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Commit | Line | Data |
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3fa37a65 | 1 | //expanding localy equilibated fireball with volume hadron radiation |
2 | //thermal part: Blast wave model, Bjorken-like parametrization | |
3 | //hyght-pt: PYTHIA + jet quenching model PYQUEN | |
03896fc4 | 4 | // |
5 | // HYDJET++ | |
6 | // version 1.0: | |
7 | // InitialStateHydjet is the modified InitialStateBjorken | |
8 | // The high-pt part related with PYTHIA-PYQUEN is included | |
9 | // InitialStateBjorken (FASTMC) was used. | |
10 | // | |
11 | // | |
12 | // | |
13 | // InitialStateBjorken | |
14 | // version 2.0: | |
15 | // Ludmila Malinina malinina@lav01.sinp.msu.ru, SINP MSU/Moscow and JINR/Dubna | |
16 | // Ionut Arsene i.c.arsene@fys.uio.no, Oslo University | |
17 | // June 2007 | |
18 | // | |
19 | // version 1.0: | |
20 | // Nikolai Amelin, Ludmila Malinina, Timur Pocheptsov (C) JINR/Dubna | |
21 | // amelin@sunhe.jinr.ru, malinina@sunhe.jinr.ru, pocheptsov@sunhe.jinr.ru | |
22 | // November. 2, 2005 | |
3fa37a65 | 23 | |
03896fc4 | 24 | |
b1c2e580 | 25 | |
b1c2e580 | 26 | |
03896fc4 | 27 | #include <iostream> |
28 | #include <fstream> | |
b1c2e580 | 29 | |
b1c2e580 | 30 | #include <TLorentzVector.h> |
31 | #include <TVector3.h> | |
b1c2e580 | 32 | #include <TMath.h> |
33 | ||
b1c2e580 | 34 | #include "InitialStateHydjet.h" |
b1c2e580 | 35 | #include "RandArrayFunction.h" |
b1c2e580 | 36 | #include "GrandCanonical.h" |
b1c2e580 | 37 | #include "StrangePotential.h" |
b1c2e580 | 38 | #include "Particle.h" |
b1c2e580 | 39 | #include "ParticlePDG.h" |
b1c2e580 | 40 | #include "HYJET_COMMONS.h" |
03896fc4 | 41 | |
b1c2e580 | 42 | extern "C" void hyevnt_(); |
43 | extern "C" void myini_(); | |
b1c2e580 | 44 | extern HYIPARCommon HYIPAR; |
45 | extern HYFPARCommon HYFPAR; | |
46 | extern HYJPARCommon HYJPAR; | |
47 | extern HYPARTCommon HYPART; | |
48 | extern SERVICECommon SERVICE; | |
49 | ||
50 | using std::cout; | |
51 | using std::endl; | |
52 | ||
3fa37a65 | 53 | class ParticleAllocator; |
54 | class TRandom3; | |
55 | ||
56 | // declaration of the static member fLastIndex | |
03896fc4 | 57 | Int_t Particle::fgLastIndex; |
3fa37a65 | 58 | |
03896fc4 | 59 | //_________________________________________________________________________________ |
b1c2e580 | 60 | void InitialStateHydjet::Initialize(List_t &source, ParticleAllocator & allocator) { |
7b7936e9 | 61 | // Generate initial particles from the soft and hard components |
3fa37a65 | 62 | |
63 | // Initialize the static "last index variable" | |
64 | Particle::InitIndexing(); | |
65 | ||
b1c2e580 | 66 | //----- high-pt part------------------------------ |
b1c2e580 | 67 | TLorentzVector partJMom, partJPos, zeroVec; |
b1c2e580 | 68 | |
7b7936e9 | 69 | // run a HYDJET event |
70 | hyevnt_(); | |
7b7936e9 | 71 | |
b1c2e580 | 72 | if(fParams.fNhsel != 0) { |
3fa37a65 | 73 | //get number of particles in jets |
b1c2e580 | 74 | Int_t numbJetPart = HYPART.njp; |
3fa37a65 | 75 | |
76 | for(Int_t i = 0; i <numbJetPart; i++) { | |
77 | Int_t pdg = Int_t(HYPART.ppart[i][1]); | |
b1c2e580 | 78 | Double_t px = HYPART.ppart[i][2]; |
79 | Double_t py = HYPART.ppart[i][3]; | |
80 | Double_t pz = HYPART.ppart[i][4]; | |
81 | Double_t e = HYPART.ppart[i][5]; | |
82 | Double_t vx = HYPART.ppart[i][6]; | |
83 | Double_t vy = HYPART.ppart[i][7]; | |
84 | Double_t vz = HYPART.ppart[i][8]; | |
85 | Double_t vt = HYPART.ppart[i][9]; | |
