Jonathan Westhues 3da334028e Let's use the direction cosines (dot product of unit vectors), not ... the arbitrary-magnitude dot product, to classify regions (inside, outside, coincident) of surfaces against each other. That lets me always perturb the point for the normals (inside and outside the edge) by just a chord tolerance, and nothing bad happens as that distance varies over a few orders of magnitude. [git-p4: depot-paths = "//depot/solvespace/": change = 1996]		2009-06-21 22:22:30 -08:00
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boolean.cpp	Let's use the direction cosines (dot product of unit vectors), not	2009-06-21 22:22:30 -08:00
curve.cpp	Add beginnings of marching surface intersection; I can find all the	2009-06-18 23:56:33 -08:00
merge.cpp	Oops, don't let the coincident surface merging stuff try to merge	2009-06-10 00:26:09 -08:00
ratpoly.cpp	Now we are actually marching. There seems to be either a numerical	2009-06-21 01:02:36 -08:00
raycast.cpp	Let's use the direction cosines (dot product of unit vectors), not	2009-06-21 22:22:30 -08:00
surface.cpp	Clean up the marching step size / chord tol stuff, and add code to	2009-06-21 18:54:09 -08:00
surface.h	Clean up the marching step size / chord tol stuff, and add code to	2009-06-21 18:54:09 -08:00
surfinter.cpp	Clean up the marching step size / chord tol stuff, and add code to	2009-06-21 18:54:09 -08:00
triangulate.cpp	When exporting STEP, identify the outer contours, and group them	2009-06-08 08:21:33 -08:00