |
336 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
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337 | Float_t camp = 0; |
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338 | if (dEdxMode==0) camp = cluster->GetQtot(gain,0,noise); |
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339 | else |
340 | camp = cluster->GetQtot(gain,thr,noise); |
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341 | Float_t corr = 1; |
342 | if (doCorr) corr = cluster->GetQtotCorr(0.5,0.5,gain,thr); |
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343 | camp/=corr; |
344 | amp[i]=camp; |
345 | if (camp>0){ |
346 | if (minAmp <0) minAmp=camp; |
347 | if (minAmp >camp) minAmp=camp; |
348 | } |
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349 | } |
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350 | if (dEdxMode==3) for (Int_t i=0;i<fN;i++) if (amp[i]<=0) amp[i]=thr; |
351 | if (dEdxMode==4) for (Int_t i=0;i<fN;i++) if (amp[i]<=0) amp[i]=minAmp; |
352 | return CookdEdx(fN,amp,f0,f1, dEdxMode); |
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353 | } |
354 | |
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355 | |
356 | |
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357 | Double_t AliTPCtrackFast::CookdEdxDmax(Double_t f0,Float_t f1, Float_t gain,Float_t thr, Float_t noise, Bool_t doCorr, Int_t dEdxMode){ |
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358 | // |
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359 | // maximal charge in the cluster (maximal amplitude in the digit matrix), hits were digitized before, |
360 | // but additional actions can be specified by switches |
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361 | // |
362 | Double_t amp[160]; |
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363 | Double_t minAmp=-1; |
364 | // |
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365 | for (Int_t i=0;i<fN;i++){ |
366 | AliTPCclusterFast * cluster = ( AliTPCclusterFast *)((*fCl)[i]); |
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367 | Float_t camp = 0; |
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368 | if (dEdxMode==0) camp = cluster->GetQmax(gain,0,noise); |
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369 | else |
370 | camp = cluster->GetQmax(gain,thr,noise); |
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371 | Float_t corr = 1; |
372 | if (doCorr) corr = cluster->GetQmaxCorr(0.5,0.5); |
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373 | camp/=corr; |
374 | amp[i]=camp; |
375 | if (camp>0){ |
376 | if (minAmp <0) minAmp=camp; |
377 | if (minAmp >camp) minAmp=camp; |
378 | } |
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379 | } |
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380 | if (dEdxMode==3) for (Int_t i=0;i<fN;i++) if (amp[i]<=0) amp[i]=thr; |
381 | if (dEdxMode==4) for (Int_t i=0;i<fN;i++) if (amp[i]<=0) amp[i]=minAmp; |
382 | return CookdEdx(fN,amp,f0,f1, dEdxMode); |
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383 | } |
384 | |
385 | |
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386 | Double_t AliTPCtrackFast::CookdEdx(Int_t npoints, Double_t *amp,Double_t f0,Float_t f1, Int_t dEdxMode){ |
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387 | // |
