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#include <TopologyWorker.h>
Public Member Functions | |
| void | clear (void) |
| double | get_aplanarity () |
| double | get_centrality () |
| double | get_et0 () |
| double | get_et56 () |
| double | get_h10 () |
| double | get_h20 () |
| double | get_h30 () |
| double | get_h40 () |
| double | get_h50 () |
| double | get_h60 () |
| double | get_ht () |
| double | get_ht3 () |
| double | get_njetW () |
| double | get_sphericity () |
| double | get_sqrts () |
| int | getFast () |
| double | getThMomPower () |
| TVector3 | majorAxis () |
| TVector3 | minorAxis () |
| double | oblateness () |
| void | planes_sphe (double &pnorm, double &p2, double &p3) |
| void | planes_sphe_wei (double &pnorm, double &p2, double &p3) |
| void | planes_thrust (double &pnorm, double &p2, double &p3) |
| void | setFast (int nf) |
| void | setPartList (TObjArray *e1, TObjArray *e2) |
| void | setThMomPower (double tp) |
| void | setVerbose (bool loud) |
| void | sumangles (float &sdeta, float &sdr) |
| TVector3 | thrust () |
| TVector3 | thrustAxis () |
| TopologyWorker () | |
| TopologyWorker (bool boost) | |
| virtual | ~TopologyWorker () |
Private Member Functions | |
| double | CalcEta (int i) |
| double | CalcEta2 (int i) |
| void | CalcHTstuff () |
| double | CalcPt (int i) |
| double | CalcPt2 (int i) |
| void | CalcSqrts () |
| void | CalcWmul () |
| void | fowo () |
| void | getetaphi (double px, double py, double pz, double &eta, double &phi) |
| int | iPow (int man, int exp) |
| void | ludbrb (TMatrix *mom, double the, double phi, double bx, double by, double bz) |
| void | sanda () |
| double | sign (double a, double b) |
| double | ulAngle (double x, double y) |
Private Attributes | |
| double | m_apl |
| bool | m_boost |
| double | m_centrality |
| TMatrix | m_dAxes |
| double | m_dConv |
| double | m_dDeltaThPower |
| double | m_dOblateness |
| double | m_dSphMomPower |
| double | m_dThrust [4] |
| double | m_et0 |
| double | m_et56 |
| bool | m_fowo_called |
| double | m_h10 |
| double | m_h20 |
| double | m_h30 |
| double | m_h40 |
| double | m_h50 |
| double | m_h60 |
| double | m_ht |
| double | m_ht3 |
| int | m_iFast |
| int | m_iGood |
| TVector3 | m_MajorAxis |
| TVector3 | m_MinorAxis |
| TMatrix | m_mom |
| TMatrix | m_mom2 |
| double | m_njetsweighed |
| int | m_np |
| int | m_np2 |
| TRandom | m_random |
| bool | m_sanda_called |
| double | m_sph |
| double | m_sqrts |
| bool | m_sumangles_called |
| TVector3 | m_Thrust |
| TVector3 | m_ThrustAxis |
| bool | m_verbose |
Static Private Attributes | |
| static int | m_maxpart = 1000 |
Description: <one line="" class="" summary>="">
Implementation: <Notes on="" implementation>=""> This class contains the topological methods as used in D0 (all hadronic) analyses.
Definition at line 32 of file TopologyWorker.h.
| TopologyWorker::TopologyWorker | ( | ) | [inline] |
Definition at line 35 of file TopologyWorker.h.
{;}
| TopologyWorker::TopologyWorker | ( | bool | boost | ) |
Definition at line 176 of file TopologyWorker.h.
References m_apl, m_boost, m_dAxes, m_et0, m_et56, m_fowo_called, m_h10, m_h20, m_h30, m_h40, m_ht, m_ht3, m_maxpart, m_mom, m_mom2, m_njetsweighed, m_np, m_np2, m_sanda_called, m_sph, m_sqrts, m_sumangles_called, and m_verbose.
: m_dSphMomPower(2.0),m_dDeltaThPower(0), m_iFast(4),m_dConv(0.0001),m_iGood(2) { m_dAxes.ResizeTo(4,4); m_mom.ResizeTo(m_maxpart,6); m_mom2.ResizeTo(m_maxpart,6); m_np=-1; m_np2=-1; m_sanda_called=false; m_fowo_called=false; m_sumangles_called=false; m_verbose=false; m_boost=boost; m_sph=-1; m_apl=-1; m_h10=-1; m_h20=-1; m_h30=-1; m_h40=-1; m_sqrts=0; m_ht=0; m_ht3=0; m_et56=0; m_njetsweighed=0; m_et0=0; }
| virtual TopologyWorker::~TopologyWorker | ( | ) | [inline, virtual] |
Definition at line 37 of file TopologyWorker.h.
{;}
| double TopologyWorker::CalcEta | ( | int | i | ) | [inline, private] |
| double TopologyWorker::CalcEta2 | ( | int | i | ) | [inline, private] |
| void TopologyWorker::CalcHTstuff | ( | ) | [private] |
Definition at line 1683 of file TopologyWorker.h.
References CalcPt(), CalcPt2(), h, i, j, m_centrality, m_et0, m_et56, m_ht, m_ht3, m_mom, m_np, m_np2, and mathSSE::sqrt().
Referenced by setPartList().
{
m_ht=0;
m_ht3=0;
m_et56=0;
m_et0=0;
double ptlead=0;
double h=0;
for(int i=0; i< m_np; i++){
//cout << i << "/" << m_np << ":" << CalcPt(i) << endl;
m_ht+=CalcPt(i);
h+=m_mom(i,4);
if(i>1)
m_ht3+=CalcPt(i);
if(i==5)
m_et56=sqrt(CalcPt(i)*CalcPt(i-1));
}
for(int j=0; j< m_np2; j++){
//cout << j << "/" << m_np2 << ":" << CalcPt2(j) << endl;
if(ptlead<CalcPt2(j))
ptlead=CalcPt2(j);
}
if(m_ht>0.0001){
m_et0=ptlead/m_ht;
//cout << "calculating ETO" << m_et0 << "=" << ptlead << endl;
}
if(h>0.00001)
m_centrality=m_ht/h;
}
| double TopologyWorker::CalcPt | ( | int | i | ) | [inline, private] |
Definition at line 157 of file TopologyWorker.h.
References m_mom, funct::pow(), and mathSSE::sqrt().
Referenced by CalcHTstuff(), and CalcWmul().
| double TopologyWorker::CalcPt2 | ( | int | i | ) | [inline, private] |
Definition at line 158 of file TopologyWorker.h.
References m_mom2, funct::pow(), and mathSSE::sqrt().
Referenced by CalcHTstuff().
| void TopologyWorker::CalcSqrts | ( | ) | [private] |
Definition at line 1667 of file TopologyWorker.h.
References relval_parameters_module::energy, event(), i, m_mom, m_np, m_sqrts, funct::pow(), and mathSSE::sqrt().
Referenced by setPartList().
{
TLorentzVector event(0,0,0,0);
TLorentzVector worker(0,0,0,0);
for(int i=0; i< m_np; i++){
double energy=m_mom(i,4);
if(m_mom(i,4)<0.00001)
energy=sqrt(pow(m_mom(i,1),2)+pow(m_mom(i,2),2)+pow(m_mom(i,3),2));
// assume massless particle if only TVector3s are provided...
worker.SetXYZT(m_mom(i,1),m_mom(i,2),m_mom(i,3),energy);
event+=worker;
}
m_sqrts=event.M();
}
| void TopologyWorker::CalcWmul | ( | ) | [private] |
Definition at line 1642 of file TopologyWorker.h.
References CalcPt(), m_njetsweighed, m_np, and query::result.
Referenced by setPartList().
{
Int_t njets = m_np;
double result=0;
for(Int_t ijet=0; ijet<njets-1; ijet++){
double emin=55;
double emax=55;
if(CalcPt(ijet)<55)
emax=CalcPt(ijet);
if(CalcPt(ijet+1)<55)
emin=CalcPt(ijet+1);
result+=0.5 * (emax*emax-emin*emin)*(ijet+1);
}
double elo=15;
if(CalcPt(njets-1)>elo){
elo=CalcPt(njets-1);
}
result+=0.5 * (elo*elo-(15*15))*(njets);
result/=((55*55)-100)/2.0;
m_njetsweighed=result;
}
| void TopologyWorker::clear | ( | void | ) | [inline] |
| void TopologyWorker::fowo | ( | ) | [private] |
Definition at line 1445 of file TopologyWorker.h.
References Exhume::I, m_fowo_called, m_h10, m_h20, m_h30, m_h40, m_h50, m_h60, m_mom, m_np, N, P, funct::pow(), and mathSSE::sqrt().
Referenced by get_h10(), get_h20(), get_h30(), get_h40(), get_h50(), and get_h60().
