Beispiel #1
0
static  double sigma_gauss(double PcmIn)
{ double r;
  if(kin22(PcmIn,pmass)) return 0.; 
  _nsub_=nsub;
  r=gauss(dSigma_dCos,-1.,1.,5);
  if(r<0) { neg_cs_flag=1;r=0;}
  return r;
}  
Beispiel #2
0
static  double sigma_simpson(double PcmIn)
{ double r;
  if(kin22(PcmIn,pmass)) return 0;
  _nsub_=nsub;
  r= simpson(dSigma_dCos,-1.,1,0.3*eps);
  if(r<0) { neg_cs_flag=1;r=0;}
/*
printf("PcmIN=%E sigma=%E\n",  PcmIn, r*3.8937966E8); 
*/
  return r;
}
Beispiel #3
0
static  double sigma_gauss(double PcmIn)
{ double r;
  if(kin22(PcmIn,pmass)) return 0.; 
  _nsub_=nsub;
  r=gauss(dSigma_dCos,-1.,1.,5);
  if(r<0) { neg_cs_flag=1;r=0;}

#ifdef IMPROVE
  improveCrossSection(PDGnum[0],PDGnum[1],PDGnum[2],PDGnum[3],PcmIn,&r);
#endif
  
  return r;
}  
Beispiel #4
0
double cs22(numout * cc, int nsub, double P, double cos1, double cos2 , int * err) 
{
  int i;
  double pmass[4];
  for(i=1;i<=cc->interface->nvar;i++) if(cc->link[i]) cc->interface->va[i]=*(cc->link[i]);
  GG=sqrt(4*M_PI*parton_alpha(GGscale));
  if( cc->interface->calcFunc()>0 ) {*err=4; return 0;}
  *(cc->interface->gtwidth)=0;
  *(cc->interface->twidth)=0;
  *(cc->interface->gswidth)=1;
  
  for(i=0;i<4;i++) cc->interface->pinf(nsub,1+i,pmass+i,NULL);  
  *err=0;
  sqme22=cc->interface->sqme;
  nsub22=nsub; 
  if(kin22(P,pmass)) return 0; else return 3.8937966E8*simpson(dSigma_dCos,cos1,cos2,0.3*eps);
}
Beispiel #5
0
static  double sigma_simpson(double PcmIn)
{ double r;
  if(kin22(PcmIn,pmass)) return 0;
  _nsub_=nsub;

  r= simpson(dSigma_dCos,-1.,1.,0.3*eps);
  
  if(r<0) { neg_cs_flag=1;r=0;}
  
#ifdef IMPROVE
  improveCrossSection(PDGnum[0],PDGnum[1],PDGnum[2],PDGnum[3],PcmIn,&r);
#endif
 
/*
printf("PcmIN=%E sigma=%E\n",  PcmIn, r*3.8937966E8); 
*/
  return r;
}
Beispiel #6
0
static double s_integrandT_(double  sqrtS )
{  double sv_tot,t,bess, x1,x2,y;
   double ms,md,PcmIn;
   double Rm;
   
   ms = M1 + M2; 
   if(ms>=sqrtS)  return 0;
   x1=M1/T_; x2=M2/T_; y=sqrtS/T_;

   if(y-x1-x2>50) return 0;   
      
   md = M1 - M2;
   PcmIn = sqrt((sqrtS-ms)*(sqrtS+ms)*(sqrtS-md)*(sqrtS+md))/(2*sqrtS);
   kin22(PcmIn,pmass);
   
   sv_tot=simpson(dSigma_dCos,-1.,1.,1E-3); 
   bess=    sqrt(2*x1*x2/y/M_PI)*exp(-(y-x1-x2))*K1pol(1/y)/(K2pol(1/x1)*K2pol(1/x2));
   Rm=PcmIn*sqrtS/M1/M2;   
   return  bess*Rm*Rm*sv_tot/T_;    
}