G4NumIntTwoBodyAngDst.hh

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// Author:  Dennis Wright (SLAC)
// Date:    28 January 2013
//
// Description: Templated base class for numerically integrated two-body
//              final state angular distributions in Bertini-style cascade
//
// 20130219 M. Kelsey: Rewrite with C-arrays, using template args for
//    dimensions (c.f. G4CascadeSampler)
// 20130620 Address Coverity #51342; initialize angDist[] buffer in ctor

#ifndef G4NumIntTwoBodyAngDst_h
#define G4NumIntTwoBodyAngDst_h 1

#include "G4VTwoBodyAngDst.hh"
#include <algorithm>

template <G4int NKEBINS, G4int NANGLES>
class G4NumIntTwoBodyAngDst : public G4VTwoBodyAngDst {
public:
  enum { nDists=NKEBINS, nAngles=NANGLES }; // For use in function arguments

  G4NumIntTwoBodyAngDst(const G4String& name, 
      const G4double (&kebins)[nDists],
      const G4double (&angles)[nAngles],
      const G4double (&dists)[nDists][nAngles],
      const G4double highKEscale, G4int verbose = 0)
    : G4VTwoBodyAngDst(name, verbose), tcoeff(highKEscale),
      labKE(kebins), cosBins(angles), angDists(dists) {
    std::fill(angDist, angDist+nDists, 0.); // Initialize working buffer
  }

  virtual ~G4NumIntTwoBodyAngDst() {;}
  
  virtual G4double GetCosTheta(const G4double& ekin, const G4double& pcm) const;
  
protected:
  G4double tcoeff;  // Fall-off of exponential for high energy ang. dist.

  // Kinetic energies at which angular distributions are taken
  const G4double (&labKE)[nDists];

  // Bins of the angular distributions in cos(theta)
  const G4double (&cosBins)[nAngles];

  // table of numerical normalized indefinite integrals of
  // angular distributions vs. KE and angle 
  const G4double (&angDists)[nDists][nAngles];

  // Compute interpolated angular distribution between energy bins
  void Interpolate(const G4double& ekin) const;
  mutable G4double angDist[nAngles];    // Reusable buffer
};

// Implementations must be included for templated classes
#include "G4NumIntTwoBodyAngDst.icc"

#endif  /* G4NumIntTwoBodyAngDst_h */