{
// 20020830 changed: from p/E to Et/Ettot and include H50 and H60
m_fowo_called=true;
// include fox wolframs
float H10=-1;
float H20=-1;
float H30=-1;
float H40=-1;
float H50=-1;
float H60=-1;
if (1==1) {
float P[1000][6],H0,HD,CTHE;
int N,NP,I,J,I1,I2;
H0=HD=0.;
N=m_np;
NP=0;
for (I=1;I<N+1;I++){
NP++; // start at one
P[NP][1]=m_mom(I-1,1) ;
P[NP][2]=m_mom(I-1,2) ;
P[NP][3]=m_mom(I-1,3) ;
P[NP][4]=m_mom(I-1,4) ;
P[NP][5]=m_mom(I-1,5) ;
}
N=NP;
NP=0;
for (I=1;I<N+1;I++) {
NP=NP+1;
for (J=1;J<5;J++) {
P[N+NP][J]=P[I][J];
}
// p/E
P[N+NP][4]=sqrt(pow(P[I][1],2)+pow(P[I][2],2)+pow(P[I][3],2));
// Et/Ettot
P[N+NP][5]=sqrt(pow(P[I][1],2)+pow(P[I][2],2));
H0=H0+P[N+NP][5];
HD=HD+pow(P[N+NP][5],2);
}
H0=H0*H0;
// Very low multiplicities (0 or 1) not considered.
if (NP<2) {
H10=-1.;
H20=-1.;
H30=-1.;
H40=-1.;
H50=-1.;
H60=-1.;
return;
}
// Calculate H1 - H4.
H10=0.;
H20=0.;
H30=0.;
H40=0.;
H50=0.;
H60=0.;
for (I1=N+1;I1<N+NP+1;I1++) { //130
for (I2=I1+1;I2<N+NP+1;I2++) { // 120
CTHE=(P[I1][1]*P[I2][1]+P[I1][2]*P[I2][2]+P[I1][3]*P[I2][3])/
(P[I1][4]*P[I2][4]);
H10=H10+P[I1][5]*P[I2][5]*CTHE;
double C2=(1.5*CTHE*CTHE-0.5);
H20=H20+P[I1][5]*P[I2][5]*C2;
double C3=(2.5*CTHE*CTHE*CTHE-1.5*CTHE);
H30=H30+P[I1][5]*P[I2][5]*C3;
// use recurrence
double C4=(7*CTHE*C3 - 3*C2)/4.;
double C5=(9*CTHE*C4 - 4*C3)/5.;
double C6=(11*CTHE*C5 - 5*C4)/6.;
// H40=H40+P[I1][5]*P[I2][5]*(4.375*pow(CTHE,4)-3.75*CTHE*CTHE+0.375);
// H50=H50+P[I1][5]*P[I2][5]*
// (63./8.*pow(CTHE,5)-70./8.*CTHE*CTHE*CTHE+15./8.*CTHE);
// H60=H60+P[I1][5]*P[I2][5]*
// (231/16.*pow(CTHE,6)-315./16.*CTHE*CTHE*CTHE*CTHE+105./16.*CTHE*CTHE-5./16.);
H40=H40+P[I1][5]*P[I2][5]*C4;
H50=H50+P[I1][5]*P[I2][5]*C5;
H60=H60+P[I1][5]*P[I2][5]*C6;
} // 120
} // 130
H10=(HD+2.*H10)/H0;
H20=(HD+2.*H20)/H0;
H30=(HD+2.*H30)/H0;
H40=(HD+2.*H40)/H0;
H50=(HD+2.*H50)/H0;
H60=(HD+2.*H60)/H0;
m_h10=H10;
m_h20=H20;
m_h30=H30;
m_h40=H40;
m_h50=H50;
m_h60=H60;
}
}
| double TopologyWorker::get_aplanarity | ( | ) |
Definition at line 1578 of file TopologyWorker.h.
References m_apl, m_sanda_called, and sanda().
{
if (!m_sanda_called) sanda();
return m_apl;
}
| double TopologyWorker::get_centrality | ( | ) | [inline] |
| double TopologyWorker::get_et0 | ( | ) | [inline] |
| double TopologyWorker::get_et56 | ( | ) | [inline] |
| double TopologyWorker::get_h10 | ( | ) |
Definition at line 1547 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h10.
{
if (!m_fowo_called) fowo();
return m_h10;
}
| double TopologyWorker::get_h20 | ( | ) |
Definition at line 1551 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h20.
{
if (!m_fowo_called) fowo();
return m_h20;
}
| double TopologyWorker::get_h30 | ( | ) |
Definition at line 1555 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h30.
{
if (!m_fowo_called) fowo();
return m_h30;
}
| double TopologyWorker::get_h40 | ( | ) |
Definition at line 1559 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h40.
{
if (!m_fowo_called) fowo();
return m_h40;
}
| double TopologyWorker::get_h50 | ( | ) |
Definition at line 1564 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h50.
{
if (!m_fowo_called) fowo();
return m_h50;
}
| double TopologyWorker::get_h60 | ( | ) |
Definition at line 1568 of file TopologyWorker.h.
References fowo(), m_fowo_called, and m_h60.
{
if (!m_fowo_called) fowo();
return m_h60;
}
| double TopologyWorker::get_ht | ( | ) | [inline] |
| double TopologyWorker::get_ht3 | ( | ) | [inline] |
| double TopologyWorker::get_njetW | ( | ) | [inline] |
| double TopologyWorker::get_sphericity | ( | ) |
Definition at line 1574 of file TopologyWorker.h.
References m_sanda_called, m_sph, and sanda().
{
if (!m_sanda_called) sanda();
return m_sph;
}
| double TopologyWorker::get_sqrts | ( | ) | [inline] |
| void TopologyWorker::getetaphi | ( | double | px, |
| double | py, | ||
| double | pz, | ||
| double & | eta, | ||
| double & | phi | ||
| ) | [private] |
Definition at line 1583 of file TopologyWorker.h.
References create_public_lumi_plots::log, AlCaHLTBitMon_ParallelJobs::p, pi, mathSSE::sqrt(), and funct::tan().
Referenced by CalcEta(), CalcEta2(), planes_sphe(), planes_sphe_wei(), and sumangles().
{
double pi=3.1415927;
double p=sqrt(px*px+py*py+pz*pz);
// get eta and phi
double th=pi/2.;
if (p!=0) {
th=acos(pz/p); // Theta
}
float thg=th;
if (th<=0) {
thg = pi + th;
}
eta=-9.;
if (tan( thg/2.0 )>0.000001) {
eta = -log( tan( thg/2.0 ) );
}
phi = atan2(py,px);
if(phi<=0) phi += 2.0*pi;
return;
}
| Int_t TopologyWorker::getFast | ( | ) |
| double TopologyWorker::getThMomPower | ( | ) |
Definition at line 567 of file TopologyWorker.h.
References m_dDeltaThPower.
{
return 1.0 + m_dDeltaThPower;
}
| Int_t TopologyWorker::iPow | ( | int | man, |
| int | exp | ||
| ) | [private] |
Definition at line 1630 of file TopologyWorker.h.
References create_public_lumi_plots::exp, and gen::k.
Referenced by setPartList().
| void TopologyWorker::ludbrb | ( | TMatrix * | mom, |
| double | the, | ||
| double | phi, | ||
| double | bx, | ||
| double | by, | ||
| double | bz | ||
| ) | [private] |
Definition at line 652 of file TopologyWorker.h.
References beta, i, j, gen::k, np, and makeMuonMisalignmentScenario::rot.
Referenced by setPartList().
{
// Ignore "zeroth" elements in rot,pr,dp.
// Trying to use physics-like notation.
TMatrix rot(4,4);
double pr[4];
double dp[5];
Int_t np = mom->GetNrows();
if ( the*the + phi*phi > 1.0E-20 )
{
rot(1,1) = TMath::Cos(the)*TMath::Cos(phi);
rot(1,2) = -TMath::Sin(phi);
rot(1,3) = TMath::Sin(the)*TMath::Cos(phi);
rot(2,1) = TMath::Cos(the)*TMath::Sin(phi);
rot(2,2) = TMath::Cos(phi);
rot(2,3) = TMath::Sin(the)*TMath::Sin(phi);
rot(3,1) = -TMath::Sin(the);
rot(3,2) = 0.0;
rot(3,3) = TMath::Cos(the);
for ( Int_t i = 0; i < np; i++ )
{
for ( Int_t j = 1; j < 4; j++ )
{
pr[j] = (*mom)(i,j);
(*mom)(i,j) = 0;
}
for ( Int_t jb = 1; jb < 4; jb++)
{
for ( Int_t k = 1; k < 4; k++)
{
(*mom)(i,jb) = (*mom)(i,jb) + rot(jb,k)*pr[k];
}
}
}
double beta = TMath::Sqrt( bx*bx + by*by + bz*bz );
if ( beta*beta > 1.0E-20 )
{
if ( beta > 0.99999999 )
{
//send message: boost too large, resetting to <~1.0.
bx = bx*(0.99999999/beta);
by = by*(0.99999999/beta);
bz = bz*(0.99999999/beta);
beta = 0.99999999;
}
double gamma = 1.0/TMath::Sqrt(1.0 - beta*beta);
for ( Int_t i = 0; i < np; i++ )
{
for ( Int_t j = 1; j < 5; j++ )
{
dp[j] = (*mom)(i,j);
}
double bp = bx*dp[1] + by*dp[2] + bz*dp[3];
double gbp = gamma*(gamma*bp/(1.0 + gamma) + dp[4]);
(*mom)(i,1) = dp[1] + gbp*bx;
(*mom)(i,2) = dp[2] + gbp*by;
(*mom)(i,3) = dp[3] + gbp*bz;
(*mom)(i,4) = gamma*(dp[4] + bp);
}
}
}
return;
}
| TVector3 TopologyWorker::majorAxis | ( | ) |
Definition at line 595 of file TopologyWorker.h.
