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//--------------------------------------------------------------------------
//
// Environment:
//      This software is part of the EvtGen package developed jointly
//      for the BaBar and CLEO collaborations.  If you use all or part
//      of it, please give an appropriate acknowledgement.
//
// Copyright Information: See EvtGen/COPYRIGHT
//      Copyright (C) 1998      Caltech, UCSB
//
// Module: EvtGen/EvtKine.hh
//
// Description:routines to calc. decay angles.
//
// Modification history:
//
//    DJL/RYD     September 25, 1996         Module created
//
//------------------------------------------------------------------------

#ifndef EVTKINE_HH
#define EVTKINE_HH

class EvtVector4R;
class EvtComplex;

double EvtDecayAngle(const EvtVector4R&, const EvtVector4R&,
                     const EvtVector4R&);

double EvtDecayAngleChi(const EvtVector4R&, const EvtVector4R&, 
                        const EvtVector4R&, const EvtVector4R&, 
                        const EvtVector4R& );

//
// This routine calculates the cosine of the angle between
// the normal of the decay plane and the flight direction of particle q
// in the parent frame.
//
double EvtDecayPlaneNormalAngle(const EvtVector4R& p,const EvtVector4R& q,
                                const EvtVector4R& d1,const EvtVector4R& d2);



// Added by AJB
//
// Calculate phi (between 0 and 2 pi) of the daughter given the 4-momentum of
// the grandparent, parent, resonance and the daughter.  g, p, q and d need to
// be in the same rest frame.  Note that for the first level of the tree there
// is no grandparent and thus <0,0,0,1> should be passed in for g.  When there
// is no parent the angles need to be calculated by simply by calculating polar
// and azymuthal angles in the rest frame of the resonance (since this will
// generally be the root particle and is generally at rest the polar and
// azymuthal angels can simply be calculated.
//
double EvtDecayAnglePhi( const EvtVector4R& g, const EvtVector4R& p,
                         const EvtVector4R& q, const EvtVector4R& d );

// Wigner big-D function in Jackson convention
//
// XXX NOTE XXX
//  - EvtDecayAngle returns the cos \theta and EvtdFunction requires theta
//  - In EvtdFunction j m1 and m2 are really 2 * j, 2 * m1, 2*m2 to deal with
//    spin 1/2 particles
//
EvtComplex wignerD( int j, int m1, int m2, double phi, double theta,
                    double gamma );


#endif

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