📄 mgcplanefit.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 "MgcEigen.h"
#include "MgcPlaneFit.h"
//----------------------------------------------------------------------------
MgcReal MgcOrthogonalPlaneFit (int iQuantity, MgcVector3* akPoint,
MgcVector3& rkOffset, MgcVector3& rkNormal)
{
// compute average of points
rkOffset = akPoint[0];
int i;
for (i = 1; i < iQuantity; i++)
rkOffset += akPoint[i];
MgcReal fInvQuantity = 1.0/iQuantity;
rkOffset *= fInvQuantity;
// compute sums of products
MgcReal fSumXX = 0.0, fSumXY = 0.0, fSumXZ = 0.0;
MgcReal fSumYY = 0.0, fSumYZ = 0.0, fSumZZ = 0.0;
for (i = 0; i < iQuantity; i++)
{
MgcVector3 kDiff = akPoint[i] - rkOffset;
fSumXX += kDiff.x*kDiff.x;
fSumXY += kDiff.x*kDiff.y;
fSumXZ += kDiff.x*kDiff.z;
fSumYY += kDiff.y*kDiff.y;
fSumYZ += kDiff.y*kDiff.z;
fSumZZ += kDiff.z*kDiff.z;
}
// setup the eigensolver
MgcEigen kES(3);
kES.Matrix(0,0) = fSumXX;
kES.Matrix(0,1) = fSumXY;
kES.Matrix(0,2) = fSumXZ;
kES.Matrix(1,0) = kES.Matrix(0,1);
kES.Matrix(1,1) = fSumYY;
kES.Matrix(1,2) = fSumYZ;
kES.Matrix(2,0) = kES.Matrix(0,2);
kES.Matrix(2,1) = kES.Matrix(1,2);
kES.Matrix(2,2) = fSumZZ;
// compute eigenstuff, smallest eigenvalue is in last position
kES.DecrSortEigenStuff3();
// unit-length direction for best-fit line
rkNormal.x = kES.GetEigenvector(0,2);
rkNormal.y = kES.GetEigenvector(1,2);
rkNormal.z = kES.GetEigenvector(2,2);
// the minimum energy
return kES.GetEigenvalue(2);
}
//----------------------------------------------------------------------------
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