EvtVector3C.cpp

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#include "EvtGenBase/EvtVector3C.hh"
 
#include "EvtGenBase/EvtComplex.hh"
 
#include <iostream>
#include <math.h>
using std::ostream;
 
EvtVector3C::EvtVector3C()
{
    m_v[0] = EvtComplex( 0.0 );
    m_v[1] = EvtComplex( 0.0 );
    m_v[2] = EvtComplex( 0.0 );
}
 
EvtVector3C::EvtVector3C( const EvtComplex& e1, const EvtComplex& e2,
                          const EvtComplex& e3 )
{
    m_v[0] = e1;
    m_v[1] = e2;
    m_v[2] = e3;
}
 
EvtVector3C EvtVector3C::cross( const EvtVector3C& p2 )
{
    //Calcs the cross product.  Added by djl on July 27, 1995.
 
    EvtVector3C temp;
 
    temp.m_v[0] = m_v[1] * p2.m_v[2] - m_v[2] * p2.m_v[1];
    temp.m_v[1] = m_v[2] * p2.m_v[0] - m_v[0] * p2.m_v[2];
    temp.m_v[2] = m_v[0] * p2.m_v[1] - m_v[1] * p2.m_v[0];
 
    return temp;
}
 
EvtVector3C rotateEuler( const EvtVector3C& v, double alpha, double beta,
                         double gamma )
{
    EvtVector3C tmp( v );
    tmp.applyRotateEuler( alpha, beta, gamma );
    return tmp;
}
 
void EvtVector3C::applyRotateEuler( double phi, double theta, double ksi )
{
    EvtComplex temp[3];
    double sp, st, sk, cp, ct, ck;
 
    sp = sin( phi );
    st = sin( theta );
    sk = sin( ksi );
    cp = cos( phi );
    ct = cos( theta );
    ck = cos( ksi );
 
    temp[0] = ( ck * ct * cp - sk * sp ) * m_v[0] +
              ( -sk * ct * cp - ck * sp ) * m_v[1] + st * cp * m_v[2];
    temp[1] = ( ck * ct * sp + sk * cp ) * m_v[0] +
              ( -sk * ct * sp + ck * cp ) * m_v[1] + st * sp * m_v[2];
    temp[2] = -ck * st * m_v[0] + sk * st * m_v[1] + ct * m_v[2];
 
    m_v[0] = temp[0];
    m_v[1] = temp[1];
    m_v[2] = temp[2];
}
 
ostream& operator<<( ostream& s, const EvtVector3C& v )
{
    s << "(" << v.m_v[0] << "," << v.m_v[1] << "," << v.m_v[2] << ")";
 
    return s;
}