diff options
author | Harvey Harrison <[email protected]> | 2013-06-28 13:19:49 -0700 |
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committer | Harvey Harrison <[email protected]> | 2013-06-28 13:19:49 -0700 |
commit | a2f2392bd9ff94f12ab6a91a77636949cf1c2361 (patch) | |
tree | 974dfc853935d1e1d2aed4b32920213e19c3ba5d /src/classes | |
parent | d6eb9028c9ae8c70cb16ecd81e4879bca00c91ee (diff) |
j3dcore: check in a snapshot of the GeometricTools segment to segment distance function
- adapted from code under the Boost 1.0 license, here distributed as GPLv2 + classpath
Signed-off-by: Harvey Harrison <[email protected]>
Diffstat (limited to 'src/classes')
-rw-r--r-- | src/classes/share/javax/media/j3d/Utils.java | 342 |
1 files changed, 342 insertions, 0 deletions
diff --git a/src/classes/share/javax/media/j3d/Utils.java b/src/classes/share/javax/media/j3d/Utils.java index 5510877..244edb5 100644 --- a/src/classes/share/javax/media/j3d/Utils.java +++ b/src/classes/share/javax/media/j3d/Utils.java @@ -96,4 +96,346 @@ static final double ptToRaySquare(Point3d pt, Point3d start, Vector3d dir, Point return dt.lengthSquared(); } +private static final double ZERO_TOL = 1e-5d; + +/** + * Return the square of the minimum distance between two line segments. + * + * Code in this method adapted from: + * Geometric Tools, LLC + * Copyright (c) 1998-2012 + * Distributed under the Boost Software License, Version 1.0. + * http://www.boost.org/LICENSE_1_0.txt + * http://www.geometrictools.com/License/Boost/LICENSE_1_0.txt + * http://www.geometrictools.com/LibMathematics/Distance/Wm5DistSegment3Segment3.cpp + * File Version: 5.0.1 (2010/10/01) + */ +static public double segmentToSegment (Point3d s0start, Point3d s0end, + Point3d s1start, Point3d s1end, + Point3d s0int, Point3d s1int, double[] param) { +// Vector3<Real> diff = mSegment0->Center - mSegment1->Center; +// Real a01 = -mSegment0->Direction.Dot(mSegment1->Direction); +// Real b0 = diff.Dot(mSegment0->Direction); +// Real b1 = -diff.Dot(mSegment1->Direction); +// Real c = diff.SquaredLength(); +// Real det = Math<Real>::FAbs((Real)1 - a01*a01); +// Real s0, s1, sqrDist, extDet0, extDet1, tmpS0, tmpS1; +// +// if (det >= Math<Real>::ZERO_TOLERANCE) +// { +// // Segments are not parallel. +// s0 = a01*b1 - b0; +// s1 = a01*b0 - b1; +// extDet0 = mSegment0->Extent*det; +// extDet1 = mSegment1->Extent*det; +// +// if (s0 >= -extDet0) +// { +// if (s0 <= extDet0) +// { +// if (s1 >= -extDet1) +// { +// if (s1 <= extDet1) // region 0 (interior) +// { +// // Minimum at interior points of segments. +// Real invDet = ((Real)1)/det; +// s0 *= invDet; +// s1 *= invDet; +// sqrDist = s0*(s0 + a01*s1 + ((Real)2)*b0) + +// s1*(a01*s0 + s1 + ((Real)2)*b1) + c; +// } +// else // region 3 (side) +// { +// s1 = mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 < -mSegment0->Extent) +// { +// s0 = -mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 <= mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// } +// } +// else // region 7 (side) +// { +// s1 = -mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 < -mSegment0->Extent) +// { +// s0 = -mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 <= mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// } +// } +// else +// { +// if (s1 >= -extDet1) +// { +// if (s1 <= extDet1) // region 1 (side) +// { +// s0 = mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 < -mSegment1->Extent) +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 <= mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// else // region 2 (corner) +// { +// s1 = mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 < -mSegment0->Extent) +// { +// s0 = -mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 <= mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 < -mSegment1->Extent) +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 <= mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// } +// } +// else // region 8 (corner) +// { +// s1 = -mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 < -mSegment0->Extent) +// { +// s0 = -mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 <= mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 > mSegment1->Extent) +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 >= -mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// } +// } +// } +// else +// { +// if (s1 >= -extDet1) +// { +// if (s1 <= extDet1) // region 5 (side) +// { +// s0 = -mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 < -mSegment1->Extent) +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 <= mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// else // region 4 (corner) +// { +// s1 = mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 > mSegment0->Extent) +// { +// s0 = mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 >= -mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = -mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 < -mSegment1->Extent) +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 <= mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// } +// } +// else // region 6 (corner) +// { +// s1 = -mSegment1->Extent; +// tmpS0 = -(a01*s1 + b0); +// if (tmpS0 > mSegment0->Extent) +// { +// s0 = mSegment0->Extent; +// sqrDist = s0*(s0 - ((Real)2)*tmpS0) + +// s1*(s1 + ((Real)2)*b1) + c; +// } +// else if (tmpS0 >= -mSegment0->Extent) +// { +// s0 = tmpS0; +// sqrDist = -s0*s0 + s1*(s1 + ((Real)2)*b1) + c; +// } +// else +// { +// s0 = -mSegment0->Extent; +// tmpS1 = -(a01*s0 + b1); +// if (tmpS1 < -mSegment1->Extent) +// { +// s1 = -mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// else if (tmpS1 <= mSegment1->Extent) +// { +// s1 = tmpS1; +// sqrDist = -s1*s1 + s0*(s0 + ((Real)2)*b0) + c; +// } +// else +// { +// s1 = mSegment1->Extent; +// sqrDist = s1*(s1 - ((Real)2)*tmpS1) + +// s0*(s0 + ((Real)2)*b0) + c; +// } +// } +// } +// } +// } +// else +// { +// // The segments are parallel. The average b0 term is designed to +// // ensure symmetry of the function. That is, dist(seg0,seg1) and +// // dist(seg1,seg0) should produce the same number. +// Real e0pe1 = mSegment0->Extent + mSegment1->Extent; +// Real sign = (a01 > (Real)0 ? (Real)-1 : (Real)1); +// Real b0Avr = ((Real)0.5)*(b0 - sign*b1); +// Real lambda = -b0Avr; +// if (lambda < -e0pe1) +// { +// lambda = -e0pe1; +// } +// else if (lambda > e0pe1) +// { +// lambda = e0pe1; +// } +// +// s1 = -sign*lambda*mSegment1->Extent/e0pe1; +// s0 = lambda + sign*s1; +// sqrDist = lambda*(lambda + ((Real)2)*b0Avr) + c; +// } +// +// mClosestPoint0 = mSegment0->Center + s0*mSegment0->Direction; +// mClosestPoint1 = mSegment1->Center + s1*mSegment1->Direction; +// mSegment0Parameter = s0; +// mSegment1Parameter = s1; +// +// // Account for numerical round-off errors. +// if (sqrDist < (Real)0) +// { +// sqrDist = (Real)0; +// } +// return sqrDist; +//} + return 0.0d; +} } + |