Abstract
In this paper, we present a method of simultaneous blending of implicitly defined convex polyhedral angles and solid models. This algorithm starts with a new suitable partition of the n -simplex over which the algebraic splines are defined. Then a cubic algebraic spline is constructed which meets the initial surfaces with G 2 continuity. Examples are provided to demonstrate the blending process. The results show some advantages of the new blending method.
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