388 | // Calculate truncated mean |
389 | // npoints - number of points in array |
390 | // amp - array with points |
391 | // f0-f1 - truncation range |
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392 | // dEdxMode - specify handling of the 0 clusters, actual handling - filling of amplitude defiend in algorithm above |
393 | // dEdxMode = 0 - accept everything |
394 | // dEdxMode = 1 - do not count 0 amplitudes |
395 | // dEdxMode = 2 - use 0 amplitude as it is |
396 | // dEdxMode = 3 - use amplitude as it is (in above function amp. replace by the thr) |
397 | // dEdxMode = 4 - use amplitude as it is (in above function amp. replace by the minimal amplitude) |
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398 | // |
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399 | |
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400 | // |
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401 | // 0. sorted the array of amplitudes |
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402 | // |
403 | Int_t index[160]; |
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404 | TMath::Sort(npoints,amp,index,kFALSE); |
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405 | // |
406 | // 1.) Calculate truncated mean from the selected range of the array (ranking statistic ) |
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407 | // dependening on the dEdxMode 0 amplitude can be skipped |
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408 | Float_t sum0=0, sum1=0,sum2=0; |
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409 | Int_t accepted=0; |
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410 | Int_t above=0; |
411 | for (Int_t i=0;i<npoints;i++) if (amp[index[i]]>0) above++; |
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412 | |
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413 | for (Int_t i=0;i<npoints;i++){ |
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414 | // |
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415 | if (dEdxMode==1 && amp[index[i]]==0) { |
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416 | continue; |
417 | } |
418 | if (accepted<npoints*f0) continue; |
419 | if (accepted>npoints*f1) continue; |
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420 | sum0++; |
421 | sum1+= amp[index[i]]; |
422 | sum2+= amp[index[i]]; |
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423 | accepted++; |
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424 | } |
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425 | if (dEdxMode==-1) return 1-Double_t(above)/Double_t(npoints); |
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426 | if (sum0<=0) return 0; |
427 | return sum1/sum0; |
428 | } |
429 | |
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430 | void AliTPCtrackFast::Simul(const char* fname, Int_t ntracks, Double_t diffFactor){ |
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431 | // |
432 | // |
433 | // |
434 | AliTPCtrackFast fast; |
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435 | TTreeSRedirector *pcstream = new TTreeSRedirector(fname,"recreate"); |
13f45dd8 |
436 | for (Int_t itr=0; itr<ntracks; itr++){ |
437 | // |
f0266161 |
438 | fast.fMNprim=(10.+100*gRandom->Rndm()); |
