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MuonBremsstrahlungSimulator.cc
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1 //MuonBremsstrahlungSimulator
3 // Description: Implementation of Muon bremsstrahlung using the Petrukhin model
4 //Authors :Sandro Fonseca de Souza and Andre Sznajder (UERJ/Brazil)
5 // Date: 23-Nov-2010
12 
13 #include <cmath>
14 #include <string>
15 #include <iostream>
16 
17 #include "TF1.h"
18 
21  double A, double Z, double density, double radLen, double photonEnergyCut, double photonFractECut)
23  // Set the minimal photon energy for a Brem from mu+/-
25  photonFractE = photonFractECut;
26  d = 0.; //distance
27  LogDebug("MuonBremsstrahlungSimulator") << "Starting the MuonBremsstrahlungSimulator" << std::endl;
28 }
29 
32  double NA = 6.022e+23; //Avogadro's number
33 
34  if (radLengths > 4.) {
35  Particle.particle().setMomentum(0., 0., 0., 0.);
36  deltaPMuon.SetXYZT(0., 0., 0., 0.);
37  brem_photon.SetXYZT(0., 0., 0., 0.);
38  }
39 
40  // Hard brem probability with a photon Energy above photonEnergy.
41 
42  double EMuon = Particle.particle().e(); //Muon Energy
43  if (EMuon < photonEnergy)
44  return;
45  xmin = std::max(photonEnergy / EMuon, photonFractE); //fraction of muon's energy transferred to the photon
46 
47  // xmax = photonEnergy/Particle.particle().e();
48  if (xmin >= 1. || xmin <= 0.)
49  return;
50 
51  xmax = 1.;
52  npar = 3; //Number of parameters
53 
54  // create TF1 using a free C function
55  f1 = new TF1("f1", PetrukhinFunc, xmin, xmax, npar);
56  //Setting parameters
57  f1->SetParameters(EMuon, A, Z);
59  //d = distance for several materials
60  //X0 = radLen
61  //d = radLengths * X0(for tracker,yoke,ECAL and HCAL)
62  d = radLengths * radLen;
63  //Integration
64  bremProba = density * d * (NA / A) * (f1->Integral(0., 1.));
65 
66  // Number of photons to be radiated.
67  unsigned int nPhotons = random->poissonShoot(bremProba);
68  _theUpdatedState.reserve(nPhotons);
69 
70  if (!nPhotons)
71  return;
72 
73  //Rotate to the lab frame
74  double chi = Particle.particle().theta();
75  double psi = Particle.particle().phi();
77  RawParticle::RotationY rotY(chi);
78 
79  // Energy of these photons
80  for (unsigned int i = 0; i < nPhotons; ++i) {
81  // Check that there is enough energy left.
82  if (Particle.particle().e() < photonEnergy)
83  break;
84  LogDebug("MuonBremsstrahlungSimulator") << "MuonBremsstrahlungSimulator parameters:" << std::endl;
85  LogDebug("MuonBremsstrahlungSimulator") << "xmin-> " << xmin << std::endl;
86  LogDebug("MuonBremsstrahlungSimulator") << "Atomic Weight-> " << A << std::endl;
87  LogDebug("MuonBremsstrahlungSimulator") << "Density-> " << density << std::endl;
88  LogDebug("MuonBremsstrahlungSimulator") << "Distance-> " << d << std::endl;
89  LogDebug("MuonBremsstrahlungSimulator") << "bremProba->" << bremProba << std::endl;
90  LogDebug("MuonBremsstrahlungSimulator") << "nPhotons->" << nPhotons << std::endl;
91  LogDebug("MuonBremsstrahlungSimulator") << " Muon_Energy-> " << EMuon << std::endl;
92  LogDebug("MuonBremsstrahlungSimulator") << "X0-> " << radLen << std::endl;
93  LogDebug("MuonBremsstrahlungSimulator") << " radLengths-> " << radLengths << std::endl;
94 
95  // Add a photon
96  RawParticle thePhoton = makeParticle(Particle.particleDataTable(), 22, brem(Particle, random));
97  if (thePhoton.E() > 0.) {
98  thePhoton.rotate(rotY);
99  thePhoton.rotate(rotZ);
100 
101  _theUpdatedState.push_back(thePhoton);
102 
103  // Update the original mu +/-
104  deltaPMuon = Particle.particle().momentum() -= thePhoton.momentum();
105  // Information of brem photon
106  brem_photon.SetXYZT(thePhoton.Px(), thePhoton.Py(), thePhoton.Pz(), thePhoton.E());
107 
108  LogDebug("MuonBremsstrahlungSimulator") << " Muon Bremsstrahlung: photon_energy-> " << thePhoton.E() << std::endl;
109  LogDebug("MuonBremsstrahlungSimulator") << "photon_px->" << thePhoton.Px() << std::endl;
110  LogDebug("MuonBremsstrahlungSimulator") << "photon_py->" << thePhoton.Py() << std::endl;
111  LogDebug("MuonBremsstrahlungSimulator") << "photon_pz->" << thePhoton.Pz() << std::endl;
112  }
113  }
114 }
117  RandomEngineAndDistribution const* random) const {
118  // This is a simple version of a Muon Brem using Petrukhin model .