References m_dAxes, and m_MajorAxis.
Referenced by planes_thrust().
{
TVector3 m_MajorAxis(m_dAxes(2,1),m_dAxes(2,2),m_dAxes(2,3));
return m_MajorAxis;
}
| TVector3 TopologyWorker::minorAxis | ( | ) |
Definition at line 601 of file TopologyWorker.h.
References m_dAxes, and m_MinorAxis.
Referenced by planes_thrust().
{
TVector3 m_MinorAxis(m_dAxes(3,1),m_dAxes(3,2),m_dAxes(3,3));
return m_MinorAxis;
}
| double TopologyWorker::oblateness | ( | ) |
Definition at line 613 of file TopologyWorker.h.
References m_dOblateness.
{
return m_dOblateness;
}
| void TopologyWorker::planes_sphe | ( | double & | pnorm, |
| double & | p2, | ||
| double & | p3 | ||
| ) |
Definition at line 879 of file TopologyWorker.h.
References a, create_public_lumi_plots::ax, b, trackerHits::c, funct::cos(), alignCSCRings::e, eta(), create_public_lumi_plots::exp, getetaphi(), Exhume::I, gen::k, m_mom, m_np, siStripFEDMonitor_P5_cff::Max, siStripFEDMonitor_P5_cff::Min, N, P, p3, p4, phi, pi, funct::pow(), PWT, SGN, funct::sin(), and mathSSE::sqrt().
{
//float SPH=-1; //FIXME: commented out since gcc461 complained that this variable is set but unused
//float APL=-1; //FIXME: commented out since gcc461 complained that this variable is set but unused
// C...Calculate matrix to be diagonalized.
float P[1000][6];
double SM[4][4],SV[4][4];
double PA,PWT,PS,SQ,SR,SP,SMAX,SGN;
int NP;
int J, J1, J2, I, N, JA, JB, J3, JC, JB1, JB2;
JA=JB=JC=0;
double RL;
float rlu,rlu1;
//
// --- get the input form GTRACK arrays
//
N=m_np;
NP=0;
for (I=1;I<N+1;I++){
NP++; // start at one
P[NP][1]=m_mom(I-1,1) ;
P[NP][2]=m_mom(I-1,2) ;
P[NP][3]=m_mom(I-1,3) ;
P[NP][4]=m_mom(I-1,4) ;
P[NP][5]=0;
}
//
//---
//
N=NP;
for (J1=1;J1<4;J1++) {
for (J2=J1;J2<4;J2++) {
SM[J1][J2]=0.;
}
}
PS=0.;
for (I=1;I<N+1;I++) { // 140
PA=sqrt(pow(P[I][1],2)+pow(P[I][2],2)+pow(P[I][3],2));
double eta,phi;
getetaphi(P[I][1],P[I][2],P[I][3],eta,phi);
PWT=exp(-std::fabs(eta));
PWT=1.;
for (J1=1;J1<4;J1++) { // 130
for (J2=J1;J2<4;J2++) { // 120
SM[J1][J2]=SM[J1][J2]+PWT*P[I][J1]*P[I][J2];
}
} // 130
PS=PS+PWT*PA*PA;
} //140
// C...Very low multiplicities (0 or 1) not considered.
if(NP<2) {
//SPH=-1.; //FIXME: commented out since gcc461 complained that this variable is set but unused
//APL=-1.; //FIXME: commented out since gcc461 complained that this variable is set but unused
return;
}
for (J1=1;J1<4;J1++) { // 160
for (J2=J1;J2<4;J2++) { // 150
SM[J1][J2]=SM[J1][J2]/PS;
}
} // 160
// C...Find eigenvalues to matrix (third degree equation).
SQ=(SM[1][1]*SM[2][2]+SM[1][1]*SM[3][3]+SM[2][2]*SM[3][3]
-pow(SM[1][2],2)
-pow(SM[1][3],2)-pow(SM[2][3],2))/3.-1./9.;
SR=-0.5*(SQ+1./9.+SM[1][1]*pow(SM[2][3],2)+SM[2][2]*pow(SM[1][3],2)+SM[3][3]*
pow(SM[1][2],2)-SM[1][1]*SM[2][2]*SM[3][3])+SM[1][2]*SM[1][3]*SM[2][3]+1./27.;
SP=TMath::Cos(TMath::ACos(TMath::Max(TMath::Min(SR/TMath::Sqrt(-pow(SQ,3)),1.),-1.))/3.);
P[N+1][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Max(2.*SP,TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+3][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Min(2.*SP,-TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+2][4]=1.-P[N+1][4]-P[N+3][4];
if (P[N+2][4]> 1E-5) {
// C...Find first and last eigenvector by solving equation system.
for (I=1;I<4;I=I+2) { // 240
for (J1=1;J1<4;J1++) { // 180
SV[J1][J1]=SM[J1][J1]-P[N+I][4];
for (J2=J1+1;J2<4;J2++) { // 170
SV[J1][J2]=SM[J1][J2];
SV[J2][J1]=SM[J1][J2];
}
} // 180
SMAX=0.;
for (J1=1;J1<4;J1++) { // 200
for (J2=1;J2<4;J2++) { // 190
if(std::fabs(SV[J1][J2])>SMAX) { // 190
JA=J1;
JB=J2;
SMAX=std::fabs(SV[J1][J2]);
}
} // 190
} // 200
SMAX=0.;
for (J3=JA+1;J3<JA+3;J3++) { // 220
J1=J3-3*((J3-1)/3);
RL=SV[J1][JB]/SV[JA][JB];
for (J2=1;J2<4;J2++) { // 210
SV[J1][J2]=SV[J1][J2]-RL*SV[JA][J2];
if (std::fabs(SV[J1][J2])>SMAX) { // GOTO 210
JC=J1;
SMAX=std::fabs(SV[J1][J2]);
}
} // 210
} // 220
JB1=JB+1-3*(JB/3);
JB2=JB+2-3*((JB+1)/3);
P[N+I][JB1]=-SV[JC][JB2];
P[N+I][JB2]=SV[JC][JB1];
P[N+I][JB]=-(SV[JA][JB1]*P[N+I][JB1]+SV[JA][JB2]*P[N+I][JB2])/
SV[JA][JB];
PA=TMath::Sqrt(pow(P[N+I][1],2)+pow(P[N+I][2],2)+pow(P[N+I][3],2));
// make a random number
float pa=P[N-1][I];
rlu=std::fabs(pa)-std::fabs(int(pa)*1.);
rlu1=std::fabs(pa*pa)-std::fabs(int(pa*pa)*1.);
SGN=pow((-1.),1.*int(rlu+0.5));
for (J=1;J<4;J++) { // 230
P[N+I][J]=SGN*P[N+I][J]/PA;
} // 230
} // 240
// C...Middle axis orthogonal to other two. Fill other codes.
SGN=pow((-1.),1.*int(rlu1+0.5));
P[N+2][1]=SGN*(P[N+1][2]*P[N+3][3]-P[N+1][3]*P[N+3][2]);
P[N+2][2]=SGN*(P[N+1][3]*P[N+3][1]-P[N+1][1]*P[N+3][3]);
P[N+2][3]=SGN*(P[N+1][1]*P[N+3][2]-P[N+1][2]*P[N+3][1]);
// C...Calculate sphericity and aplanarity. Select storing option.