439 | if (gRandom->Rndm()>0.5) fast.fMNprim=1./(0.00001+gRandom->Rndm()*0.1); |
c40cdd78 |
440 | |
13f45dd8 |
441 | fast.fDiff =0.01 +0.35*gRandom->Rndm(); |
52560b2e |
442 | // fast.fDiffLong = fast.fDiff*0.6/1.; |
443 | fast.fDiffLong = fast.fDiff*diffFactor/1.; |
13f45dd8 |
444 | // |
445 | fast.fAngleY = 4.0*(gRandom->Rndm()-0.5); |
446 | fast.fAngleZ = 4.0*(gRandom->Rndm()-0.5); |
c40cdd78 |
447 | fast.fN = 160; |
13f45dd8 |
448 | fast.MakeTrack(); |
449 | if (itr%100==0) printf("%d\n",itr); |
994b9770 |
450 | (*pcstream)<<"simulTrack"<< |
13f45dd8 |
451 | "tr.="<<&fast<< |
452 | "\n"; |
453 | } |
454 | fast.Write("track"); |
994b9770 |
455 | delete pcstream; |
13f45dd8 |
456 | } |
457 | |
458 | |
459 | |
0716cb63 |
460 | AliTPCclusterFast::AliTPCclusterFast(){ |
37045aeb |
461 | // |
462 | // |
463 | fDigits.ResizeTo(5,7); |
0716cb63 |
464 | } |
37045aeb |
465 | |
f0266161 |
466 | void AliTPCclusterFast::Init(){ |
467 | // |
468 | // reset all counters |
469 | // |
5fc70f07 |
470 | const Int_t knMax=10000; |
f0266161 |
471 | fMNprim=0; // mean number of primary electrons |
472 | // //electrons part input |
473 | fNprim=0; // mean number of primary electrons |
474 | fNtot=0; // total number of electrons |
475 | fQtot=0; // total charge - Gas gain flucuation taken into account |
476 | // |
477 | fPosY.ResizeTo(knMax); |
478 | fPosZ.ResizeTo(knMax); |
479 | fGain.ResizeTo(knMax); |
480 | fSec.ResizeTo(knMax); |
481 | fStatY.ResizeTo(3); |
482 | fStatZ.ResizeTo(3); |
483 | for (Int_t i=0; i<knMax; i++){ |
484 | fPosY[i]=0; |
485 | fPosZ[i]=0; |
486 | fGain[i]=0; |
e05accd3 |
487 | fSec[i]=0; |
f0266161 |
488 | } |
489 | } |
490 | |
491 | |
492 | |
0716cb63 |
493 | AliTPCclusterFast::~AliTPCclusterFast(){ |
494 | } |
495 | |
496 | |
f0266161 |
497 | void AliTPCclusterFast::SetParam(Float_t mnprim, Float_t diff, Float_t diffL,Float_t y, Float_t z, Float_t ky, Float_t kz){ |
0716cb63 |
498 | // |
499 | // |
f0266161 |
500 | fMNprim = mnprim; fDiff = diff; fDiffLong=diffL; |
0716cb63 |
501 | fY=y; fZ=z; |
502 | fAngleY=ky; fAngleZ=kz; |
503 | } |
37045aeb |
504 | Double_t AliTPCclusterFast::GetNsec(){ |
0716cb63 |
505 | // |
37045aeb |
506 | // Generate number of secondary electrons |
507 | // copy of procedure implemented in geant |
0716cb63 |
508 | // |
e05accd3 |
509 | const Double_t FPOT=20.77E-9, EEND=10E-6, EEXPO=2.2; // EEND1=1E-6; |
0716cb63 |
510 | const Double_t XEXPO=-EEXPO+1, YEXPO=1/XEXPO; |
511 | const Double_t W=20.77E-9; |
37045aeb |
512 | Float_t RAN = gRandom->Rndm(); |
46a0eaea |
513 | //Double_t edep = TMath::Power((TMath::Power(FPOT,XEXPO)*(1-RAN)+TMath::Power(EEND,XEXPO)*RAN),YEXPO); |
514 | //edep = TMath::Min(edep, EEND); |
515 | //return TMath::Nint(edep/W); |
37045aeb |
516 | return TMath::Nint(TMath::Power((TMath::Power(FPOT,XEXPO)*(1-RAN)+TMath::Power(EEND,XEXPO)*RAN),YEXPO)/W); |
517 | } |
518 | |
f0266161 |
519 | void AliTPCclusterFast::GenerElectrons(AliTPCclusterFast *cl0, AliTPCclusterFast *clm, AliTPCclusterFast *clp){ |
0716cb63 |
520 | // |
37045aeb |
521 | // |
522 | // |
523 | // |
524 | const Int_t knMax=1000; |
f0266161 |
525 | cl0->fNprim = gRandom->Poisson(cl0->fMNprim); //number of primary electrons |
e05accd3 |
526 | // cl0->fNtot=0; //total number of electrons |
527 | // cl0->fQtot=0; //total number of electrons after gain multiplification |
