Go::SurfaceCreators Namespace Reference

Various functions for generating SplineSurface s by approximation, blending, etc. More...

Functions
boost::shared_ptr< SplineSurface >	createSmoothTransition (const std::vector< boost::shared_ptr< const ParamSurface > > &surfs, const std::vector< boost::shared_ptr< const CurveOnSurface > > &int_cvs, double dist_0, double dist_1, double epsge, std::vector< boost::shared_ptr< SplineCurve > > &trim_crvs)
	Given input of two parametric surfaces, which intersect along an edge, create a smooth surface by moving boundary of surfs to inner part of current surfs.
boost::shared_ptr< SplineSurface >	mult1DSurfaces (const SplineSurface &sf1, const SplineSurface &sf2)
	Return the product of the two spline surfaces.
boost::shared_ptr< SplineSurface >	mult1DBezierPatches (const SplineSurface &patch1, const SplineSurface &patch2)
	Return the product of the two Bezier patches.
boost::shared_ptr< Go::SplineSurface >	mergeRationalParts (const Go::SplineSurface &nom_sf, const Go::SplineSurface &den_sf, bool weights_in_first=false)
	Return the rational surface 'nom_sf/den_sf'.
boost::shared_ptr< Go::SplineSurface >	insertParamDomain (const Go::SplineSurface &sf_1d)
	Given input of 1d-sf, return the 3d visualization (u, v, f(u, v)).
std::vector< boost::shared_ptr< Go::SplineSurface > >	separateRationalParts (const Go::SplineSurface &sf)
	Assuming the sf is rational, separate the geometric space from the homogenuous.

---

Detailed Description

Various functions for generating SplineSurface s by approximation, blending, etc.

---