Project CMSSW displayed by LXR CMSSW_14_1_X_2024-07-25-2300/​TopQuarkAnalysis/​TopHitFit/​src/​fourvec.cc	Source navigation Diff markup Identifier search General search
	Version: CMSSW_14_1_X_2024-07-25-2300 CMSSW_14_1_X_2024-07-24-2300 CMSSW_14_1_X_2024-07-23-2300 CMSSW_14_1_X_2024-07-22-2300 CMSSW_14_1_X_2024-07-21-2300 CMSSW_14_1_X_2024-07-19-2300 Revert   Change

File indexing completed on 2024-04-06 12:31:18

 //
 //
 // File: src/fourvec.cc
 // Purpose: Define 3- and 4-vector types for the hitfit package, and
 //          supply a few additional operations.
 // Created: Jul, 2000, sss, based on run 1 mass analysis code.
 //
 // CMSSW File      : src/fourvec.cc
 // Original Author : Scott Stuart Snyder <snyder@bnl.gov> for D0
 // Imported to CMSSW by Haryo Sumowidagdo <Suharyo.Sumowidagdo@cern.ch>
 //
 
 /**
     @file fourvec.cc
 
     @brief Define three-vector and four-vector classes for the HitFit
     package, and supply a few additional operations. See the documentation
     for the header file fourvec.h for details.
 
     @author Scott Stuart Snyder <snyder@bnl.gov>
 
     @par Creation date:
     Jul 2000.
 
     @par Modification History:
     Apr 2009: Haryo Sumowidagdo <Suharyo.Sumowidagdo@cern.ch>:
     Imported to CMSSW.<br>
     Nov 2009: Haryo Sumowidagdo <Suharyo.Sumowidagdo@cern.ch>:
     Added Doxygen tags for automatic generation of documentation.
 
     @par Terms of Usage:
     With consent from the original author (Scott Snyder).
  */
 
 #include "TopQuarkAnalysis/TopHitFit/interface/fourvec.h"
 #include <cmath>
 
 using std::atan;
 using std::atan2;
 using std::cos;
 using std::exp;
 using std::fabs;
 using std::log;
 using std::sin;
 using std::sqrt;
 using std::tan;
 
 namespace {  // unnamed namespace
 
   double cal_th(double theta, double z)
   //
   // Purpose: Helper for deteta.  Find `calorimeter theta' given
   //          physics theta and z-vertex.  Copied from run 1 code.
   //
   // Inputs:
   //   theta -       Physics theta.
   //   z -           Z-vertex.
   //
   // Returns:
   //   Calorimeter theta.
   //
   {
     const double R_CC = 91.6;
     const double Z_EC = 178.9;
     const double BIGG = 1e8;
 
     double tanth;
     if (fabs(cos(theta)) < 1 / BIGG)
       tanth = BIGG * sin(theta);
     else
       tanth = tan(theta);
 
     double z_cc = R_CC / tanth + z;
 
     if (fabs(z_cc) < Z_EC)
       theta = atan2(R_CC, z_cc);
 
     else {
       double zz = Z_EC;
       if (tanth < 0)
         zz = -zz;
       double r_ec = (zz - z) * tanth;
       theta = atan2(r_ec, zz);
     }
 
     if (theta < 0)
       theta += 2 * M_PI;
     return theta;
   }
 
 }  // unnamed namespace
 
 namespace hitfit {
 
   void adjust_p_for_mass(Fourvec& v, double mass)
   //
   // Purpose: Adjust the 3-vector part of V (leaving the energy unchanged)
   //          so that it has mass MASS.  (Provided that is possible.)
   //
   // Inputs:
   //   v -           The 4-vector to scale.
   //   mass -        The desired mass of the 4-vector.
   //
   // Outputs:
   //   v -           The scaled 4-vector.
   //
   {
     CLHEP::Hep3Vector vect = v.vect();
     double old_p2 = vect.mag2();
     if (old_p2 == 0)
       return;
     double new_p2 = v.e() * v.e() - mass * mass;
     if (new_p2 < 0)
       new_p2 = 0;
     vect *= sqrt(new_p2 / old_p2);
     v.setVect(vect);
   }
 