b1c2e580 | 86 | ParticlePDG *partDef = fDatabase->GetPDGParticle(pdg); |
87 | Int_t type =1; //from jet | |
3fa37a65 | 88 | if(partDef) { |
89 | partJMom.SetXYZT(px, py, pz, e); | |
90 | partJPos.SetXYZT(vx, vy, vz, vt); | |
91 | Particle *particle=new Particle(partDef, partJPos, partJMom, 0, 0, type, -1, zeroVec, zeroVec); | |
92 | particle->SetIndex(); | |
93 | allocator.AddParticle(*particle, source); | |
94 | delete particle; | |
95 | } | |
b1c2e580 | 96 | } |
7b7936e9 | 97 | } //nhsel !=0 not only hydro! |
b1c2e580 | 98 | |
b1c2e580 | 99 | |
100 | //----------HYDRO part------------------------------------------------ | |
101 | if(fParams.fNhsel < 3) { | |
102 | const Double_t weightMax = 2*TMath::CosH(fParams.fUmax); | |
103 | const Int_t nBins = 100; | |
104 | Double_t probList[nBins]; | |
105 | RandArrayFunction arrayFunctDistE(nBins); | |
106 | RandArrayFunction arrayFunctDistR(nBins); | |
107 | ||
108 | TLorentzVector partPos, partMom, n1, p0; | |
109 | TVector3 vec3; | |
b1c2e580 | 110 | //set maximal hadron energy |
111 | const Double_t eMax = 5.; | |
112 | //------------------------------------- | |
113 | // get impact parameter | |
b1c2e580 | 114 | |
115 | //effective volume for central | |
116 | double dYl= 2 * fParams.fYlmax; //uniform distr. [-Ylmax; Ylmax] | |
117 | if(fParams.fEtaType >0) dYl = TMath::Sqrt(2 * TMath::Pi()) * fParams.fYlmax ; //Gaussian distr. | |
3eeebf49 | 118 | Double_t volEffcent = 2 * TMath::Pi() * fParams.fTau * dYl * |
119 | (fParams.fR * fParams.fR)/TMath::Power((fParams.fUmax),2)* | |
120 | ((fParams.fUmax)*TMath::SinH((fParams.fUmax))-TMath::CosH((fParams.fUmax))+ 1); | |
b1c2e580 | 121 | |
122 | //effective volume for non-central Simpson2 | |
7b7936e9 | 123 | Double_t volEffnoncent = fParams.fTau * dYl * SimpsonIntegrator2(0., 2.*TMath::Pi()); |
124 | fVolEff = volEffcent * HYFPAR.npart/HYFPAR.npart0; | |
b1c2e580 | 125 | |
7b7936e9 | 126 | Double_t coeffRB = TMath::Sqrt(volEffcent * HYFPAR.npart/HYFPAR.npart0/volEffnoncent); |
127 | Double_t coeffR1 = HYFPAR.npart/HYFPAR.npart0; | |
128 | coeffR1 = TMath::Power(coeffR1, 0.333333); | |
b1c2e580 | 129 | |
7b7936e9 | 130 | double veff=fVolEff; |
b1c2e580 | 131 | |
b1c2e580 | 132 | //------------------------------------ |
133 | //cycle on particles types | |
134 | for(Int_t i = 0; i < fParams.fNPartTypes; ++i) { | |
7b7936e9 | 135 | Double_t mparam = fParams.fPartMult[2 * i] * veff; |
136 | Int_t multiplicity = gRandom->Poisson(mparam); | |
b1c2e580 | 137 | const Int_t encoding = fParams.fPartEnc[i]; |
138 | ||
139 | if(multiplicity > 0) { | |
140 | ParticlePDG *partDef = fDatabase->GetPDGParticle(encoding); | |
141 | if(!partDef) { | |
142 | Error("InitialStateHydjet::Initialize", "No particle with encoding %d", encoding); | |
143 | continue; | |
144 | } | |
145 | //no charm now ! | |
03896fc4 | 146 | if(TMath::Abs(partDef->GetCharmQNumber())>0 || TMath::Abs(partDef->GetCharmAQNumber())>0){ |
b1c2e580 | 147 | continue; |
148 | } | |
149 | ||
150 | //compute chemical potential for single f.o. mu==mu_ch | |
151 | //compute chemical potential for thermal f.o. | |
152 | Double_t mu = fParams.fPartMu[2 * i]; | |
153 | ||
154 | //choose Bose-Einstein or Fermi-Dirac statistics | |
155 | const Double_t d = !(Int_t(2*partDef->GetSpin()) & 1) ? -1 : 1; | |
156 | const Double_t mass = partDef->GetMass(); | |
157 | ||
158 | //prepare histogram to sample hadron energy: | |
159 | Double_t h = (eMax - mass) / nBins; | |
