,fZ(0.)
,fS2Y(0.)
,fS2Z(0.)
- ,fC(0.)
,fChi2(0.)
{
//
fLabels[0]=-1; fLabels[1]=-1; // most freq MC labels
fLabels[2]=0; // number of different labels for tracklet
memset(fRefCov, 0, 7*sizeof(Double_t));
+ // stand alone curvature
+ fC[0] = 0.; fC[1] = 0.;
// covariance matrix [diagonal]
// default sy = 200um and sz = 2.3 cm
fCov[0] = 4.e-4; fCov[1] = 0.; fCov[2] = 5.3;
,fZ(0.)
,fS2Y(0.)
,fS2Z(0.)
- ,fC(0.)
,fChi2(0.)
{
//
target.fZ = fZ;
target.fS2Y = fS2Y;
target.fS2Z = fS2Z;
- target.fC = fC;
target.fChi2 = fChi2;
memcpy(target.fIndexes, fIndexes, kNclusters*sizeof(Int_t));
memcpy(target.fProb, fProb, AliPID::kSPECIES*sizeof(Float_t));
memcpy(target.fLabels, fLabels, 3*sizeof(Int_t));
memcpy(target.fRefCov, fRefCov, 7*sizeof(Double_t));
+ target.fC[0] = fC[0]; target.fC[1] = fC[1];
memcpy(target.fCov, fCov, 3*sizeof(Double_t));
TObject::Copy(ref);
fPt=0.;
fdX=0.;fX0=0.; fX=0.; fY=0.; fZ=0.;
fS2Y=0.; fS2Z=0.;
- fC=0.; fChi2 = 0.;
+ fC[0]=0.; fC[1]=0.;
+ fChi2 = 0.;
memset(fPad, 0, 3*sizeof(Float_t));
fYref[0] = 0.; fYref[1] = 0.;
}
//____________________________________________________________
-Double_t AliTRDseedV1::GetCovSqrt(const Double_t * const c, Double_t *d)
+Int_t AliTRDseedV1::GetCovSqrt(const Double_t * const c, Double_t *d)
{
// Helper function to calculate the square root of the covariance matrix.
// The input matrix is stored in the vector c and the result in the vector d.
// Author A.Bercuci <A.Bercuci@gsi.de>
// Date Mar 19 2009
+ const Double_t kZero(1.e-20);
Double_t l[2], // eigenvalues
v[3]; // eigenvectors
// the secular equation and its solution :
// L12 = [Tr(c) +- sqrt(Tr(c)^2-4*DET(c))]/2
Double_t tr = c[0]+c[2], // trace
det = c[0]*c[2]-c[1]*c[1]; // determinant
- if(TMath::Abs(det)<1.e-20) return -1.;
+ if(TMath::Abs(det)<kZero) return 1;
Double_t dd = TMath::Sqrt(tr*tr - 4*det);
- l[0] = .5*(tr + dd);
- l[1] = .5*(tr - dd);
- if(l[0]<0. || l[1]<0.) return -1.;
-
+ l[0] = .5*(tr + dd*(c[0]>c[2]?-1.:1.));
+ l[1] = .5*(tr + dd*(c[0]>c[2]?1.:-1.));
+ if(l[0]<kZero || l[1]<kZero) return 2;
// the sym V matrix
// | v00 v10|
// | v10 v11|
- Double_t tmp = (l[0]-c[0])/c[1];
- v[0] = TMath::Sqrt(1./(tmp*tmp+1));
- v[1] = tmp*v[0];
- v[2] = v[1]*c[1]/(l[1]-c[2]);
+ Double_t den = (l[0]-c[0])*(l[0]-c[0])+c[1]*c[1];
+ if(den<kZero){ // almost diagonal
+ v[0] = TMath::Sign(0., c[1]);
+ v[1] = TMath::Sign(1., (l[0]-c[0]));
+ v[2] = TMath::Sign(0., c[1]*(l[0]-c[0])*(l[1]-c[2]));
+ } else {
+ Double_t tmp = 1./TMath::Sqrt(den);
+ v[0] = c[1]* tmp;
+ v[1] = (l[0]-c[0])*tmp;
+ if(TMath::Abs(l[1]-c[2])<kZero) v[2] = TMath::Sign(v[0]*(l[0]-c[0])/kZero, (l[1]-c[2]));
+ else v[2] = v[0]*(l[0]-c[0])/(l[1]-c[2]);
+ }
// the VD^{1/2}V is:
l[0] = TMath::Sqrt(l[0]); l[1] = TMath::Sqrt(l[1]);
d[0] = v[0]*v[0]*l[0]+v[1]*v[1]*l[1];
d[1] = v[0]*v[1]*l[0]+v[1]*v[2]*l[1];
d[2] = v[1]*v[1]*l[0]+v[2]*v[2]*l[1];
- return 1.;
+ return 0;
}
//____________________________________________________________
// Recalculate cluster error based on tracking information
c->SetSigmaY2(fS2PRF, fDiffT, fExB, xc[n], zcorr?zt:-1., dydx);
+ c->SetSigmaZ2(fPad[0]*fPad[0]/12.); // for HLT
sy[n] = TMath::Sqrt(c->GetSigmaY2());
yc[n] = recoParam->UseGAUS() ?
}
// to few clusters
- if (n < kClmin) return kFALSE;
+ if (n < kClmin){
+ SetErrorMsg(kFitFailed);
+ return kFALSE;
+ }
// fit XY
if(!fitterY.Eval()){
qc[n] = TMath::Abs(c->GetQ());
xc[n] = fX0 - c->GetX();
zc[n] = c->GetZ();
+ // Recalculate cluster error based on tracking information
+ c->SetSigmaY2(fS2PRF, fDiffT, fExB, xc[n], zcorr?(z0 - xc[n]*dzdx):-1., dydx);
+ c->SetSigmaZ2(fPad[0]*fPad[0]/12.); // for HLT
fitterZ.AddPoint(&xc[n], -qc[n], 1.);
n--;m++;
}
AliInfo(Form("Fit | %7.2f | %7.2f+-%7.2f | %7.2f+-%7.2f| %5.2f | ----- |", x, GetY(), TMath::Sqrt(cov[0]), GetZ(), TMath::Sqrt(cov[2]), fYfit[1]));
AliInfo(Form("Ref | %7.2f | %7.2f+-%7.2f | %7.2f+-%7.2f| %5.2f | %5.2f |", x, fYref[0]-fX*fYref[1], TMath::Sqrt(fRefCov[0]), fZref[0]-fX*fYref[1], TMath::Sqrt(fRefCov[2]), fYref[1], fZref[1]))
AliInfo(Form("P / Pt [GeV/c] = %f / %f", GetMomentum(), fPt));
+ if(IsStandAlone()) AliInfo(Form("C Rieman / Vertex [1/cm] = %f / %f", fC[0], fC[1]));
AliInfo(Form("dEdx [a.u.] = %f / %f / %f / %f / %f/ %f / %f / %f", fdEdx[0], fdEdx[1], fdEdx[2], fdEdx[3], fdEdx[4], fdEdx[5], fdEdx[6], fdEdx[7]));
AliInfo(Form("PID = %5.3f / %5.3f / %5.3f / %5.3f / %5.3f", fProb[0], fProb[1], fProb[2], fProb[3], fProb[4]));