   void adjust_e_for_mass(Fourvec& v, double mass)
   //
   // Purpose: Adjust the energy component of V (leaving the 3-vector part
   //          unchanged) so that it has mass MASS.
   //
   // Inputs:
   //   v -           The 4-vector to scale.
   //   mass -        The desired mass of the 4-vector.
   //
   // Outputs:
   //   v -           The scaled 4-vector.
   //
   {
     v.setE(sqrt(v.vect().mag2() + mass * mass));
   }
 
   void rottheta(Fourvec& v, double theta)
   //
   // Purpose: Rotate V through polar angle THETA.
   //
   // Inputs:
   //   v -           The 4-vector to rotate.
   //   theta -       The rotation angle.
   //
   // Outputs:
   //   v -           The rotated 4-vector.
   //
   {
     double s = sin(theta), c = cos(theta);
     double old_pt = v.perp();
     double new_pt = old_pt * c - v.z() * s;
     v.setZ(old_pt * s + v.z() * c);
 
     v.setX(v.x() * new_pt / old_pt);
     v.setY(v.y() * new_pt / old_pt);
   }
 
   void roteta(Fourvec& v, double eta)
   //
   // Purpose: Rotate a Fourvec through a polar angle such that
   //          its pseudorapidity changes by ETA.
   //
   // Inputs:
   //   v -           The 4-vector to rotate.
   //   eta -         The rotation angle.
   //
   // Outputs:
   //   v -           The rotated 4-vector.
   //
   {
     double theta1 = v.theta();
     double eta1 = theta_to_eta(theta1);
     double eta2 = eta1 + eta;
     double theta2 = eta_to_theta(eta2);
 
     rottheta(v, theta1 - theta2);
   }
 
   double eta_to_theta(double eta)
   //
   // Purpose: Convert psuedorapidity to polar angle.
   //
   // Inputs:
   //   eta -         Pseudorapidity.
   //
   // Returns:
   //   Polar angle.
   //
   {
     return 2 * atan(exp(-eta));
   }
 
   double theta_to_eta(double theta)
   //
   // Purpose: Convert polar angle to psuedorapidity.
   //
   // Inputs:
   //   theta -       Polar angle.
   //
   // Returns:
   //   Pseudorapidity.
   //
   {
     return -log(tan(theta / 2));
   }
 
   double deteta(const Fourvec& v, double zvert)
   //
   // Purpose: Get the detector eta (D0-specific).
   //
   // Inputs:
   //   v -           Vector on which to operate.
   //   zvert -       Z-vertex.
   //
   // Returns:
   //   Detector eta of V.
   //
   {
     return theta_to_eta(cal_th(v.theta(), zvert));
   }
 
   double phidiff(double phi)
   //
   // Purpose: Handle wraparound for a difference in azimuthal angles.
   //
   // Inputs:
   //   phi -         Azimuthal angle.
   //
   // Returns:
   //   PHI normalized to the range -pi .. pi.
   //
   {
     while (phi < -M_PI)
       phi += 2 * M_PI;
     while (phi > M_PI)
       phi -= 2 * M_PI;
     return phi;
   }
 
   double delta_r(const Fourvec& a, const Fourvec& b)
   //
   // Purpose: Find the distance in R between two four-vectors.
   //
   // Inputs:
   //   a -           First four-vector.
   //   b -           Second four-vector.
   //
   // Returns:
   //   the distance in R between A and B.
   //
   {
     double deta = a.pseudoRapidity() - b.pseudoRapidity();
     double dphi = phidiff(a.phi() - b.phi());
     return sqrt(deta * deta + dphi * dphi);
   }
 
 }  // namespace hitfit

This page was automatically generated by the 2.2.1 LXR engine. The LXR team