160 | Double_t x = mass + 0.5 * h; | |
7b7936e9 | 161 | Int_t ii; |
162 | for(ii = 0; ii < nBins; ++ii) { | |
163 | if(x>=mu && fParams.fThFO>0)probList[ii] = x * TMath::Sqrt(x * x - mass * mass) / | |
b1c2e580 | 164 | (TMath::Exp((x - mu) / (fParams.fThFO)) + d); |
7b7936e9 | 165 | if(x>=mu && fParams.fThFO<=0)probList[ii] = x * TMath::Sqrt(x * x - mass * mass) / |
b1c2e580 | 166 | (TMath::Exp((x - mu) / (fParams.fT)) + d); |
7b7936e9 | 167 | if(x<mu)probList[ii] = 0.; |
b1c2e580 | 168 | x += h; |
169 | } | |
170 | arrayFunctDistE.PrepareTable(probList); | |
171 | ||
172 | //prepare histogram to sample hadron transverse radius: | |
173 | h = (fParams.fR) / nBins; | |
174 | x = 0.5 * h; | |
175 | Double_t param = (fParams.fUmax) / (fParams.fR); | |
7b7936e9 | 176 | for(ii = 0; ii < nBins; ++ii) { |
177 | probList[ii] = x * TMath::CosH(param*x); | |
b1c2e580 | 178 | x += h; |
179 | } | |
180 | arrayFunctDistR.PrepareTable(probList); | |
181 | ||
182 | //loop over hadrons, assign hadron coordinates and momenta | |
183 | Double_t weight = 0., yy = 0., px0 = 0., py0 = 0., pz0 = 0.; | |
184 | Double_t e = 0., x0 = 0., y0 = 0., z0 = 0., t0 = 0., etaF = 0.; | |
7b7936e9 | 185 | Double_t r, rB, phiF; |
b1c2e580 | 186 | |
187 | for(Int_t j = 0; j < multiplicity; ++j) { | |
188 | do { | |
189 | fParams.fEtaType <=0 ? etaF = fParams.fYlmax * (2. * gRandom->Rndm() - 1.) | |
190 | : etaF = (fParams.fYlmax) * (gRandom->Gaus()); | |
191 | n1.SetXYZT(0.,0.,TMath::SinH(etaF),TMath::CosH(etaF)); | |
192 | if(TMath::Abs(etaF)>5.)continue; | |
193 | ||
7b7936e9 | 194 | rB = fParams.fR * coeffRB * coeffR1; |
b1c2e580 | 195 | |
196 | Double_t rho = TMath::Sqrt(gRandom->Rndm()); | |
197 | Double_t phi = TMath::TwoPi() * gRandom->Rndm(); | |
7b7936e9 | 198 | Double_t rx = TMath::Sqrt(1-fParams.fEpsilon)*rB; |
199 | Double_t ry = TMath::Sqrt(1+fParams.fEpsilon)*rB; | |
b1c2e580 | 200 | |
7b7936e9 | 201 | x0 = rx * rho * TMath::Cos(phi); |
202 | y0 = ry * rho * TMath::Sin(phi); | |
b1c2e580 | 203 | r = TMath::Sqrt(x0*x0+y0*y0); |
204 | phiF = TMath::Abs(TMath::ATan(y0/x0)); | |
205 | ||
206 | if(x0<0&&y0>0)phiF = TMath::Pi()-phiF; | |
207 | if(x0<0&&y0<0)phiF = TMath::Pi()+phiF; | |
208 | if(x0>0&&y0<0)phiF = 2.*TMath::Pi()-phiF; | |
209 | ||
210 | //proper time with emission duration | |
7b7936e9 | 211 | Double_t tau = coeffR1 * fParams.fTau + sqrt(2.) * fParams.fSigmaTau * coeffR1 * (gRandom->Gaus()); |
b1c2e580 | 212 | z0 = tau * TMath::SinH(etaF); |
213 | t0 = tau * TMath::CosH(etaF); | |
214 | ||
7b7936e9 | 215 | Double_t rhou = fParams.fUmax * r / rB; |
b1c2e580 | 216 | |
b1c2e580 | 217 | |
218 | Double_t uxf = TMath::SinH(rhou)*TMath::Sqrt(1+fParams.fDelta)*TMath::Cos(phiF); | |
219 | Double_t uyf = TMath::SinH(rhou)*TMath::Sqrt(1-fParams.fDelta)*TMath::Sin(phiF); | |
220 | Double_t utf = TMath::CosH(etaF) * TMath::CosH(rhou) * | |
221 | TMath::Sqrt(1+fParams.fDelta*TMath::Cos(2*phiF)*TMath::TanH(rhou)*TMath::TanH(rhou)); | |
222 | Double_t uzf = TMath::SinH(etaF) * TMath::CosH(rhou) * | |
223 | TMath::Sqrt(1+fParams.fDelta*TMath::Cos(2*phiF)*TMath::TanH(rhou)*TMath::TanH(rhou)); | |
224 | ||
225 | vec3.SetXYZ(uxf / utf, uyf / utf, uzf / utf); | |
226 | n1.Boost(-vec3); | |
227 | ||
228 | yy = weightMax * gRandom->Rndm(); | |
229 | ||
230 | Double_t php0 = TMath::TwoPi() * gRandom->Rndm(); | |
231 | Double_t ctp0 = 2. * gRandom->Rndm() - 1.; | |
bfd20868 | 232 | Double_t stp0 = TMath::Sqrt((1.-ctp0)*(1.+ctp0)); |
b1c2e580 | 233 | e = mass + (eMax - mass) * arrayFunctDistE(); |