0716cb63 |
528 | // |
529 | Double_t sumQ=0; |
530 | Double_t sumYQ=0; |
531 | Double_t sumZQ=0; |
532 | Double_t sumY2Q=0; |
533 | Double_t sumZ2Q=0; |
e05accd3 |
534 | // for (Int_t i=0;i<knMax;i++){ |
535 | // cl0->fSec[i]=0; |
536 | //} |
f0266161 |
537 | for (Int_t iprim=0; iprim<cl0->fNprim;iprim++){ |
538 | Float_t dN = cl0->GetNsec(); |
539 | cl0->fSec[iprim]=dN; |
540 | Double_t yc = cl0->fY+(gRandom->Rndm()-0.5)*cl0->fAngleY; |
541 | Double_t zc = cl0->fZ+(gRandom->Rndm()-0.5)*cl0->fAngleZ; |
542 | Double_t rc = (gRandom->Rndm()-0.5); |
543 | |
37045aeb |
544 | for (Int_t isec=0;isec<=dN;isec++){ |
0716cb63 |
545 | // |
546 | // |
f0266161 |
547 | Double_t y = gRandom->Gaus(0,cl0->fDiff)+yc; |
548 | Double_t z = gRandom->Gaus(0,cl0->fDiff)+zc; |
549 | Double_t r = gRandom->Gaus(0,cl0->fDiffLong)+rc; |
550 | // choose pad row |
551 | AliTPCclusterFast *cl=cl0; |
552 | if (r<-0.5 &&cl) cl=clm; |
553 | if (r>0.5 &&cl) cl=clp; |
554 | // |
0716cb63 |
555 | Double_t gg = -TMath::Log(gRandom->Rndm()); |
f0266161 |
556 | cl->fPosY[cl->fNtot]=y; |
557 | cl->fPosZ[cl->fNtot]=z; |
558 | cl->fGain[cl->fNtot]=gg; |
559 | cl->fQtot+=gg; |
560 | cl->fNtot++; |
561 | // |
e05accd3 |
562 | // cl->sumQ+=gg; |
563 | // cl->sumYQ+=gg*y; |
564 | // cl->sumY2Q+=gg*y*y; |
565 | // cl->sumZQ+=gg*z; |
566 | // cl->sumZ2Q+=gg*z*z; |
f0266161 |
567 | if (cl->fNtot>=knMax) continue; |
0716cb63 |
568 | } |
f0266161 |
569 | if (cl0->fNtot>=knMax) break; |
0716cb63 |
570 | } |
f0266161 |
571 | |
572 | // if (sumQ>0){ |
573 | // fStatY[0]=sumQ; |
574 | // fStatY[1]=sumYQ/sumQ; |
575 | // fStatY[2]=sumY2Q/sumQ-fStatY[1]*fStatY[1]; |
576 | // fStatZ[0]=sumQ; |
577 | // fStatZ[1]=sumZQ/sumQ; |
578 | // fStatZ[2]=sumZ2Q/sumQ-fStatZ[1]*fStatZ[1]; |
579 | // } |
0716cb63 |
580 | } |
581 | |
37045aeb |
582 | void AliTPCclusterFast::Digitize(){ |
583 | // |
584 | // |
585 | // |
586 | // 1. Clear digits |
587 | for (Int_t i=0; i<5;i++) |
588 | for (Int_t j=0; j<7;j++){ |
589 | fDigits(i,j)=0; |
590 | } |
591 | // |
592 | // Fill digits |
593 | for (Int_t iel = 0; iel<fNtot; iel++){ |
594 | for (Int_t di=-2; di<=2;di++) |
13f45dd8 |
595 | for (Int_t dj=-3; dj<=3;dj++){ |
37045aeb |
596 | Float_t fac = fPRF->Eval(di-fPosY[iel])*fTRF->Eval(dj-fPosZ[iel]); |
597 | fac*=fGain[iel]; |
598 | fDigits(2+di,3+dj)+=fac; |
599 | } |
600 | } |
fa9e5d19 |
601 | // |
602 | // |
603 | // |
37045aeb |
604 | } |
605 | |
606 | |
0716cb63 |
607 | |
f0266161 |
608 | // void AliTPCclusterFast::Simul(const char* fname, Int_t npoints){ |
609 | // // |
610 | // // Calc rms |
611 | // // |
612 | // AliTPCclusterFast fast; |
613 | // TTreeSRedirector cstream(fname); |
614 | // for (Int_t icl=0; icl<npoints; icl++){ |
615 | // Float_t nprim=(10+20*gRandom->Rndm()); |
616 | // Float_t diff =0.01 +0.35*gRandom->Rndm(); |
617 | // Float_t posY = gRandom->Rndm()-0.5; |
618 | // Float_t posZ = gRandom->Rndm()-0.5; |
619 | // // |
620 | // Float_t ky = 4.0*(gRandom->Rndm()-0.5); |
621 | // Float_t kz = 4.0*(gRandom->Rndm()-0.5); |
622 | // fast.SetParam(nprim,diff,posY,posZ,ky,kz); |
623 | // fast.GenerElectrons(); |
624 | // fast.Digitize(); |
625 | // if (icl%10000==0) printf("%d\n",icl); |
626 | // cstream<<"simul"<< |
627 | // "s.="<<&fast<< |
628 | // "\n"; |
629 | // } |