119  //Ref: http://pdg.lbl.gov/2008/AtomicNuclearProperties/adndt.pdf
120  double mumass = 0.105658367; //mu mass (GeV/c^2)
121 
122  // RANDOM_NUMBER_ERROR
123  // Random number should be generated by the engines from the
124  // RandomNumberGeneratorService. This appears to use the global
125  // engine in ROOT. This is not thread safe unless the module using
126  // it is a one module and declares a shared resource and all
127  // other modules using it also declare the same shared resource.
128  // This also breaks replay.
129  // It might be that this is never used because of the std::cout
130  // statement 2 lines below. I've never seen or heard complaints
131  // about that vebosity ....
132  double xp = f1->GetRandom();
133  LogDebug("MuonBremsstrahlungSimulator") << "MuonBremsstrahlungSimulator: xp->" << xp << std::endl;
134  std::cout << "MuonBremsstrahlungSimulator: xp->" << xp << std::endl;
135 
136  // Have photon energy. Now generate angles with respect to the z axis
137  // defined by the incoming particle's momentum.
138 
139  // Isotropic in phi
140  const double phi = random->flatShoot() * 2 * M_PI;
141  // theta from universal distribution
142  const double theta = gbteth(pp.particle().e(), mumass, xp, random) * mumass / pp.particle().e();
143 
144  // Make momentum components
145  double stheta = std::sin(theta);
146  double ctheta = std::cos(theta);
147  double sphi = std::sin(phi);
148  double cphi = std::cos(phi);
149 
150  return xp * pp.particle().e() * XYZTLorentzVector(stheta * cphi, stheta * sphi, ctheta, 1.);
151 }
153 double MuonBremsstrahlungSimulator::gbteth(const double ener,
154  const double partm,
155  const double efrac,
156  RandomEngineAndDistribution const* random) const {
157  const double alfa = 0.625;
158 
159  const double d = 0.13 * (0.8 + 1.3 / theZ()) * (100.0 + (1.0 / ener)) * (1.0 + efrac);
160  const double w1 = 9.0 / (9.0 + d);
161  const double umax = ener * M_PI / partm;
162  double u;
163 
164  do {
165  double beta = (random->flatShoot() <= w1) ? alfa : 3.0 * alfa;
166  u = -std::log(random->flatShoot() * random->flatShoot()) / beta;
167  } while (u >= umax);
168 
169  return u;
170 }
RawParticle
Definition: RawParticle.h:37
mps_fire.i
i
Definition: mps_fire.py:428
MessageLogger.h
RawParticle::E
double E() const
energy of the momentum
Definition: RawParticle.h:306
RawParticle::momentum
const XYZTLorentzVector & momentum() const
the momentum fourvector
Definition: RawParticle.h:321
makeParticle
RawParticle makeParticle(HepPDT::ParticleDataTable const *, int id, const math::XYZTLorentzVector &p)
Definition: makeParticle.cc:28
HLT_FULL_cff.beta
beta
Definition: HLT_FULL_cff.py:8686
MaterialEffectsSimulator::_theUpdatedState
std::vector< RawParticle > _theUpdatedState
Definition: MaterialEffectsSimulator.h:82
gather_cfg.cout
cout
Definition: gather_cfg.py:144
MuonBremsstrahlungSimulator::compute
void compute(ParticlePropagator &Particle, RandomEngineAndDistribution const *) override
Generate Bremsstrahlung photons.
Definition: MuonBremsstrahlungSimulator.cc:31
MuonBremsstrahlungSimulator::deltaPMuon
XYZTLorentzVector deltaPMuon
Definition: MuonBremsstrahlungSimulator.h:72
XYZTLorentzVector
math::XYZTLorentzVector XYZTLorentzVector
Definition: RawParticle.h:25
MaterialEffectsSimulator::theZ
double theZ() const
Z.