bfd20868 | 234 | Double_t pp0 = TMath::Sqrt((e-mass)*(e+mass)); |
b1c2e580 | 235 | px0 = pp0 * stp0 * TMath::Sin(php0); |
236 | py0 = pp0 * stp0 * TMath::Cos(php0); | |
237 | pz0 = pp0 * ctp0; | |
238 | p0.SetXYZT(px0, py0, pz0, e); | |
239 | ||
240 | //weight for rdr | |
241 | weight = (n1 * p0) /e; // weight for rdr gammar: weight = (n1 * p0) / n1[3] / e; | |
242 | } while(yy >= weight); | |
243 | ||
b1c2e580 | 244 | partMom.SetXYZT(px0, py0, pz0, e); |
245 | partPos.SetXYZT(x0, y0, z0, t0); | |
246 | partMom.Boost(vec3); | |
247 | Int_t type =0; //hydro | |
7b7936e9 | 248 | |
3fa37a65 | 249 | Particle *particle=new Particle(partDef, partPos, partMom, 0., 0, type, -1, zeroVec, zeroVec); |
250 | particle->SetIndex(); | |
251 | allocator.AddParticle(*particle, source); | |
252 | delete particle; | |
b1c2e580 | 253 | } //nhsel==4 , no hydro part |
254 | } | |
255 | } | |
256 | } | |
257 | ||
b1c2e580 | 258 | } |
259 | ||
03896fc4 | 260 | //_________________________________________________________________________________ |
b1c2e580 | 261 | Bool_t InitialStateHydjet::ReadParams() { |
7b7936e9 | 262 | // Read parameters from an input file in ascii |
263 | ||
b1c2e580 | 264 | Float_t par[200] = {0.}; |
265 | Int_t i = 0; | |
266 | std::string s(40,' '); | |
267 | std::ifstream input("RunInputHydjet"); | |
268 | if (!input) { | |
269 | Error("Ukm::ReadParams", "Cannot open RunInputHydjet"); | |
270 | return kFALSE; | |
271 | } | |
272 | ||
273 | while (std::getline(input, s)) { | |
274 | input>>par[i]; | |
275 | if (i < 140) | |
276 | std::cout<<s<<" = "<<par[i]<<std::endl; | |
277 | ++i; | |
278 | std::getline(input,s); | |
279 | } | |
280 | ||
281 | std::cout<<"\nFor output use the files RunOutput.root \n\n"<< std::endl; | |
282 | ||
283 | fParams.fNevnt = Int_t(par[0]); //number of events | |
284 | fParams.fSqrtS = par[1]; //cms energy per nucleon | |
285 | fParams.fAw = par[2]; // atomic number of colliding nuclei | |
286 | fParams.fIfb = Int_t(par[3]); // flag of type of centrality generation (=0 is fixed by fBfix, not 0 | |
287 | //impact parameter is generated in each event between fBfmin | |
288 | //and fBmax according with Glauber model (f-la 30) | |
289 | fParams.fBmin = par[4]; //minimum impact parameter in units of nuclear radius RA | |
290 | fParams.fBmax = par[5]; //maximum impact parameter in units of nuclear radius RA | |
291 | fParams.fBfix = par[6]; //fix impact parameter in units of nuclear radius RA | |
292 | ||
293 | fParams.fSeed = Int_t(par[7]); //parameter to set the random nuber seed (=0 the current time is used | |
294 | //to set the random generator seed, !=0 the value fSeed is | |
295 | //used to set the random generator seed and then the state of random | |
296 | //number generator in PYTHIA MRPY(1)=fSeed | |
297 | ||
298 | fParams.fT = par[8]; //chemical freeze-out temperature in GeV | |
299 | fParams.fMuB = par[9]; //baryon potential | |
300 | fParams.fMuS = par[10]; //strangeness potential | |
301 | fParams.fMuI3 = par[11]; //isospin potential | |
302 | fParams.fThFO = par[12]; //thermal freeze-out temperature T^th in GeV | |
303 | fParams.fMu_th_pip = par[13]; // effective chemical potential of positivly charged pions at thermal in GeV | |
304 | ||
305 | ||
306 | fParams.fTau = par[14]; //proper time value | |
307 | fParams.fSigmaTau = par[15]; //its standart deviation (emission duration) | |
308 | fParams.fR = par[16]; //maximal transverse radius | |
