📄 mgcintrplnelp3.cpp
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// Magic Software, Inc.
// http://www.magic-software.com
// Copyright (c) 2000, All Rights Reserved
//
// Source code from Magic Software is supplied under the terms of a license
// agreement and may not be copied or disclosed except in accordance with the
// terms of that agreement. The various license agreements may be found at
// the Magic Software web site. This file is subject to the license
//
// FREE SOURCE CODE
// http://www.magic-software.com/License/free.pdf
#include "MgcIntrPlnElp3.h"
//----------------------------------------------------------------------------
bool MgcTestIntersection (const MgcPlane& rkPlane,
const MgcEllipsoid& rkEllipsoid, bool bUnitNormal)
{
MgcVector3 kNormal = rkPlane.Normal();
MgcReal fConstant = rkPlane.Constant();
if ( !bUnitNormal )
{
MgcReal fLength = kNormal.Unitize();
fConstant /= fLength;
}
MgcReal fDiscr = kNormal.Dot(rkEllipsoid.InverseA()*kNormal);
MgcReal fRoot = MgcMath::Abs(MgcMath::Sqrt(fDiscr));
MgcReal fSDist = kNormal.Dot(rkEllipsoid.Center()) - fConstant;
return MgcMath::Abs(fSDist) <= fRoot;
}
//----------------------------------------------------------------------------
bool MgcCulled (const MgcPlane& rkPlane, const MgcEllipsoid& rkEllipsoid,
bool bUnitNormal)
{
MgcVector3 kNormal = rkPlane.Normal();
MgcReal fConstant = rkPlane.Constant();
if ( !bUnitNormal )
{
MgcReal fLength = kNormal.Unitize();
fConstant /= fLength;
}
MgcReal fDiscr = kNormal.Dot(rkEllipsoid.InverseA()*kNormal);
MgcReal fRoot = MgcMath::Abs(MgcMath::Sqrt(fDiscr));
MgcReal fSDist = kNormal.Dot(rkEllipsoid.Center()) - fConstant;
return fSDist <= -fRoot;
}
//----------------------------------------------------------------------------
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