//SPH=1.5*(P[N+2][4]+P[N+3][4]); //FIXME: commented out since gcc461 complained that this variable is set but unused
//APL=1.5*P[N+3][4]; //FIXME: commented out since gcc461 complained that this variable is set but unused
} // check 1
// so assume now we have Sphericity axis, which one give the minimal Pts
double etstot[4];
double eltot[4];
double sum23=0;
double sum22=0;
double sum33=0;
double pina[4];
double ax[4], ay[4], az[4];
for (int ia=1;ia<4;ia++) {
etstot[ia]=0;
eltot[ia]=0;
pina[ia]=0;
ax[ia]=P[N+ia][1];
ay[ia]=P[N+ia][2];
az[ia]=P[N+ia][3];
ax[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
ay[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
az[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
}
for (int k =0 ; k<m_np ; k++) {
// double eta,phi;
// getetaphi(m_mom(k,1),m_mom(k,2),m_mom(k,3),eta,phi);
double W=1.0;
for (int ia=1;ia<4;ia++) {
double e=sqrt(m_mom(k,1)*m_mom(k,1) +
m_mom(k,2)*m_mom(k,2) +
m_mom(k,3)*m_mom(k,3));
double el=ax[ia]*m_mom(k,1) + ay[ia]*m_mom(k,2) + az[ia]*m_mom(k,3);
pina[ia]=el;
double ets=(e*e-el*el);
etstot[ia]+=ets*W;
eltot[ia]+=el*el;
}
double a2=pina[2];
double a3=pina[3];
// double h=0.4;
//a2=pina[2]*cos(h)+pina[3]*sin(h);
//a3=pina[3]*cos(h)-pina[2]*sin(h);
sum22+=a2*a2*W;
sum23+=a2*a3*W;
sum33+=a3*a3*W;
}
double pi=3.1415927;
double phi=pi/2.0;
double phip=pi/2.0;
double a=sum23;
double c=-a;
double b=sum22-sum33;
double disc=b*b-4*a*c;
// cout << " disc " << disc << endl;
if (disc>=0) {
double x1=(sqrt(disc)-b)/2/a;
double x2=(-sqrt(disc)-b)/2/a;
phi=atan(x1);
phip=atan(x2);
if (phi<0) phi=2.*pi+phi;
if (phip<0) phip=2.*pi+phip;
}
double p21=sum22*cos(phi)*cos(phi)+sum33*sin(phi)*sin(phi)+2*sum23*cos(phi)*sin(phi);
double p31=sum22*sin(phi)*sin(phi)+sum33*cos(phi)*cos(phi)-2*sum23*cos(phi)*sin(phi);
double p22=sum22*cos(phip)*cos(phip)+sum33*sin(phip)*sin(phip)+2*sum23*cos(phip)*sin(phip);
double p32=sum22*sin(phip)*sin(phip)+sum33*cos(phip)*cos(phip)-2*sum23*cos(phip)*sin(phip);
double d1=std::fabs(p31*p31 - p21*p21);
double d2=std::fabs(p32*p32 - p22*p22);
//cout << " eltot " << eltot[2] << " " << eltot[3] << endl;
//cout << " phi " << phi << " " << phip << endl;
//cout << " d " << d1 << " " << d2 << endl;
p2=p21;
p3=p31;
if (d2>d1) {
p2=p22;
p3=p32;
}
pnorm=sqrt(eltot[1]);
if (p2>p3) {
p3=sqrt(p3);
p2=sqrt(p2);
}else {
double p4=p3;
p3=sqrt(p2);
p2=sqrt(p4);
}
//cout << " sum2 sum3 " << sqrt(sum22) << " " << sqrt(sum33) << endl;
//cout << " p2 p3 " << p2 << " " << p3 << endl;
//double els=sqrt(eltot[2]*eltot[2]+eltot[3]*eltot[3]);
// cout << " ets els " << (ettot[1]) << " " << els << endl;
//m_sph=SPH; //FIXME: shouldn't the local variables be used to reset the class member variables accordingly?
//m_apl=APL; //FIXME: shouldn't the local variables be used to reset the class member variables accordingly?
return;
} // end planes_sphe
| void TopologyWorker::planes_sphe_wei | ( | double & | pnorm, |
| double & | p2, | ||
| double & | p3 | ||
| ) |
Definition at line 1114 of file TopologyWorker.h.
References a, create_public_lumi_plots::ax, b, trackerHits::c, funct::cos(), alignCSCRings::e, eta(), create_public_lumi_plots::exp, getetaphi(), Exhume::I, gen::k, m_mom, m_np, siStripFEDMonitor_P5_cff::Max, siStripFEDMonitor_P5_cff::Min, N, P, p3, p4, phi, pi, funct::pow(), PWT, SGN, funct::sin(), and mathSSE::sqrt().
{
//float SPH=-1; //FIXME: commented out since gcc461 complained that this variable is set but unused
//float APL=-1; //FIXME: commented out since gcc461 complained that this variable is set but unused
// C...Calculate matrix to be diagonalized.
float P[1000][6];
double SM[4][4],SV[4][4];
double PA,PWT,PS,SQ,SR,SP,SMAX,SGN;
int NP;
int J, J1, J2, I, N, JA, JB, J3, JC, JB1, JB2;
JA=JB=JC=0;
double RL;
float rlu,rlu1;
//
// --- get the input form GTRACK arrays
//
N=m_np;
NP=0;
for (I=1;I<N+1;I++){
NP++; // start at one
P[NP][1]=m_mom(I-1,1) ;
P[NP][2]=m_mom(I-1,2) ;
P[NP][3]=m_mom(I-1,3) ;
P[NP][4]=m_mom(I-1,4) ;
P[NP][5]=0;
}
//
//---
//
N=NP;
for (J1=1;J1<4;J1++) {
for (J2=J1;J2<4;J2++) {
SM[J1][J2]=0.;
}
}
PS=0.;
for (I=1;I<N+1;I++) { // 140
PA=sqrt(pow(P[I][1],2)+pow(P[I][2],2)+pow(P[I][3],2));
// double eta,phi;
// getetaphi(P[I][1],P[I][2],P[I][3],eta,phi);
// PWT=exp(-std::fabs(eta));
PWT=1.;
for (J1=1;J1<4;J1++) { // 130
for (J2=J1;J2<4;J2++) { // 120
SM[J1][J2]=SM[J1][J2]+PWT*P[I][J1]*P[I][J2];
}
} // 130
PS=PS+PWT*PA*PA;
} //140
// C...Very low multiplicities (0 or 1) not considered.
if(NP<2) {
//SPH=-1.; //FIXME: commented out since gcc461 complained that this variable is set but unused
//APL=-1.; //FIXME: commented out since gcc461 complained that this variable is set but unused
return;
}
for (J1=1;J1<4;J1++) { // 160
for (J2=J1;J2<4;J2++) { // 150
SM[J1][J2]=SM[J1][J2]/PS;
}
} // 160
// C...Find eigenvalues to matrix (third degree equation).
SQ=(SM[1][1]*SM[2][2]+SM[1][1]*SM[3][3]+SM[2][2]*SM[3][3]
-pow(SM[1][2],2)
-pow(SM[1][3],2)-pow(SM[2][3],2))/3.-1./9.;
SR=-0.5*(SQ+1./9.+SM[1][1]*pow(SM[2][3],2)+SM[2][2]*pow(SM[1][3],2)+SM[3][3]*
pow(SM[1][2],2)-SM[1][1]*SM[2][2]*SM[3][3])+SM[1][2]*SM[1][3]*SM[2][3]+1./27.;
SP=TMath::Cos(TMath::ACos(TMath::Max(TMath::Min(SR/TMath::Sqrt(-pow(SQ,3)),1.),-1.))/3.);
P[N+1][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Max(2.*SP,TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+3][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Min(2.*SP,-TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+2][4]=1.-P[N+1][4]-P[N+3][4];
if (P[N+2][4]> 1E-5) {
// C...Find first and last eigenvector by solving equation system.
for (I=1;I<4;I=I+2) { // 240
for (J1=1;J1<4;J1++) { // 180
SV[J1][J1]=SM[J1][J1]-P[N+I][4];
for (J2=J1+1;J2<4;J2++) { // 170
SV[J1][J2]=SM[J1][J2];
SV[J2][J1]=SM[J1][J2];
}
} // 180
SMAX=0.;
for (J1=1;J1<4;J1++) { // 200
for (J2=1;J2<4;J2++) { // 190
if(std::fabs(SV[J1][J2])>SMAX) { // 190
JA=J1;
JB=J2;
SMAX=std::fabs(SV[J1][J2]);
}
} // 190
} // 200
SMAX=0.;
for (J3=JA+1;J3<JA+3;J3++) { // 220
J1=J3-3*((J3-1)/3);
RL=SV[J1][JB]/SV[JA][JB];
for (J2=1;J2<4;J2++) { // 210
SV[J1][J2]=SV[J1][J2]-RL*SV[JA][J2];
if (std::fabs(SV[J1][J2])>SMAX) { // GOTO 210
JC=J1;
SMAX=std::fabs(SV[J1][J2]);
}
} // 210
} // 220
JB1=JB+1-3*(JB/3);
JB2=JB+2-3*((JB+1)/3);
P[N+I][JB1]=-SV[JC][JB2];
P[N+I][JB2]=SV[JC][JB1];
P[N+I][JB]=-(SV[JA][JB1]*P[N+I][JB1]+SV[JA][JB2]*P[N+I][JB2])/
SV[JA][JB];
PA=TMath::Sqrt(pow(P[N+I][1],2)+pow(P[N+I][2],2)+pow(P[N+I][3],2));
// make a random number
float pa=P[N-1][I];
rlu=std::fabs(pa)-std::fabs(int(pa)*1.);
rlu1=std::fabs(pa*pa)-std::fabs(int(pa*pa)*1.);
SGN=pow((-1.),1.*int(rlu+0.5));
for (J=1;J<4;J++) { // 230
P[N+I][J]=SGN*P[N+I][J]/PA;
} // 230
} // 240
// C...Middle axis orthogonal to other two. Fill other codes.
SGN=pow((-1.),1.*int(rlu1+0.5));
P[N+2][1]=SGN*(P[N+1][2]*P[N+3][3]-P[N+1][3]*P[N+3][2]);
P[N+2][2]=SGN*(P[N+1][3]*P[N+3][1]-P[N+1][1]*P[N+3][3]);
P[N+2][3]=SGN*(P[N+1][1]*P[N+3][2]-P[N+1][2]*P[N+3][1]);
// C...Calculate sphericity and aplanarity. Select storing option.