309 | fParams.fYlmax = par[17]; //maximal longitudinal rapidity | |
310 | fParams.fUmax = par[18]; //maximal transverse velocity multiplaed on \gamma_r | |
311 | fParams.fDelta = par[19]; //momentum asymmetry parameter | |
312 | fParams.fEpsilon = par[20]; //coordinate asymmetry parameter | |
313 | ||
314 | fParams.fDecay = Int_t(par[21]); // flag to switch on/off hadron decays<0: decays off,>=0: decays on, (default: 0) | |
315 | fParams.fWeakDecay = Int_t(par[22]); //flag to switch on/off weak hadron decays <0: decays off, >0: decays on, (default: 0) | |
316 | ||
317 | fParams.fEtaType = Int_t(par[23]); // flag to choose rapidity distribution, if fEtaType<=0, | |
318 | //then uniform rapidity distribution in [-fYlmax,fYlmax] if fEtaType>0, | |
319 | //then Gaussian with dispertion = fYlmax | |
320 | ||
321 | fParams.fTMuType = Int_t(par[24]); // flag to use calculated chemical freeze-out temperature, | |
322 | //baryon potential and strangeness potential as a function of fSqrtS | |
323 | ||
324 | fParams.fCorrS = par[25]; // flag and value to include strangeness supression factor | |
325 | fParams.fNhsel = Int_t(par[26]); //flag to switch on/off jet and hydro-state production (0: jet | |
326 | // production off and hydro on, 1: jet production on and jet quenching | |
327 | // off and hydro on, 2: jet production on and jet quenching on and | |
328 | // hydro on, 3: jet production on and jet quenching off and hydro | |
329 | // off, 4: jet production on and jet quenching on and hydro off | |
330 | ||
331 | fParams.fIshad= Int_t(par[27]); //flag to switch on/off impact parameter dependent nuclear | |
332 | // shadowing for gluons and light sea quarks (u,d,s) (0: shadowing off, | |
333 | // 1: shadowing on for fAw=207, 197, 110, 40, default: 1 | |
334 | ||
335 | fParams.fPtmin = par[28]; //minimal transverse momentum transfer p_T of hard | |
336 | // parton-parton scatterings in GeV (the PYTHIA parameter ckin(3)=fPtmin) | |
337 | ||
338 | // PYQUEN energy loss model parameters: | |
339 | ||
340 | fParams.fT0 = par[29]; // initial temperature (in GeV) of QGP for | |
341 | //central Pb+Pb collisions at mid-rapidity (initial temperature for other | |
342 | //centralities and atomic numbers will be calculated automatically) (allowed range is 0.2<fT0<2) | |
343 | ||
344 | fParams.fTau0= par[30]; //proper QGP formation time in fm/c (0.01<fTau0<10) | |
345 | fParams.fNf= Int_t(par[31]); //number of active quark flavours N_f in QGP fNf=0, 1,2 or 3 | |
346 | fParams.fIenglu= Int_t(par[32]); // flag to fix type of in-medium partonic energy loss | |
347 | //(0: radiative and collisional loss, 1: radiative loss only, 2: | |
348 | //collisional loss only) (default: 0); | |
349 | fParams.fIanglu= Int_t(par[33]); //flag to fix type of angular distribution of in-medium emitted | |
350 | // gluons (0: small-angular, 1: wide-angular, 2:collinear) (default: 0). | |
351 | ||
352 | ||
353 | //PYTHIA parameters: | |
354 | Int_t jj; | |
355 | for (Int_t j = 0; j <25; ++j) { | |
356 | jj= 35+j; | |
357 | SERVICE.parPYTH[j]=par[jj]; | |
358 | } | |
359 | ||
360 | // Set Random Number seed | |
361 | ||
362 | gRandom->SetSeed(fParams.fSeed); //Set 0 to use the current time | |
363 | //to send seed in PYTHIA | |
364 | SERVICE.iseed_fromC=gRandom->GetSeed(); | |
365 | std::cout<<"Seed for random number generation= "<<gRandom->GetSeed()<<std::endl; | |
366 | ||
367 | fParams.fNPartTypes = 0; //counter of hadron species | |
368 | return kTRUE; | |
369 | } | |
370 | ||
