G4NURBShexahedron Class Reference

#include <G4NURBShexahedron.hh>

Inheritance diagram for G4NURBShexahedron:

Public Member Functions
	G4NURBShexahedron (const G4ThreeVector Corners[8])
const char *	Whoami () const

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Detailed Description

Definition at line 42 of file G4NURBShexahedron.hh.

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Constructor & Destructor Documentation

G4NURBShexahedron::G4NURBShexahedron

(

const G4ThreeVector

Corners[8]

)

Definition at line 34 of file G4NURBShexahedron.cc.

References G4NURBS::CP(), G4NURBS::mpCtrlPts, and G4NURBS::To1d().

 : G4NURBS( 2, 2,  // linear along U and V
            5, 4 ) // Square x polyline
{
  // let's it Generate regular knots vector

  CP(mpCtrlPts[To1d(0,0)] ,  c[0].x(), c[0].y(), c[0].z(), 1 );
  CP(mpCtrlPts[To1d(1,0)] ,  c[1].x(), c[1].y(), c[1].z(), 1 );
  CP(mpCtrlPts[To1d(2,0)] ,  c[1].x(), c[1].y(), c[1].z(), 1 );
  CP(mpCtrlPts[To1d(3,0)] ,  c[0].x(), c[0].y(), c[0].z(), 1 );
  CP(mpCtrlPts[To1d(4,0)] ,  c[0].x(), c[0].y(), c[0].z(), 1 );

  CP(mpCtrlPts[To1d(0,1)] ,  c[0].x(), c[0].y(), c[0].z(), 1 );
  CP(mpCtrlPts[To1d(1,1)] ,  c[1].x(), c[1].y(), c[1].z(), 1 );
  CP(mpCtrlPts[To1d(2,1)] ,  c[2].x(), c[2].y(), c[2].z(), 1 );
  CP(mpCtrlPts[To1d(3,1)] ,  c[3].x(), c[3].y(), c[3].z(), 1 );
  CP(mpCtrlPts[To1d(4,1)] ,  c[0].x(), c[0].y(), c[0].z(), 1 );

  CP(mpCtrlPts[To1d(0,2)] ,  c[4].x(), c[4].y(), c[4].z(), 1 );
  CP(mpCtrlPts[To1d(1,2)] ,  c[5].x(), c[5].y(), c[5].z(), 1 );
  CP(mpCtrlPts[To1d(2,2)] ,  c[6].x(), c[6].y(), c[6].z(), 1 );
  CP(mpCtrlPts[To1d(3,2)] ,  c[7].x(), c[7].y(), c[7].z(), 1 );
  CP(mpCtrlPts[To1d(4,2)] ,  c[4].x(), c[4].y(), c[4].z(), 1 );

  CP(mpCtrlPts[To1d(0,3)] ,  c[4].x(), c[4].y(), c[4].z(), 1 );
  CP(mpCtrlPts[To1d(1,3)] ,  c[5].x(), c[5].y(), c[5].z(), 1 );
  CP(mpCtrlPts[To1d(2,3)] ,  c[5].x(), c[5].y(), c[5].z(), 1 );
  CP(mpCtrlPts[To1d(3,3)] ,  c[4].x(), c[4].y(), c[4].z(), 1 );
  CP(mpCtrlPts[To1d(4,3)] ,  c[4].x(), c[4].y(), c[4].z(), 1 );
}

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Member Function Documentation

const char * G4NURBShexahedron::Whoami

(

)

const [virtual]

Implements G4NURBS.

Definition at line 65 of file G4NURBShexahedron.cc.

{
  return "Hexahedron";
}

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The documentation for this class was generated from the following files:

• G4NURBShexahedron.hh
• G4NURBShexahedron.cc

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