1 /**************************************************************************
2 * Copyright(c) 2009-2010, ALICE Experiment at CERN, All rights reserved. *
4 * Author: The ALICE Off-line Project. *
5 * Contributors are mentioned in the code where appropriate. *
7 * Permission to use, copy, modify and distribute this software and its *
8 * documentation strictly for non-commercial purposes is hereby granted *
9 * without fee, provided that the above copyright notice appears in all *
10 * copies and that both the copyright notice and this permission notice *
11 * appear in the supporting documentation. The authors make no claims *
12 * about the suitability of this software for any purpose. It is *
13 * provided "as is" without express or implied warranty. *
14 **************************************************************************/
16 //////////////////////////////////////////////////////////////////////////
17 // Afterburner to generate (anti)deuterons simulating coalescence of
18 // (anti)nucleons as in A. J. Baltz et al., Phys. lett B 325(1994)7.
19 // If the nucleon generator does not provide a spatial description of
20 // the source the afterburner can provide one.
22 // There two options for the source: a thermal picture where all nucleons
23 // are placed randomly and homogeneously in an spherical volume, or
24 // an expansion one where they are projected onto its surface.
26 // An (anti)deuteron will form if there is a pair of (anti)proton-(anti)neutron
27 // with momentum difference less than ~ 300MeV and relative distance less than
28 // ~ 2.1fm. Only 3/4 of these clusters are accepted due to the deuteron spin.
30 // When there are more than one pair fulfilling the coalescence conditions,
31 // the selected pair can be the one with the first partner, with
32 // the lowest relative momentum, the lowest relative distance or both.
33 //////////////////////////////////////////////////////////////////////////
35 // Author: Eulogio Serradilla <eulogio.serradilla@ciemat.es>,
36 // Arturo Menchaca <menchaca@fisica.unam.mx>
39 #include "Riostream.h"
40 #include "TParticle.h"
44 #include "TMCProcess.h"
49 #include "AliCollisionGeometry.h"
50 #include "AliGenCocktailEventHeader.h"
51 #include "AliGenCocktailEntry.h"
52 #include "AliGenCocktailAfterBurner.h"
53 #include "AliGenDeuteron.h"
55 ClassImp(AliGenDeuteron)
57 AliGenDeuteron::AliGenDeuteron(Int_t sign, Double_t pmax, Double_t rmax, Int_t cluster)
63 ,fClusterType(cluster)
75 fSign = sign > 0 ? 1:-1;
79 AliGenDeuteron::~AliGenDeuteron()
86 void AliGenDeuteron::Init()
89 // Standard AliGenerator initializer
93 void AliGenDeuteron::Generate()
96 // Look for coalescence of (anti)nucleons in the nucleon source
97 // provided by the generator cocktail
99 AliInfo(Form("sign: %d, Pmax: %g GeV/c, Rmax: %g fm, cluster: %d",fSign, fPmax, fRmax, fClusterType));
100 if(fModel!=kNone) AliInfo(Form("model: %d, time: %g fm/c", fModel, fTimeLength));
102 AliGenCocktailAfterBurner* gener = (AliGenCocktailAfterBurner*)gAlice->GetMCApp()->Generator();
104 // find nuclear radius, only for first generator and projectile=target
105 Bool_t collisionGeometry=0;
106 if(fModel != kNone && gener->FirstGenerator()->Generator()->ProvidesCollisionGeometry())
109 Int_t ap, zp, at, zt;
110 gener->FirstGenerator()->Generator()->GetProjectile(name,ap,zp);
111 gener->FirstGenerator()->Generator()->GetTarget(name,at,zt);
112 if(ap != at) AliWarning("projectile and target have different size");
113 fR = 1.29*TMath::Power(at, 1./3.);
114 collisionGeometry = 1;