03896fc4 | 371 | //_________________________________________________________________________________ |
b1c2e580 | 372 | Bool_t InitialStateHydjet::MultIni() { |
7b7936e9 | 373 | // Calculate average multiplicities, chemical potentials (if necessary), |
374 | // initialize pyquen | |
375 | ||
b1c2e580 | 376 | //check and redefine input parameters |
377 | if(fParams.fTMuType>0 && fParams.fSqrtS > 2.24) { | |
378 | if(fParams.fSqrtS < 2.24){ | |
379 | Error("InitialStateHydjet::MultIni", "SqrtS<2.24 not allowed with fParams.fTMuType>0"); | |
380 | return 0; | |
381 | } | |
382 | ||
383 | //sqrt(s) = 2.24 ==> T_kin = 0.8 GeV | |
384 | //see J. Cleymans, H. Oeschler, K. Redlich,S. Wheaton, Phys Rev. C73 034905 (2006) | |
385 | fParams.fMuB = 1.308/(1. + fParams.fSqrtS*0.273); | |
386 | fParams.fT = 0.166 - 0.139*fParams.fMuB*fParams.fMuB - 0.053*fParams.fMuB*fParams.fMuB* | |
387 | fParams.fMuB*fParams.fMuB; | |
388 | fParams.fMuI3 = 0.; | |
389 | fParams.fMuS = 0.; | |
390 | //create strange potential object and set strangeness density 0 | |
03896fc4 | 391 | StrangePotential* psp = new StrangePotential(0., fDatabase); |
b1c2e580 | 392 | psp->SetBaryonPotential(fParams.fMuB); |
393 | psp->SetTemperature(fParams.fT); | |
394 | //compute strangeness potential | |
395 | if(fParams.fMuB > 0.01) | |
396 | fParams.fMuS = psp->CalculateStrangePotential(); | |
b1c2e580 | 397 | |
398 | //if user choose fYlmax larger then allowed by kinematics at the specified beam energy sqrt(s) | |
399 | if(fParams.fYlmax > TMath::Log(fParams.fSqrtS/0.94)){ | |
400 | Error("InitialStateHydjet::MultIni", "fParams.fYlmax > TMath::Log(fParams.fSqrtS/0.94)!!! "); | |
401 | return 0; | |
402 | } | |
403 | ||
404 | ||
405 | if(fParams.fCorrS <= 0.) { | |
406 | //see F. Becattini, J. Mannien, M. Gazdzicki, Phys Rev. C73 044905 (2006) | |
407 | fParams.fCorrS = 1. - 0.386* TMath::Exp(-1.23*fParams.fT/fParams.fMuB); | |
b1c2e580 | 408 | |
409 | } | |
410 | std::cout<<"The phenomenological f-la J. Cleymans et al. PRC73 034905 (2006) for Tch mu_B was used." << std::endl; | |
411 | std::cout<<"The simulation will be done with the calculated parameters:" << std::endl; | |
412 | std::cout<<"Baryon chemical potential = "<<fParams.fMuB<< " [GeV]" << std::endl; | |
413 | std::cout<<"Strangeness chemical potential = "<<fParams.fMuS<< " [GeV]" << std::endl; | |
414 | std::cout<<"Isospin chemical potential = "<<fParams.fMuI3<< " [GeV]" << std::endl; | |
415 | std::cout<<"Strangeness suppression parameter = "<<fParams.fCorrS << std::endl; | |
416 | std::cout<<"Eta_max = "<<fParams.fYlmax<< std::endl; | |
417 | std::cout << std::endl; | |
418 | ||
419 | } | |
420 | ||
421 | ||
b1c2e580 | 422 | //initialisation of high-pt part |
423 | ||
424 | HYJPAR.nhsel = fParams.fNhsel; | |
425 | HYJPAR.ptmin = fParams.fPtmin; | |
426 | HYJPAR.ishad = fParams.fIshad; | |
427 | HYIPAR.bminh = fParams.fBmin; | |
428 | HYIPAR.bmaxh = fParams.fBmax; | |
429 | HYIPAR.AW = fParams.fAw; | |
430 | ||
431 | HYPYIN.ifb = fParams.fIfb; | |
432 | HYPYIN.bfix = fParams.fBfix; | |
433 | HYPYIN.ene = fParams.fSqrtS; | |
434 | ||
435 | PYQPAR.T0 = fParams.fT0; | |
436 | PYQPAR.tau0 = fParams.fTau0; | |
437 | PYQPAR.nf = fParams.fNf; | |
438 | PYQPAR.ienglu = fParams.fIenglu; | |
439 | PYQPAR.ianglu = fParams.fIanglu; | |
440 | ||
441 | ||
7b7936e9 | 442 | myini_(); // |
b1c2e580 | 443 | |
444 | ||
445 | // calculation of multiplicities of different particle species | |
446 | // according to the grand canonical approach | |