//SPH=1.5*(P[N+2][4]+P[N+3][4]); //FIXME: commented out since gcc461 complained that this variable is set but unused
//APL=1.5*P[N+3][4]; //FIXME: commented out since gcc461 complained that this variable is set but unused
} // check 1
// so assume now we have Sphericity axis, which one give the minimal Pts
double etstot[4];
double eltot[4];
double sum23=0;
double sum22=0;
double sum33=0;
double pina[4];
double ax[4], ay[4], az[4];
for (int ia=1;ia<4;ia++) {
etstot[ia]=0;
eltot[ia]=0;
pina[ia]=0;
ax[ia]=P[N+ia][1];
ay[ia]=P[N+ia][2];
az[ia]=P[N+ia][3];
ax[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
ay[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
az[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
}
for (int k =0 ; k<m_np ; k++) {
double eta,phi;
getetaphi(m_mom(k,1),m_mom(k,2),m_mom(k,3),eta,phi);
double W=exp(-std::fabs(eta*1.0));
for (int ia=1;ia<4;ia++) {
double e=sqrt(m_mom(k,1)*m_mom(k,1) +
m_mom(k,2)*m_mom(k,2) +
m_mom(k,3)*m_mom(k,3));
double el=ax[ia]*m_mom(k,1) + ay[ia]*m_mom(k,2) + az[ia]*m_mom(k,3);
pina[ia]=el;
double ets=(e*e-el*el);
etstot[ia]+=ets*W;
eltot[ia]+=el*el*W;
}
double a2=pina[2];
double a3=pina[3];
// double h=0.4;
//a2=pina[2]*cos(h)+pina[3]*sin(h);
//a3=pina[3]*cos(h)-pina[2]*sin(h);
sum22+=a2*a2*W;
sum23+=a2*a3*W;
sum33+=a3*a3*W;
}
double pi=3.1415927;
double phi=pi/2.0;
double phip=pi/2.0;
double a=sum23;
double c=-a;
double b=sum22-sum33;
double disc=b*b-4*a*c;
// cout << " disc " << disc << endl;
if (disc>=0) {
double x1=(sqrt(disc)-b)/2/a;
double x2=(-sqrt(disc)-b)/2/a;
phi=atan(x1);
phip=atan(x2);
if (phi<0) phi=2.*pi+phi;
if (phip<0) phip=2.*pi+phip;
}
double p21=sum22*cos(phi)*cos(phi)+sum33*sin(phi)*sin(phi)+2*sum23*cos(phi)*sin(phi);
double p31=sum22*sin(phi)*sin(phi)+sum33*cos(phi)*cos(phi)-2*sum23*cos(phi)*sin(phi);
double p22=sum22*cos(phip)*cos(phip)+sum33*sin(phip)*sin(phip)+2*sum23*cos(phip)*sin(phip);
double p32=sum22*sin(phip)*sin(phip)+sum33*cos(phip)*cos(phip)-2*sum23*cos(phip)*sin(phip);
double d1=std::fabs(p31*p31 - p21*p21);
double d2=std::fabs(p32*p32 - p22*p22);
//cout << " eltot " << eltot[2] << " " << eltot[3] << endl;
//cout << " phi " << phi << " " << phip << endl;
//cout << " d " << d1 << " " << d2 << endl;
p2=p21;
p3=p31;
if (d2>d1) {
p2=p22;
p3=p32;
}
pnorm=sqrt(eltot[1]);
if (p2>p3) {
p3=sqrt(p3);
p2=sqrt(p2);
}else {
double p4=p3;
p3=sqrt(p2);
p2=sqrt(p4);
}
//cout << " sum2 sum3 " << sqrt(sum22) << " " << sqrt(sum33) << endl;
//cout << " p2 p3 " << p2 << " " << p3 << endl;
//double els=sqrt(eltot[2]*eltot[2]+eltot[3]*eltot[3]);
// cout << " ets els " << (ettot[1]) << " " << els << endl;
//m_sph=SPH; //FIXME: shouldn't the local variables be used to reset the class member variables accordingly?
//m_apl=APL; //FIXME: shouldn't the local variables be used to reset the class member variables accordingly?
return;
} // end planes_sphe
| void TopologyWorker::planes_thrust | ( | double & | pnorm, |
| double & | p2, | ||
| double & | p3 | ||
| ) |
Definition at line 1348 of file TopologyWorker.h.
References a, create_public_lumi_plots::ax, b, trackerHits::c, funct::cos(), alignCSCRings::e, gen::k, m_mom, m_np, majorAxis(), minorAxis(), p3, p4, phi, pi, funct::sin(), mathSSE::sqrt(), and thrustAxis().
{
TVector3 thrustaxis=thrustAxis();
TVector3 majoraxis=majorAxis();
TVector3 minoraxis=minorAxis();
// so assume now we have Sphericity axis, which one give the minimal Pts
double etstot[4];
double eltot[4];
double sum23=0;
double sum22=0;
double sum33=0;
double pina[4];
double ax[4], ay[4], az[4];
ax[1]=thrustaxis(0); ay[1]=thrustaxis(1); az[1]=thrustaxis(2);
ax[2]=minoraxis(0); ay[2]=minoraxis(1); az[2]=minoraxis(2);
ax[3]=majoraxis(0); ay[3]=majoraxis(1); az[3]=majoraxis(2);
for (int ia=1;ia<4;ia++) {
etstot[ia]=0;
eltot[ia]=0;
pina[ia]=0;
ax[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
ay[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
az[ia]/=sqrt(ax[ia]*ax[ia]+ay[ia]*ay[ia]+az[ia]*az[ia]);
}
for (int k =0 ; k<m_np ; k++) {
for (int ia=1;ia<4;ia++) {
double e=sqrt(m_mom(k,1)*m_mom(k,1) +
m_mom(k,2)*m_mom(k,2) +
m_mom(k,3)*m_mom(k,3));
double el=ax[ia]*m_mom(k,1) + ay[ia]*m_mom(k,2) + az[ia]*m_mom(k,3);
pina[ia]=el;
double ets=(e*e-el*el);
etstot[ia]+=ets;
eltot[ia]+=std::fabs(el);
}
double a2=pina[2];
double a3=pina[3];
// double h=0.4;
//a2=pina[2]*cos(h)+pina[3]*sin(h);
//a3=pina[3]*cos(h)-pina[2]*sin(h);
sum22+=a2*a2;
sum23+=a2*a3;
sum33+=a3*a3;
}
double pi=3.1415927;
double phi=pi/2.0;
double phip=pi/2.0;
double a=sum23;
double c=-a;
double b=sum22-sum33;
double disc=b*b-4*a*c;
// cout << " disc " << disc << endl;
if (disc>=0) {
double x1=(sqrt(disc)-b)/2/a;
double x2=(-sqrt(disc)-b)/2/a;
phi=atan(x1);
phip=atan(x2);
if (phi<0) phi=2.*pi+phi;
if (phip<0) phip=2.*pi+phip;
}
double p21=sum22*cos(phi)*cos(phi)+sum33*sin(phi)*sin(phi)+2*sum23*cos(phi)*sin(phi);
double p31=sum22*sin(phi)*sin(phi)+sum33*cos(phi)*cos(phi)-2*sum23*cos(phi)*sin(phi);
double p22=sum22*cos(phip)*cos(phip)+sum33*sin(phip)*sin(phip)+2*sum23*cos(phip)*sin(phip);
double p32=sum22*sin(phip)*sin(phip)+sum33*cos(phip)*cos(phip)-2*sum23*cos(phip)*sin(phip);
double d1=std::fabs(p31*p31 - p21*p21);
double d2=std::fabs(p32*p32 - p22*p22);
//cout << " eltot " << eltot[2] << " " << eltot[3] << endl;
//cout << " phi " << phi << " " << phip << endl;
//cout << " d " << d1 << " " << d2 << endl;
p2=p21;
p3=p31;
if (d2>d1) {
p2=p22;
p3=p32;
}
pnorm=sqrt(etstot[1]);
if (p2>p3) {
p3=sqrt(p3);
p2=sqrt(p2);
}else {
double p4=p3;
p3=sqrt(p2);
p2=sqrt(p4);
}
//cout << " sum2 sum3 " << sqrt(sum22) << " " << sqrt(sum33) << endl;
//cout << " p2 p3 " << p2 << " " << p3 << endl;
//double els=sqrt(eltot[2]*eltot[2]+eltot[3]*eltot[3]);
// cout << " ets els " << (ettot[1]) << " " << els << endl;
return;
} // end planes_thru
| void TopologyWorker::sanda | ( | ) | [private] |
Definition at line 725 of file TopologyWorker.h.
References Exhume::I, m_apl, m_mom, m_np, m_sanda_called, m_sph, siStripFEDMonitor_P5_cff::Max, siStripFEDMonitor_P5_cff::Min, N, P, funct::pow(), PWT, SGN, and mathSSE::sqrt().
Referenced by get_aplanarity(), and get_sphericity().
{
float SPH=-1;
float APL=-1;
m_sanda_called=true;
//=======================================================================
// By M.Vreeswijk, (core was fortran, stolen from somewhere)
// Purpose: to perform sphericity tensor analysis to give sphericity
// and aplanarity.