117 for(Int_t ns = 0; ns < gener->GetNumberOfEvents(); ++ns)
119 gener->SetActiveEventNumber(ns);
121 if(fModel != kNone && collisionGeometry)
123 fPsiR = (gener->GetCollisionGeometry(ns))->ReactionPlaneAngle();
124 fB = (gener->GetCollisionGeometry(ns))->ImpactParameter();
126 if(fB >= 2.*fR) continue; // no collision
131 gener->GetActiveEventHeader()->PrimaryVertex(primVtx);
132 TVector3 r0(primVtx[0],primVtx[1],primVtx[2]);
134 // emerging nucleons from the collision
135 fCurStack = gener->GetStack(ns);
138 AliWarning("no event stack");
142 TList* protons = new TList();
143 protons->SetOwner(kFALSE);
144 TList* neutrons = new TList();
145 neutrons->SetOwner(kFALSE);
147 for (Int_t i=0; i < fCurStack->GetNtrack(); ++i)
149 TParticle* iParticle = fCurStack->Particle(i);
151 if(iParticle->TestBit(kDoneBit)) continue;
153 // select only nucleons within the freeze-out volume
154 TVector3 r(iParticle->Vx(),iParticle->Vy(),iParticle->Vz());
155 if((r-r0).Mag() > fMaxRadius*1.e-13) continue;
157 Int_t pdgCode = iParticle->GetPdgCode();
158 if(pdgCode == fSign*2212)// (anti)proton
160 FixProductionVertex(iParticle);
161 protons->Add(iParticle);
163 else if(pdgCode == fSign*2112) // (anti)neutron
165 FixProductionVertex(iParticle);
166 neutrons->Add(iParticle);
171 if(fClusterType==kFirstPartner)
173 FirstPartner(protons, neutrons);
177 WeightMatrix(protons, neutrons);
180 protons->Clear("nodelete");
181 neutrons->Clear("nodelete");
190 Double_t AliGenDeuteron::GetCoalescenceProbability(const TParticle* nucleon1, const TParticle* nucleon2) const
193 // Coalescence conditions as in
194 // A. J. Baltz et al., Phys. lett B 325(1994)7
196 // returns < 0 if coalescence is not possible
197 // otherwise returns a coalescence probability
199 TVector3 v1(nucleon1->Vx(), nucleon1->Vy(), nucleon1->Vz());
200 TVector3 p1(nucleon1->Px(), nucleon1->Py(), nucleon1->Pz());
202 TVector3 v2(nucleon2->Vx(), nucleon2->Vy(), nucleon2->Vz());
203 TVector3 p2(nucleon2->Px(), nucleon2->Py(), nucleon2->Pz());
205 Double_t deltaP = (p2-p1).Mag(); // relative momentum
206 if( deltaP >= fPmax) return -1.;
208 Double_t deltaR = (v2-v1).Mag(); // relative distance (cm)
209 if(deltaR >= fRmax*1.e-13) return -1.;
211 if(Rndm() > fSpinProb) return -1.; // spin
213 if(fClusterType == kLowestMomentum) return 1. - deltaP/fPmax;
214 if(fClusterType == kLowestDistance) return 1. - 1.e+13*deltaR/fRmax;
216 return 1. - 1.e+13*(deltaP*deltaR)/(fRmax*fPmax);
219 void AliGenDeuteron::FirstPartner(const TList* protons, TList* neutrons)
222 // Clusters are made with the first nucleon pair that fulfill
223 // the coalescence conditions, starting with the protons
225 TIter p_next(protons);
226 while(TParticle* n0 = (TParticle*) p_next())
228 TParticle* partner = 0;
229 TIter n_next(neutrons);
230 while(TParticle* n1 = (TParticle*) n_next() )
232 if(GetCoalescenceProbability(n0, n1) < 0 ) continue; // with next neutron
237 if(partner == 0) continue; // with next proton
239 PushDeuteron(n0, partner);
241 // Remove from the list for the next iteration
242 neutrons->Remove(partner);
246 void AliGenDeuteron::WeightMatrix(const TList* protons, const TList* neutrons)
249 // Build all possible nucleon pairs with their own probability
250 // and select only those with the highest coalescence probability
252 Int_t nMaxPairs = protons->GetSize()*neutrons->GetSize();
254 TParticle** cProton = new TParticle*[nMaxPairs];
255 TParticle** cNeutron = new TParticle*[nMaxPairs];
256 Double_t* cWeight = new Double_t[nMaxPairs];
258 // build all pairs with probability > 0
260 TIter p_next(protons);