Definition: MaterialEffectsSimulator.h:40
RawParticle::RotationZ
ROOT::Math::RotationZ RotationZ
Definition: RawParticle.h:48
PetrukhinFunc
double PetrukhinFunc(double *x, double *p)
Definition: PetrukhinModel.cc:22
MuonBremsstrahlungSimulator::f1
TF1 * f1
Definition: MuonBremsstrahlungSimulator.h:45
RandomEngineAndDistribution.h
funct::sin
Sin< T >::type sin(const T &t)
Definition: Sin.h:22
MuonBremsstrahlungSimulator::xmin
double xmin
The fractional photon energy cut (determined from the above two)
Definition: MuonBremsstrahlungSimulator.h:56
MuonBremsstrahlungSimulator::brem_photon
XYZTLorentzVector brem_photon
Definition: MuonBremsstrahlungSimulator.h:74
MuonBremsstrahlungSimulator::d
double d
Definition: MuonBremsstrahlungSimulator.h:57
RawParticle::RotationY
ROOT::Math::RotationY RotationY
Definition: RawParticle.h:47
MuonBremsstrahlungSimulator::npar
int npar
Definition: MuonBremsstrahlungSimulator.h:47
funct::cos
Cos< T >::type cos(const T &t)
Definition: Cos.h:22
MuonBremsstrahlungSimulator::xmax
double xmax
Definition: MuonBremsstrahlungSimulator.h:56
MaterialEffectsSimulator::Z
double Z
Definition: MaterialEffectsSimulator.h:88
theta
Geom::Theta< T > theta() const
Definition: Basic3DVectorLD.h:150
fastSimProducer_cff.photonEnergyCut
photonEnergyCut
Definition: fastSimProducer_cff.py:22
fastSimProducer_cff.radLen
radLen
Definition: fastSimProducer_cff.py:62
MaterialEffectsSimulator
Definition: MaterialEffectsSimulator.h:25
PetrukhinModel.h
MuonBremsstrahlungSimulator::photonFractE
double photonFractE
The minimum photon fractional energy (wrt that of the electron)
Definition: MuonBremsstrahlungSimulator.h:53
MuonBremsstrahlungSimulator.h
MaterialEffectsSimulator::radLengths
double radLengths
Definition: MaterialEffectsSimulator.h:84
LogDebug
#define LogDebug(id)
Definition: MessageLogger.h:233
MuonBremsstrahlungSimulator::brem
XYZTLorentzVector brem(ParticlePropagator &p, RandomEngineAndDistribution const *) const
Compute Brem photon energy and angles, if any.
Definition: MuonBremsstrahlungSimulator.cc:116
SiStripPI::max
Definition: SiStripPayloadInspectorHelper.h:169
MaterialEffectsSimulator::density
double density
Definition: MaterialEffectsSimulator.h:89
A
ParticlePropagator
Definition: ParticlePropagator.h:28
RawParticle::Py
double Py() const
y of the momentum
Definition: RawParticle.h:300
M_PI
#define M_PI
Definition: BXVectorInputProducer.cc:49
makeParticle.h
RandomEngineAndDistribution::flatShoot
double flatShoot(double xmin=0.0, double xmax=1.0) const
Definition: RandomEngineAndDistribution.h:27
RawParticle::rotate
void rotate(double rphi, const XYZVector &raxis)
Definition: RawParticle.cc:41
MuonBremsstrahlungSimulator::bremProba
double bremProba
Definition: MuonBremsstrahlungSimulator.h:51
DDAxes::phi
MuonBremsstrahlungSimulator::gbteth
double gbteth(const double ener, const double partm, const double efrac, RandomEngineAndDistribution const *) const
A universal angular distribution - still from GEANT.
Definition: MuonBremsstrahlungSimulator.cc:153
psi
std::map< std::string, int, std::less< std::string > > psi
Definition: CountProcessesAction.h:15
MaterialEffectsSimulator::radLen
double radLen
Definition: MaterialEffectsSimulator.h:90
Particle
Definition: Particle.py:1
dqm-mbProfile.log
log
Definition: dqm-mbProfile.py:17
createTree.pp
pp
Definition: createTree.py:17
MuonBremsstrahlungSimulator::MuonBremsstrahlungSimulator
MuonBremsstrahlungSimulator(double A, double Z, double density, double radLen, double photonEnergyCut, double photonFractECut)
Constructor.
Definition: MuonBremsstrahlungSimulator.cc:20
BeamSpotPI::Z
Definition: BeamSpotPayloadInspectorHelper.h:33
RawParticle::Px
double Px() const
x of the momentum
Definition: RawParticle.h:297
MuonBremsstrahlungSimulator::photonEnergy
double photonEnergy
The minimum photon energy to be radiated, in GeV.
Definition: MuonBremsstrahlungSimulator.h:50
RawParticle::Pz
double Pz() const
z of the momentum
Definition: RawParticle.h:303
RandomEngineAndDistribution::poissonShoot
unsigned int poissonShoot(double mean) const
Definition: RandomEngineAndDistribution.h:33
MaterialEffectsSimulator::A
double A
Definition: MaterialEffectsSimulator.h:87
fastSimProducer_cff.density
density
Definition: fastSimProducer_cff.py:61
fastsim::Constants::NA
static constexpr double NA
Avogadro's number.
Definition: Constants.h:16
RandomEngineAndDistribution
Definition: RandomEngineAndDistribution.h:18