//
// Needs: Array (standard from root-tuples): GTRACK_px, py, pz
// The number of tracks in these arrays: GTRACK_ijet
// In addition: Array GTRACK_ijet contains a jet number 'ijet'
// (if you wish to change this, simply change code)
//
// Uses: TVector3 and TLorentzVector classes
//
// Output: Sphericity SPH and Aplanarity APL
//=======================================================================
// C...Calculate matrix to be diagonalized.
float P[1000][6];
double SM[4][4],SV[4][4];
double PA,PWT,PS,SQ,SR,SP,SMAX,SGN;
int NP;
int J, J1, J2, I, N, JA, JB, J3, JC, JB1, JB2;
JA=JB=JC=0;
double RL;
float rlu,rlu1;
//
// --- get the input form GTRACK arrays
//
N=m_np;
NP=0;
for (I=1;I<N+1;I++){
NP++; // start at one
P[NP][1]=m_mom(I-1,1) ;
P[NP][2]=m_mom(I-1,2) ;
P[NP][3]=m_mom(I-1,3) ;
P[NP][4]=m_mom(I-1,4) ;
P[NP][5]=0;
}
//
//---
//
N=NP;
for (J1=1;J1<4;J1++) {
for (J2=J1;J2<4;J2++) {
SM[J1][J2]=0.;
}
}
PS=0.;
for (I=1;I<N+1;I++) { // 140
PA=sqrt(pow(P[I][1],2)+pow(P[I][2],2)+pow(P[I][3],2));
PWT=1.;
for (J1=1;J1<4;J1++) { // 130
for (J2=J1;J2<4;J2++) { // 120
SM[J1][J2]=SM[J1][J2]+PWT*P[I][J1]*P[I][J2];
}
} // 130
PS=PS+PWT*PA*PA;
} //140
// C...Very low multiplicities (0 or 1) not considered.
if(NP<2) {
SPH=-1.;
APL=-1.;
return;
}
for (J1=1;J1<4;J1++) { // 160
for (J2=J1;J2<4;J2++) { // 150
SM[J1][J2]=SM[J1][J2]/PS;
}
} // 160
// C...Find eigenvalues to matrix (third degree equation).
SQ=(SM[1][1]*SM[2][2]+SM[1][1]*SM[3][3]+SM[2][2]*SM[3][3]
-pow(SM[1][2],2)
-pow(SM[1][3],2)-pow(SM[2][3],2))/3.-1./9.;
SR=-0.5*(SQ+1./9.+SM[1][1]*pow(SM[2][3],2)+SM[2][2]*pow(SM[1][3],2)+SM[3][3]*
pow(SM[1][2],2)-SM[1][1]*SM[2][2]*SM[3][3])+SM[1][2]*SM[1][3]*SM[2][3]+1./27.;
SP=TMath::Cos(TMath::ACos(TMath::Max(TMath::Min(SR/TMath::Sqrt(-pow(SQ,3)),1.),-1.))/3.);
P[N+1][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Max(2.*SP,TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+3][4]=1./3.+TMath::Sqrt(-SQ)*TMath::Min(2.*SP,-TMath::Sqrt(3.*(1.-SP*SP))-SP);
P[N+2][4]=1.-P[N+1][4]-P[N+3][4];
if (P[N+2][4]> 1E-5) {
// C...Find first and last eigenvector by solving equation system.
for (I=1;I<4;I=I+2) { // 240
for (J1=1;J1<4;J1++) { // 180
SV[J1][J1]=SM[J1][J1]-P[N+I][4];
for (J2=J1+1;J2<4;J2++) { // 170
SV[J1][J2]=SM[J1][J2];
SV[J2][J1]=SM[J1][J2];
}
} // 180
SMAX=0.;
for (J1=1;J1<4;J1++) { // 200
for (J2=1;J2<4;J2++) { // 190
if(std::fabs(SV[J1][J2])>SMAX) { // 190
JA=J1;
JB=J2;
SMAX=std::fabs(SV[J1][J2]);
}
} // 190
} // 200
SMAX=0.;
for (J3=JA+1;J3<JA+3;J3++) { // 220
J1=J3-3*((J3-1)/3);
RL=SV[J1][JB]/SV[JA][JB];
for (J2=1;J2<4;J2++) { // 210
SV[J1][J2]=SV[J1][J2]-RL*SV[JA][J2];
if (std::fabs(SV[J1][J2])>SMAX) { // GOTO 210
JC=J1;
SMAX=std::fabs(SV[J1][J2]);
}
} // 210
} // 220
JB1=JB+1-3*(JB/3);
JB2=JB+2-3*((JB+1)/3);
P[N+I][JB1]=-SV[JC][JB2];
P[N+I][JB2]=SV[JC][JB1];
P[N+I][JB]=-(SV[JA][JB1]*P[N+I][JB1]+SV[JA][JB2]*P[N+I][JB2])/
SV[JA][JB];
PA=TMath::Sqrt(pow(P[N+I][1],2)+pow(P[N+I][2],2)+pow(P[N+I][3],2));
// make a random number
float pa=P[N-1][I];
rlu=std::fabs(pa)-std::fabs(int(pa)*1.);
rlu1=std::fabs(pa*pa)-std::fabs(int(pa*pa)*1.);
SGN=pow((-1.),1.*int(rlu+0.5));
for (J=1;J<4;J++) { // 230
P[N+I][J]=SGN*P[N+I][J]/PA;
} // 230
} // 240
// C...Middle axis orthogonal to other two. Fill other codes.
SGN=pow((-1.),1.*int(rlu1+0.5));
P[N+2][1]=SGN*(P[N+1][2]*P[N+3][3]-P[N+1][3]*P[N+3][2]);
P[N+2][2]=SGN*(P[N+1][3]*P[N+3][1]-P[N+1][1]*P[N+3][3]);
P[N+2][3]=SGN*(P[N+1][1]*P[N+3][2]-P[N+1][2]*P[N+3][1]);
// C...Calculate sphericity and aplanarity. Select storing option.
SPH=1.5*(P[N+2][4]+P[N+3][4]);
APL=1.5*P[N+3][4];
} // check 1
m_sph=SPH;
m_apl=APL;
return;
} // end sanda
| void TopologyWorker::setFast | ( | int | nf | ) |
Definition at line 573 of file TopologyWorker.h.
References m_iFast.
{
// Error if sp not positive.
if ( nf > 3 ) m_iFast = nf;
return;
}
| void TopologyWorker::setPartList | ( | TObjArray * | e1, |
| TObjArray * | e2 | ||
| ) |
Definition at line 211 of file TopologyWorker.h.
References CalcHTstuff(), CalcSqrts(), CalcWmul(), dtNoiseDBValidation_cfg::cerr, gather_cfg::cout, HTMLExport::elem(), i, cuy::ib, iPow(), j, gen::k, ludbrb(), m_boost, m_dAxes, m_dConv, m_dDeltaThPower, m_dOblateness, m_dThrust, m_fowo_called, m_iFast, m_iGood, m_maxpart, m_mom, m_mom2, m_np, m_np2, m_random, m_sanda_called, m_verbose, siStripFEDMonitor_P5_cff::Min, n, np, np2, python::connectstrParser::o, AlCaHLTBitMon_ParallelJobs::p, phi, FWPFMaths::sgn(), sign(), groupFilesInBlocks::temp, tmax, ulAngle(), findQualityFiles::v, X, and Gflash::Z.
{
//To make this look like normal physics notation the
//zeroth element of each array, mom[i][0], will be ignored
//and operations will be on elements 1,2,3...
TMatrix mom(m_maxpart,6);
TMatrix mom2(m_maxpart,6);
double tmax = 0;
double phi = 0.;
double the = 0.;
double sgn;
TMatrix fast(m_iFast + 1,6);
TMatrix work(11,6);
double tdi[4] = {0.,0.,0.,0.};
double tds;
double tpr[4] = {0.,0.,0.,0.};
double thp;
double thps;
double pxtot=0;
double pytot=0;
double pztot=0;
double etot=0;
TMatrix temp(3,5);
Int_t np = 0;
Int_t numElements = e1->GetEntries();
Int_t numElements2 = e2->GetEntries();
// trying to sort...
m_np=0;
for(Int_t elem=0;elem<numElements;elem++) {
if(m_verbose){
std::cout << "looping over array, element " << elem << std::endl;
}
TObject* o = (TObject*) e1->At(elem);
if(m_verbose){
std::cerr << "TopologyWorker:SetPartList(): adding jet " << elem << "." << std::endl;
}
if (np >= m_maxpart) {
printf("Too many particles input to TopologyWorker");
return;
}
if(m_verbose){
std::cout << "getting name of object..." << std::endl;
}
TString nam(o->IsA()->GetName());
if(m_verbose){
std::cout << "TopologyWorker::setPartList(): object is of type " << nam << std::endl;
}
if (nam.Contains("TVector3")) {
TVector3 v(((TVector3 *) o)->X(),
((TVector3 *) o)->Y(),
((TVector3 *) o)->Z());
mom(np,1) = v.X();
mom(np,2) = v.Y();
mom(np,3) = v.Z();
mom(np,4) = v.Mag();
}
else if (nam.Contains("TLorentzVector")) {
TVector3 v(((TLorentzVector *) o)->X(),
((TLorentzVector *) o)->Y(),
((TLorentzVector *) o)->Z());
mom(np,1) = v.X();
mom(np,2) = v.Y();
mom(np,3) = v.Z();
mom(np,4) = ((TLorentzVector *) o)->T();
}
else {
printf("TopologyWorker::setEvent input is not a TVector3 or a TLorentzVector\n");
continue;
}
if ( TMath::Abs( m_dDeltaThPower ) <= 0.001 ) {
mom(np,5) = 1.0;
}
else {
mom(np,5) = TMath::Power(mom(np,4),m_dDeltaThPower);
}
tmax = tmax + mom(np,4)*mom(np,5);
pxtot+=mom(np,1);
pytot+=mom(np,2);
pztot+=mom(np,3);
etot+=mom(np,4);
np++;
m_np=np;
}
Int_t np2=0;
// second jet array.... only use some values here.