261 while(TParticle* n1 = (TParticle*) p_next())
263 TIter n_next(neutrons);
264 while(TParticle* n2 = (TParticle*) n_next() )
266 Double_t weight = this->GetCoalescenceProbability(n1,n2);
267 if(weight < 0) continue;
271 cWeight[cIdx] = weight;
277 Int_t nPairs = cIdx + 1;
279 // find the interacting pairs:
280 // remove repeated pairs and select only
281 // the pair with the highest coalescence probability
283 Int_t nMaxIntPair = TMath::Min(protons->GetSize(), neutrons->GetSize());
285 TParticle** iProton = new TParticle*[nMaxIntPair];
286 TParticle** iNeutron = new TParticle*[nMaxIntPair];
287 Double_t* iWeight = new Double_t[nMaxIntPair];
294 for(Int_t i=0; i < nPairs; ++i)
296 if(cWeight[i] > wMax)
303 if(j == -1 ) break; // end
305 // Save the interacting pair
307 iProton[iIdx] = cProton[j];
308 iNeutron[iIdx] = cNeutron[j];
309 iWeight[iIdx] = cWeight[j];
311 // invalidate all combinations with these pairs for the next iteration
312 for(Int_t i=0; i < nPairs; ++i)
314 if(cProton[i] == iProton[iIdx]) cWeight[i] = -1.;
315 if(cNeutron[i] == iNeutron[iIdx]) cWeight[i] = -1.;
319 Int_t nIntPairs = iIdx + 1;
325 // Add the (anti)deuterons to the current event stack
326 for(Int_t i=0; i<nIntPairs; ++i)
328 TParticle* n1 = iProton[i];
329 TParticle* n2 = iNeutron[i];
338 void AliGenDeuteron::PushDeuteron(TParticle* parent1, TParticle* parent2)
341 // Create an (anti)deuteron from parent1 and parent2,
342 // add to the current stack and set kDoneBit for the parents
344 const Double_t kDeuteronMass = 1.87561282;
345 const Int_t kDeuteronPdg = 1000010020;
348 TVector3 p1(parent1->Px(), parent1->Py(), parent1->Pz());
349 TVector3 p2(parent2->Px(), parent2->Py(), parent2->Pz());
352 // production vertex same as the parent1's
353 TVector3 vN(parent1->Vx(), parent1->Vy(), parent1->Vz());
356 Double_t energy = TMath::Sqrt(pN.Mag2() + kDeuteronMass*kDeuteronMass);
358 // Add a new (anti)deuteron to current event stack
359 fCurStack->PushTrack(1, -1, fSign*kDeuteronPdg,
360 pN.X(), pN.Y(), pN.Z(), energy,
361 vN.X(), vN.Y(), vN.Z(), parent1->T(),
362 0., 0., 0., kPNCapture, fNtrk, 1., 0);
364 // Set kDoneBit for the parents
365 parent1->SetBit(kDoneBit);
366 parent2->SetBit(kDoneBit);
369 void AliGenDeuteron::FixProductionVertex(TParticle* i)
372 // Replace current generator nucleon spatial distribution
373 // with a custom distribution according to the selected model
375 if(fModel == kNone || fModel > kExpansion) return;
377 // semi-axis from collision geometry (fm)
378 Double_t a = fTimeLength + TMath::Sqrt(fR*fR - fB*fB/4.);
379 Double_t b = fTimeLength + fR - fB/2.;
380 Double_t c = fTimeLength;
386 if(fModel == kThermal)
388 // uniformly ditributed in the volume on an ellipsoid
389 // random (r,theta,phi) unit sphere
390 Double_t r = TMath::Power(Rndm(),1./3.);
391 Double_t theta = TMath::ACos(2.*Rndm()-1.);
392 Double_t phi = 2.*TMath::Pi()*Rndm();
394 // transform coordenates
395 xx = a*r*TMath::Sin(theta)*TMath::Cos(phi);
396 yy = b*r*TMath::Sin(theta)*TMath::Sin(phi);
397 zz = c*r*TMath::Cos(theta);
399 else if(fModel == kExpansion)
401 // project into the surface of an ellipsoid
402 xx = a*TMath::Sin(i->Theta())*TMath::Cos(i->Phi());
403 yy = b*TMath::Sin(i->Theta())*TMath::Sin(i->Phi());
404 zz = c*TMath::Cos(i->Theta());
407 // rotate by the reaction plane angle
408 Double_t x = xx*TMath::Cos(fPsiR)+yy*TMath::Sin(fPsiR);
409 Double_t y = -xx*TMath::Sin(fPsiR)+yy*TMath::Cos(fPsiR);
412 // translate by the production vertex (cm)
413 i->SetProductionVertex(i->Vx() + 1.e-13*x, i->Vy() + 1.e-13*y, i->Vz() + 1.e-13*z, i->T());