447 | GrandCanonical gc(15, fParams.fT, fParams.fMuB, fParams.fMuS, fParams.fMuI3); | |
3fa37a65 | 448 | GrandCanonical gcCh(15, fParams.fT, fParams.fMuB, fParams.fMuS, fParams.fMuI3); |
449 | GrandCanonical gcPiTh(15, fParams.fThFO, 0., 0., fParams.fMu_th_pip); | |
450 | GrandCanonical gcTh0(15, fParams.fThFO, 0., 0., 0.); | |
b1c2e580 | 451 | |
452 | //effective volume for central | |
453 | double dYl= 2 * fParams.fYlmax; //uniform distr. [-Ylmax; Ylmax] | |
454 | if (fParams.fEtaType >0) dYl = TMath::Sqrt(2 * TMath::Pi()) * fParams.fYlmax ; //Gaussian distr. | |
455 | fVolEff = 2 * TMath::Pi() * fParams.fTau * dYl * (fParams.fR * fParams.fR)/TMath::Power((fParams.fUmax),2) * | |
456 | ((fParams.fUmax)*TMath::SinH((fParams.fUmax))-TMath::CosH((fParams.fUmax))+ 1); | |
b1c2e580 | 457 | |
3fa37a65 | 458 | Double_t particleDensityPiCh=0; |
459 | Double_t particleDensityPiTh=0; | |
b1c2e580 | 460 | |
461 | if(fParams.fThFO != fParams.fT && fParams.fThFO > 0){ | |
3fa37a65 | 462 | particleDensityPiCh = gcCh.ParticleNumberDensity(fDatabase->GetPDGParticle(211)); |
463 | particleDensityPiTh = gcPiTh.ParticleNumberDensity(fDatabase->GetPDGParticle(211)); | |
b1c2e580 | 464 | } |
465 | ||
466 | for(Int_t particleIndex = 0; particleIndex < fDatabase->GetNParticles(); particleIndex++) { | |
467 | ParticlePDG *currParticle = fDatabase->GetPDGParticleByIndex(particleIndex); | |
468 | Int_t encoding = currParticle->GetPDG(); | |
469 | //strangeness supression | |
470 | Double_t gammaS = 1; | |
7b7936e9 | 471 | Int_t s = Int_t(currParticle->GetStrangeness()); |
472 | if(encoding == 333) | |
473 | s = 2; | |
474 | if(fParams.fCorrS < 1. && s != 0) | |
475 | gammaS = TMath::Power(fParams.fCorrS,-TMath::Abs(s)); | |
b1c2e580 | 476 | //average densities |
7b7936e9 | 477 | Double_t particleDensity = gc.ParticleNumberDensity(currParticle)/gammaS; |
b1c2e580 | 478 | |
479 | //compute chemical potential for single f.o. mu==mu_ch | |
480 | Double_t mu = fParams.fMuB * Int_t(currParticle->GetBaryonNumber()) + | |
481 | fParams.fMuS * Int_t(currParticle->GetStrangeness()) + | |
482 | fParams.fMuI3 * Int_t(currParticle->GetElectricCharge()); | |
483 | ||
484 | //thermal f.o. | |
485 | if(fParams.fThFO != fParams.fT && fParams.fThFO > 0){ | |
3fa37a65 | 486 | Double_t particleDensityCh = gcCh.ParticleNumberDensity(currParticle); |
487 | Double_t particleDensityTh0 = gcTh0.ParticleNumberDensity(currParticle); | |
488 | Double_t numbDensBolt = particleDensityPiTh*particleDensityCh/particleDensityPiCh; | |
489 | mu = fParams.fThFO*TMath::Log(numbDensBolt/particleDensityTh0); | |
b1c2e580 | 490 | if(abs(encoding)==211 || encoding==111)mu= fParams.fMu_th_pip; |
3fa37a65 | 491 | particleDensity = numbDensBolt; |
b1c2e580 | 492 | } |
493 | ||
7b7936e9 | 494 | // set particle number density to zero for some species |
495 | // photons | |
496 | if(abs(encoding)==22) | |
497 | particleDensity=0; | |
498 | // K0L and K0S | |
499 | if(abs(encoding)==130 || abs(encoding)==310) { | |
500 | particleDensity=0; | |
501 | } | |
b1c2e580 | 502 | |
503 | if(particleDensity > 0.) { | |
504 | // outMult<<encoding<< " " <<particleDensity<< " "<<mu<<std::endl; | |
505 | fParams.fPartEnc[fParams.fNPartTypes] = encoding; | |
506 | fParams.fPartMult[2 * fParams.fNPartTypes] = particleDensity; | |
507 | fParams.fPartMu[2 * fParams.fNPartTypes] = mu; | |
508 | ++fParams.fNPartTypes; | |
509 | if(fParams.fNPartTypes > 1000) | |