for(Int_t elem=0;elem<numElements2;elem++) {
//cout << elem << endl;
TObject* o = (TObject*) e2->At(elem);
if (np2 >= m_maxpart) {
printf("Too many particles input to TopologyWorker");
return;
}
TString nam(o->IsA()->GetName());
if (nam.Contains("TVector3")) {
TVector3 v(((TVector3 *) o)->X(),
((TVector3 *) o)->Y(),
((TVector3 *) o)->Z());
mom2(np2,1) = v.X();
mom2(np2,2) = v.Y();
mom2(np2,3) = v.Z();
mom2(np2,4) = v.Mag();
}
else if (nam.Contains("TLorentzVector")) {
TVector3 v(((TLorentzVector *) o)->X(),
((TLorentzVector *) o)->Y(),
((TLorentzVector *) o)->Z());
mom2(np2,1) = v.X();
mom2(np2,2) = v.Y();
mom2(np2,3) = v.Z();
mom2(np2,4) = ((TLorentzVector *) o)->T();
// cout << "mom2: " << mom2(np2,1) << ", " << mom2(np2,2)<<", " << mom2(np2,3)<<", " << mom2(np2,4)<< endl;
}
else {
printf("TopologyWorker::setEvent Second vector input is not a TVector3 or a TLorentzVector\n");
continue;
}
np2++;
m_np2=np2;
}
m_mom2=mom2;
if (m_boost && m_np>1) {
printf("TopologyWorker::setEvent Only boosting first vector so watch out when you do this!!!");
TVector3 booze(-pxtot/etot,-pytot/etot,-pztot/etot);
TLorentzVector l1;
for (int k=0; k<m_np ; k++) {
l1.SetPx(mom(k,1));
l1.SetPy(mom(k,2));
l1.SetPz(mom(k,3));
l1.SetE(mom(k,4));
l1.Boost(booze);
mom(k,1)=l1.Px();
mom(k,2)=l1.Py();
mom(k,3)=l1.Pz();
mom(k,4)=l1.E();
}
}
m_sanda_called=false;
m_fowo_called=false;
for (int ip=0;ip<m_maxpart;ip++) {
for (int id=0;id<6;id++) {
m_mom(ip,id)=mom(ip,id);
}
}
if ( np < 2 ) {
m_dThrust[1] = -1.0;
m_dOblateness = -1.0;
return;
}
// for pass = 1: find thrust axis.
// for pass = 2: find major axis.
for ( Int_t pass=1; pass < 3; pass++) {
if ( pass == 2 ) {
phi = ulAngle(m_dAxes(1,1), m_dAxes(1,2));
ludbrb( &mom, 0, -phi, 0., 0., 0. );
for ( Int_t i = 0; i < 3; i++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
temp(i,j) = m_dAxes(i+1,j);
}
temp(i,4) = 0;
}
ludbrb(&temp,0.,-phi,0.,0.,0.);
for ( Int_t ib = 0; ib < 3; ib++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
m_dAxes(ib+1,j) = temp(ib,j);
}
}
the = ulAngle( m_dAxes(1,3), m_dAxes(1,1) );
ludbrb( &mom, -the, 0., 0., 0., 0. );
for ( Int_t ic = 0; ic < 3; ic++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
temp(ic,j) = m_dAxes(ic+1,j);
}
temp(ic,4) = 0;
}
ludbrb(&temp,-the,0.,0.,0.,0.);
for ( Int_t id = 0; id < 3; id++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
m_dAxes(id+1,j) = temp(id,j);
}
}
}
for ( Int_t ifas = 0; ifas < m_iFast + 1 ; ifas++ ) {
fast(ifas,4) = 0.;
}
// Find the m_iFast highest momentum particles and
// put the highest in fast[0], next in fast[1],....fast[m_iFast-1].
// fast[m_iFast] is just a workspace.
for ( Int_t i = 0; i < np; i++ ) {
if ( pass == 2 ) {
mom(i,4) = TMath::Sqrt( mom(i,1)*mom(i,1)
+ mom(i,2)*mom(i,2) );
}
for ( Int_t ifas = m_iFast - 1; ifas > -1; ifas-- ) {
if ( mom(i,4) > fast(ifas,4) ) {
for ( Int_t j = 1; j < 6; j++ ) {
fast(ifas+1,j) = fast(ifas,j);
if ( ifas == 0 ) fast(ifas,j) = mom(i,j);
}
}
else {
for ( Int_t j = 1; j < 6; j++ ) {
fast(ifas+1,j) = mom(i,j);
}
break;
}
}
}
// Find axis with highest thrust (case 1)/ highest major (case 2).
for ( Int_t ie = 0; ie < work.GetNrows(); ie++ ) {
work(ie,4) = 0.;
}
Int_t p = TMath::Min( m_iFast, np ) - 1;
// Don't trust Math.pow to give right answer always.
// Want nc = 2**p.
Int_t nc = iPow(2,p);
for ( Int_t n = 0; n < nc; n++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
tdi[j] = 0.;
}
for ( Int_t i = 0; i < TMath::Min(m_iFast,n); i++ ) {
sgn = fast(i,5);
if (iPow(2,(i+1))*((n+iPow(2,i))/iPow(2,(i+1))) >= i+1){
sgn = -sgn;
}
for ( Int_t j = 1; j < 5-pass; j++ ) {
tdi[j] = tdi[j] + sgn*fast(i,j);
}
}
tds = tdi[1]*tdi[1] + tdi[2]*tdi[2] + tdi[3]*tdi[3];
for ( Int_t iw = TMath::Min(n,9); iw > -1; iw--) {
if( tds > work(iw,4) ) {
for ( Int_t j = 1; j < 5; j++ ) {
work(iw+1,j) = work(iw,j);
if ( iw == 0 ) {
if ( j < 4 ) {
work(iw,j) = tdi[j];
}
else {
work(iw,j) = tds;
}
}
}
}
else {
for ( Int_t j = 1; j < 4; j++ ) {
work(iw+1,j) = tdi[j];
}
work(iw+1,4) = tds;
}
}
}
// Iterate direction of axis until stable maximum.
m_dThrust[pass] = 0;
thp = -99999.;
Int_t nagree = 0;
for ( Int_t iw = 0;
iw < TMath::Min(nc,10) && nagree < m_iGood; iw++ ){
thp = 0.;
thps = -99999.;
while ( thp > thps + m_dConv ) {
thps = thp;
for ( Int_t j = 1; j < 4; j++ ) {
if ( thp <= 1E-10 ) {
tdi[j] = work(iw,j);
}
else {
tdi[j] = tpr[j];
tpr[j] = 0;
}
}
for ( Int_t i = 0; i < np; i++ ) {
sgn = sign(mom(i,5),
tdi[1]*mom(i,1) +
tdi[2]*mom(i,2) +
tdi[3]*mom(i,3));
for ( Int_t j = 1; j < 5 - pass; j++ ){
tpr[j] = tpr[j] + sgn*mom(i,j);
}
}
thp = TMath::Sqrt(tpr[1]*tpr[1]
+ tpr[2]*tpr[2]
+ tpr[3]*tpr[3])/tmax;
}
// Save good axis. Try new initial axis until enough
// tries agree.
if ( thp < m_dThrust[pass] - m_dConv ) {
break;
}
if ( thp > m_dThrust[pass] + m_dConv ) {
nagree = 0;
sgn = iPow( -1, (Int_t)TMath::Nint(m_random.Rndm()) );
for ( Int_t j = 1; j < 4; j++ ) {
m_dAxes(pass,j) = sgn*tpr[j]/(tmax*thp);
}
m_dThrust[pass] = thp;
}
nagree = nagree + 1;
}
}
// Find minor axis and value by orthogonality.
sgn = iPow( -1, (Int_t)TMath::Nint(m_random.Rndm()));
m_dAxes(3,1) = -sgn*m_dAxes(2,2);
m_dAxes(3,2) = sgn*m_dAxes(2,1);
m_dAxes(3,3) = 0.;
thp = 0.;
for ( Int_t i = 0; i < np; i++ ) {
thp += mom(i,5)*TMath::Abs(m_dAxes(3,1)*mom(i,1) +
m_dAxes(3,2)*mom(i,2));
}
m_dThrust[3] = thp/tmax;
// Rotate back to original coordinate system.
for ( Int_t i6 = 0; i6 < 3; i6++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
temp(i6,j) = m_dAxes(i6+1,j);
}
temp(i6,4) = 0;
}
ludbrb(&temp,the,phi,0.,0.,0.);
for ( Int_t i7 = 0; i7 < 3; i7++ ) {
for ( Int_t j = 1; j < 4; j++ ) {
m_dAxes(i7+1,j) = temp(i7,j);
}
}
m_dOblateness = m_dThrust[2] - m_dThrust[3];
// more stuff:
// calculate weighed jet multiplicity();
CalcWmul();
CalcHTstuff();
CalcSqrts();
}
| void TopologyWorker::setThMomPower | ( | double | tp | ) |
Definition at line 559 of file TopologyWorker.h.