630 | // } |
0716cb63 |
631 | |
632 | |
13f45dd8 |
633 | Double_t AliTPCclusterFast::GetQtot(Float_t gain, Float_t thr, Float_t noise, Bool_t brounding, Bool_t baddPedestal){ |
a314e83c |
634 | // |
635 | // |
636 | // |
637 | Float_t sum =0; |
13f45dd8 |
638 | for (Int_t ip=0;ip<5;ip++){ |
639 | Float_t pedestal=gRandom->Rndm()-0.5; //pedestal offset different for each pad |
640 | for (Int_t it=0;it<7;it++){ |
641 | Float_t amp = gain*fDigits(ip,it)+gRandom->Gaus()*noise; |
642 | if (baddPedestal) amp+=pedestal; |
643 | if (brounding) amp=TMath::Nint(amp); |
a314e83c |
644 | if (amp>thr) sum+=amp; |
645 | } |
13f45dd8 |
646 | } |
a314e83c |
647 | return sum; |
648 | } |
649 | |
13f45dd8 |
650 | Double_t AliTPCclusterFast::GetQmax(Float_t gain, Float_t thr, Float_t noise, Bool_t brounding, Bool_t baddPedestal){ |
a314e83c |
651 | // |
652 | // |
653 | // |
654 | Float_t max =0; |
13f45dd8 |
655 | for (Int_t ip=0;ip<5;ip++){ |
656 | Float_t pedestal=gRandom->Rndm()-0.5; //pedestal offset different for each pad |
657 | for (Int_t it=0;it<7;it++){ |
658 | Float_t amp = gain*fDigits(ip,it)+gRandom->Gaus()*noise; |
659 | if (baddPedestal) amp+=pedestal; |
660 | if (brounding) amp=TMath::Nint(amp); |
661 | if (amp>max && amp>thr) max=amp; |
a314e83c |
662 | } |
13f45dd8 |
663 | } |
a314e83c |
664 | return max; |
665 | } |
666 | |
667 | |
a314e83c |
668 | |
13f45dd8 |
669 | Double_t AliTPCclusterFast::GetQmaxCorr(Float_t rmsy0, Float_t rmsz0){ |
670 | // |
671 | // Gaus distribution convolueted with rectangular |
672 | // Gaus width sy and sz is determined by RF width and diffusion |
673 | // Integral of Q is equal 1 |
674 | // Q max is calculated at position fY,fX |
675 | // |
676 | // |
677 | // |
678 | Double_t sy = TMath::Sqrt(rmsy0*rmsy0+fDiff*fDiff); |
679 | Double_t sz = TMath::Sqrt(rmsz0*rmsz0+fDiff*fDiff); |
680 | return GaussConvolution(fY,fZ, fAngleY,fAngleZ,sy,sz); |
681 | } |
682 | |
683 | |
684 | Double_t AliTPCclusterFast::GetQtotCorr(Float_t rmsy0, Float_t rmsz0, Float_t gain, Float_t thr){ |
685 | // |
686 | // Calculates the fraction of the charge over threshol to total charge |
687 | // The response function |
688 | // |
689 | Double_t sy = TMath::Sqrt(rmsy0*rmsy0+fDiff*fDiff); |
690 | Double_t sz = TMath::Sqrt(rmsz0*rmsz0+fDiff*fDiff); |
691 | Double_t sumAll=0,sumThr=0; |
692 | Double_t qtot = GetQtot(gain,thr,0); // sum of signal over threshold |
5fc70f07 |
693 | Double_t qmax = GetQmax(gain,thr,0); // qmax |
13f45dd8 |
694 | // |
695 | Double_t corr =1; |
696 | Double_t qnorm=qtot; |
697 | for (Int_t iter=0;iter<2;iter++){ |
698 | for (Int_t iy=-2;iy<=2;iy++) |
699 | for (Int_t iz=-2;iz<=2;iz++){ |
700 | Double_t val = GaussConvolution(fY-iy,fZ-iz, fAngleY,fAngleZ,sy,sz); |
701 | Double_t qlocal =TMath::Nint(qnorm*val); |
702 | if (qlocal>thr) sumThr+=qlocal; |
703 | sumAll+=qlocal; |
704 | } |
705 | if (sumAll>0&&sumThr>0) corr=(sumThr)/sumAll; |
5fc70f07 |
706 | if (sumThr==0) corr=GetQmaxCorr(0.5,0.5); |
13f45dd8 |
707 | //corr = sumThr; |
708 | if (corr>0) qnorm=qtot/corr; |
709 | |
710 | } |
711 | return corr; |
712 | } |
a314e83c |
713 | |
714 | |
0716cb63 |
715 | |
13f45dd8 |
716 | |
717 | |
718 | Double_t AliTPCclusterFast::GaussConvolution(Double_t x0, Double_t x1, Double_t k0, Double_t k1, Double_t s0, Double_t s1){ |