510 | Error("in Bool_t MultIni:", "fNPartTypes is too large %d", fParams.fNPartTypes); | |
511 | } | |
512 | } | |
513 | return kTRUE; | |
514 | } | |
515 | ||
03896fc4 | 516 | //_________________________________________________________________________________ |
b1c2e580 | 517 | Double_t InitialStateHydjet::SimpsonIntegrator2(Double_t a, Double_t b) { |
7b7936e9 | 518 | // Simpson integration |
b1c2e580 | 519 | Int_t nsubIntervals=10000; |
520 | Double_t h = (b - a)/nsubIntervals; //0-pi, phi | |
521 | Double_t s=0; | |
b1c2e580 | 522 | Double_t x = 0; //phi |
523 | for(Int_t j = 1; j < nsubIntervals; j++) { | |
524 | x += h; // phi | |
525 | Double_t e = fParams.fEpsilon; | |
3fa37a65 | 526 | Double_t rSB = fParams.fR; //test: podstavit' *coefff_RB |
527 | Double_t rB = rSB *(TMath::Sqrt(1-e*e)/TMath::Sqrt(1+e*TMath::Cos(2*x))); //f-la7 rB | |
7b7936e9 | 528 | Double_t sr = SimpsonIntegrator(0,rB,x); |
b1c2e580 | 529 | s += sr; |
530 | } | |
531 | return s*h; | |
532 | ||
533 | } | |
534 | ||
03896fc4 | 535 | //_________________________________________________________________________________ |
b1c2e580 | 536 | Double_t InitialStateHydjet::SimpsonIntegrator(Double_t a, Double_t b, Double_t phi) { |
7b7936e9 | 537 | // Simpson integration |
b1c2e580 | 538 | Int_t nsubIntervals=100; |
539 | Double_t h = (b - a)/nsubIntervals; | |
03896fc4 | 540 | Double_t s = F2(phi,a + 0.5*h); |
541 | Double_t t = 0.5*(F2(phi,a) + F2(phi,b)); | |
b1c2e580 | 542 | Double_t x = a; |
543 | Double_t y = a + 0.5*h; | |
544 | for(Int_t i = 1; i < nsubIntervals; i++) { | |
545 | x += h; | |
546 | y += h; | |
03896fc4 | 547 | s += F2(phi,y); |
548 | t += F2(phi,x); | |
b1c2e580 | 549 | } |
550 | t += 2.0*s; | |
551 | return t*h/3.0; | |
552 | } | |
553 | ||
554 | ||
555 | //f2=f(phi,r) | |
03896fc4 | 556 | //_________________________________________________________________________________ |
557 | Double_t InitialStateHydjet::F2(Double_t x, Double_t y) { | |
7b7936e9 | 558 | // formula |
3fa37a65 | 559 | Double_t rSB = fParams.fR; //test: podstavit' *coefff_RB |
560 | Double_t rhou = fParams.fUmax * y / rSB; | |
b1c2e580 | 561 | Double_t ff = y*TMath::CosH(rhou)* |
562 | TMath::Sqrt(1+fParams.fDelta*TMath::Cos(2*x)*TMath::TanH(rhou)*TMath::TanH(rhou)); | |
563 | //n_mu u^mu f-la 20 | |
564 | return ff; | |
565 | } | |
566 | ||
03896fc4 | 567 | //_________________________________________________________________________________ |
b1c2e580 | 568 | Double_t InitialStateHydjet::MidpointIntegrator2(Double_t a, Double_t b) { |
7b7936e9 | 569 | // Perform integration through the mid-point method |
b1c2e580 | 570 | Int_t nsubIntervals=2000; |
571 | Int_t nsubIntervals2=1; | |
572 | Double_t h = (b - a)/nsubIntervals; //0-pi , phi | |
7b7936e9 | 573 | Double_t h2 = (fParams.fR)/nsubIntervals; //0-R maximal rB ? |
b1c2e580 | 574 | Double_t x = a + 0.5*h; |
575 | Double_t y = 0; | |
03896fc4 | 576 | Double_t t = F2(x,y); |
b1c2e580 | 577 | Double_t e = fParams.fEpsilon; |
b1c2e580 | 578 | for(Int_t j = 1; j < nsubIntervals; j++) { |
579 | x += h; // integr phi | |
3fa37a65 | 580 | Double_t rSB = fParams.fR; //test: podstavit' *coefff_RB |
581 | Double_t rB = rSB *(TMath::Sqrt(1-e*e)/TMath::Sqrt(1+e*TMath::Cos(2*x))); //f-la7 rB | |
7b7936e9 | 582 | nsubIntervals2 = Int_t(rB / h2)+1; |
b1c2e580 | 583 | // integr R |
584 | y=0; | |
585 | for(Int_t i = 1; i < nsubIntervals2; i++) | |
03896fc4 | 586 | t += F2(x,(y += h2)); |
b1c2e580 | 587 | } |
588 | return t*h*h2; | |
589 | } | |
590 |