References m_dDeltaThPower.
{
// Error if sp not positive.
if ( tp > 0. ) m_dDeltaThPower = tp - 1.0;
return;
}
| void TopologyWorker::setVerbose | ( | bool | loud | ) | [inline] |
| double TopologyWorker::sign | ( | double | a, |
| double | b | ||
| ) | [private] |
Definition at line 642 of file TopologyWorker.h.
Referenced by setPartList(), and ulAngle().
| void TopologyWorker::sumangles | ( | float & | sdeta, |
| float & | sdr | ||
| ) |
Definition at line 1608 of file TopologyWorker.h.
References getetaphi(), gen::k, kp, m_mom, m_np, m_sumangles_called, and mathSSE::sqrt().
{
double eta1,eta2,phi1,phi2,deta,dphi,dr;
m_sumangles_called=true;
sdeta=0;
sdr=0;
for (int k=0;k<m_np;k++){
for (int kp=k;kp<m_np;kp++){
getetaphi(m_mom(k,1) , m_mom(k,2), m_mom(k,3), eta1,phi1);
getetaphi(m_mom(kp,1) , m_mom(kp,2), m_mom(kp,3), eta2,phi2);
dphi=std::fabs(phi1-phi2);
if (dphi>3.1415) dphi=2*3.1415-dphi;
deta=std::fabs(eta1-eta2);
dr=sqrt(dphi*dphi+deta*deta);
sdeta+=deta;
sdr+=dr;
}
}
return;
}
| TVector3 TopologyWorker::thrust | ( | ) |
| TVector3 TopologyWorker::thrustAxis | ( | ) |
Definition at line 589 of file TopologyWorker.h.
References m_dAxes, and m_ThrustAxis.
Referenced by planes_thrust().
{
TVector3 m_ThrustAxis(m_dAxes(1,1),m_dAxes(1,2),m_dAxes(1,3));
return m_ThrustAxis;
}
| double TopologyWorker::ulAngle | ( | double | x, |
| double | y | ||
| ) | [private] |
Definition at line 619 of file TopologyWorker.h.
References Pi, alignCSCRings::r, and sign().
Referenced by setPartList().
{
double ulangl = 0;
double r = TMath::Sqrt(x*x + y*y);
if ( r < 1.0E-20 ) {
return ulangl;
}
if ( TMath::Abs(x)/r < 0.8 ) {
ulangl = sign(TMath::ACos(x/r),y);
}
else {
ulangl = TMath::ASin(y/r);
if ( x < 0. && ulangl >= 0. ) {
ulangl = TMath::Pi() - ulangl;
}
else if ( x < 0. ) {
ulangl = -TMath::Pi() - ulangl;
}
}
return ulangl;
}
double TopologyWorker::m_apl [private] |
Definition at line 135 of file TopologyWorker.h.
Referenced by get_aplanarity(), sanda(), and TopologyWorker().
bool TopologyWorker::m_boost [private] |
Definition at line 132 of file TopologyWorker.h.
Referenced by setPartList(), and TopologyWorker().
double TopologyWorker::m_centrality [private] |
Definition at line 148 of file TopologyWorker.h.
Referenced by CalcHTstuff(), and get_centrality().
TMatrix TopologyWorker::m_dAxes [private] |
Definition at line 110 of file TopologyWorker.h.
Referenced by majorAxis(), minorAxis(), setPartList(), thrustAxis(), and TopologyWorker().
double TopologyWorker::m_dConv [private] |
Definition at line 103 of file TopologyWorker.h.
Referenced by setPartList().
double TopologyWorker::m_dDeltaThPower [private] |
Definition at line 97 of file TopologyWorker.h.
Referenced by getThMomPower(), setPartList(), and setThMomPower().
double TopologyWorker::m_dOblateness [private] |
Definition at line 127 of file TopologyWorker.h.
Referenced by oblateness(), and setPartList().
double TopologyWorker::m_dSphMomPower [private] |
Definition at line 94 of file TopologyWorker.h.
double TopologyWorker::m_dThrust[4] [private] |
Definition at line 126 of file TopologyWorker.h.
Referenced by setPartList(), and thrust().
double TopologyWorker::m_et0 [private] |
Definition at line 144 of file TopologyWorker.h.
Referenced by CalcHTstuff(), get_et0(), and TopologyWorker().
double TopologyWorker::m_et56 [private] |
Definition at line 147 of file TopologyWorker.h.
Referenced by CalcHTstuff(), get_et56(), and TopologyWorker().
bool TopologyWorker::m_fowo_called [private] |
Definition at line 131 of file TopologyWorker.h.
Referenced by fowo(), get_h10(), get_h20(), get_h30(), get_h40(), get_h50(), get_h60(), setPartList(), and TopologyWorker().
double TopologyWorker::m_h10 [private] |
Definition at line 136 of file TopologyWorker.h.
Referenced by fowo(), get_h10(), and TopologyWorker().
double TopologyWorker::m_h20 [private] |
Definition at line 137 of file TopologyWorker.h.
Referenced by fowo(), get_h20(), and TopologyWorker().
double TopologyWorker::m_h30 [private] |
Definition at line 138 of file TopologyWorker.h.
Referenced by fowo(), get_h30(), and TopologyWorker().
double TopologyWorker::m_h40 [private] |
Definition at line 139 of file TopologyWorker.h.
Referenced by fowo(), get_h40(), and TopologyWorker().
double TopologyWorker::m_h50 [private] |
Definition at line 140 of file TopologyWorker.h.
double TopologyWorker::m_h60 [private] |
Definition at line 141 of file TopologyWorker.h.
double TopologyWorker::m_ht [private] |
Definition at line 142 of file TopologyWorker.h.
Referenced by CalcHTstuff(), get_ht(), and TopologyWorker().
double TopologyWorker::m_ht3 [private] |
Definition at line 143 of file TopologyWorker.h.
Referenced by CalcHTstuff(), get_ht3(), and TopologyWorker().
int TopologyWorker::m_iFast [private] |
Definition at line 100 of file TopologyWorker.h.
Referenced by getFast(), setFast(), and setPartList().
int TopologyWorker::m_iGood [private] |
Definition at line 106 of file TopologyWorker.h.
Referenced by setPartList().
TVector3 TopologyWorker::m_MajorAxis [private] |
Definition at line 117 of file TopologyWorker.h.
Referenced by majorAxis().
Int_t TopologyWorker::m_maxpart = 1000 [static, private] |
Definition at line 152 of file TopologyWorker.h.
Referenced by setPartList(), and TopologyWorker().
TVector3 TopologyWorker::m_MinorAxis [private] |
Definition at line 118 of file TopologyWorker.h.
Referenced by minorAxis().
TMatrix TopologyWorker::m_mom [private] |
Definition at line 123 of file TopologyWorker.h.
Referenced by CalcEta(), CalcHTstuff(), CalcPt(), CalcSqrts(), fowo(), planes_sphe(), planes_sphe_wei(), planes_thrust(), sanda(), setPartList(), sumangles(), and TopologyWorker().
TMatrix TopologyWorker::m_mom2 [private] |
Definition at line 124 of file TopologyWorker.h.
Referenced by CalcEta2(), CalcPt2(), setPartList(), and TopologyWorker().
double TopologyWorker::m_njetsweighed [private] |
Definition at line 146 of file TopologyWorker.h.
Referenced by CalcWmul(), get_njetW(), and TopologyWorker().
int TopologyWorker::m_np [private] |
Definition at line 128 of file TopologyWorker.h.
Referenced by CalcHTstuff(), CalcSqrts(), CalcWmul(), clear(), fowo(), planes_sphe(), planes_sphe_wei(), planes_thrust(), sanda(), setPartList(), sumangles(), and TopologyWorker().
int TopologyWorker::m_np2 [private] |
Definition at line 129 of file TopologyWorker.h.
Referenced by CalcHTstuff(), clear(), setPartList(), and TopologyWorker().
TRandom TopologyWorker::m_random [private] |
Definition at line 121 of file TopologyWorker.h.
Referenced by setPartList().
bool TopologyWorker::m_sanda_called [private] |
Definition at line 130 of file TopologyWorker.h.
Referenced by get_aplanarity(), get_sphericity(), sanda(), setPartList(), and TopologyWorker().
double TopologyWorker::m_sph [private] |
Definition at line 134 of file TopologyWorker.h.
Referenced by get_sphericity(), sanda(), and TopologyWorker().
double TopologyWorker::m_sqrts [private] |
Definition at line 145 of file TopologyWorker.h.
Referenced by CalcSqrts(), get_sqrts(), and TopologyWorker().
bool TopologyWorker::m_sumangles_called [private] |
Definition at line 133 of file TopologyWorker.h.
Referenced by sumangles(), and TopologyWorker().
TVector3 TopologyWorker::m_Thrust [private] |
Definition at line 119 of file TopologyWorker.h.
Referenced by thrust().
TVector3 TopologyWorker::m_ThrustAxis [private] |
Definition at line 116 of file TopologyWorker.h.
Referenced by thrustAxis().
bool TopologyWorker::m_verbose [private] |
Definition at line 81 of file TopologyWorker.h.
Referenced by setPartList(), setVerbose(), and TopologyWorker().
1.7.3