719 | // |
720 | // 2 D gaus convoluted with angular effect |
721 | // See in mathematica: |
722 | //Simplify[Integrate[Exp[-(x0-k0*xd)*(x0-k0*xd)/(2*s0*s0)-(x1-k1*xd)*(x1-k1*xd)/(2*s1*s1)]/(s0*s1),{xd,-1/2,1/2}]] |
723 | // |
724 | //TF1 f1("f1","AliTPCclusterFast::GaussConvolution(x,0,1,0,0.1,0.1)",-2,2) |
725 | //TF2 f2("f2","AliTPCclusterFast::GaussConvolution(x,y,1,1,0.1,0.1)",-2,2,-2,2) |
726 | // |
727 | const Float_t kEpsilon = 0.0001; |
728 | if ((TMath::Abs(k0)+TMath::Abs(k1))<kEpsilon*(s0+s1)){ |
729 | // small angular effect |
730 | Double_t val = (TMath::Gaus(x0,0,s0)*TMath::Gaus(x1,0,s1))/(s0*s1*2.*TMath::Pi()); |
731 | return val; |
732 | } |
733 | |
734 | Double_t sigma2 = k1*k1*s0*s0+k0*k0*s1*s1; |
735 | Double_t exp0 = TMath::Exp(-(k1*x0-k0*x1)*(k1*x0-k0*x1)/(2*sigma2)); |
736 | // |
737 | Double_t sigmaErf = 2*s0*s1*TMath::Sqrt(2*sigma2); |
738 | Double_t erf0 = TMath::Erf( (k0*s1*s1*(k0-2*x0)+k1*s0*s0*(k1-2*x1))/sigmaErf); |
739 | Double_t erf1 = TMath::Erf( (k0*s1*s1*(k0+2*x0)+k1*s0*s0*(k1+2*x1))/sigmaErf); |
740 | Double_t norm = 1./TMath::Sqrt(sigma2); |
741 | norm/=2.*TMath::Sqrt(2.*TMath::Pi()); |
742 | Double_t val = norm*exp0*(erf0+erf1); |
743 | return val; |
744 | |
745 | } |
746 | |
747 | |
748 | Double_t AliTPCclusterFast::GaussExpConvolution(Double_t x0, Double_t s0,Double_t t1){ |
749 | // |
750 | // 2 D gaus convoluted with exponential |
751 | // Integral nomalized to 1 |
752 | // See in mathematica: |
753 | //Simplify[Integrate[Exp[-(x0-x1)*(x0-x1)/(2*s0*s0)]*Exp[-x1*t1],{x1,0,Infinity}]] |
754 | // TF1 fgexp("fgexp","AliTPCclusterFast::GaussExpConvolution(x,0.5,1)",-2,2) |
755 | Double_t exp1 = (s0*s0*t1-2*x0)*t1/2.; |
756 | exp1 = TMath::Exp(exp1); |
757 | Double_t erf = 1+TMath::Erf((-s0*s0*t1+x0)/(s0*TMath::Sqrt(2.))); |
758 | Double_t val = exp1*erf; |
759 | val *=t1/(2.); |
760 | return val; |
761 | |
762 | } |
763 | |
764 | |
765 | Double_t AliTPCclusterFast::Gamma4(Double_t x, Double_t p0, Double_t p1){ |
766 | // |
767 | // Gamma 4 Time response function of ALTRO |
768 | // |
769 | if (x<0) return 0; |
770 | Double_t g1 = TMath::Exp(-4.*x/p1); |
771 | Double_t g2 = TMath::Power(x/p1,4); |
772 | return p0*g1*g2; |
773 | } |
774 | |
775 | |
776 | |
777 | Double_t AliTPCclusterFast::GaussGamma4(Double_t x, Double_t s0, Double_t p1){ |
778 | // |
779 | // Gamma 4 Time response function of ALTRO convoluted with Gauss |
780 | // Simplify[Integrate[Exp[-(x0-x1)*(x0-x1)/(2*s0*s0)]*Exp[-4*x1/p1]*(x/p1)^4/s0,{x1,0,Infinity}]] |
781 | //TF1 fgg4("fgg4","AliTPCclusterFast::GaussGamma4(x,0.5,0.5)",-2,2) |
782 | |
783 | Double_t exp1 = (8*s0*s0-4.*p1*x)/(p1*p1); |
784 | exp1 = TMath::Exp(exp1); |
785 | Double_t erf1 = 1+TMath::Erf((-4*s0/p1+x/s0)/TMath::Sqrt(2)); |
46a0eaea |
786 | // Double_t xp14 = TMath::Power(TMath::Abs((x/p1)),4); |
13f45dd8 |
787 | return exp1*erf1; |
788 | |
789 | |
790 | } |
791 | |
792 | // Analytical sollution only in 1D - too long expression |
793 | // Simplify[Integrate[Exp[-(x0-(x1-k*x2))*(x0-(x1-k*x2))/(2*s0*s0)]*Exp[-(x1*t1-k*x2)],{x2,-1,1}]] |
794 | // |
795 | // |
796 | // No analytical solution |
797 | // |
798 | //Simplify[Integrate[Exp[-(x0-k0*xd)*(x0-k0*xd)/(2*s0*s0)-(x1-xt-k1*xd)*(x1-xt-k1*xd)/(2*s1*s1)]*Exp[-kt*xt]/(s0*s1),{xd,-1/2,1/2},{xt,0,Infinity}]] |