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Triangular Curved Surface Construction of A Series ofArbitrary Disordered Points in Space
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作者 Wei Xiaopeng He Xin (Dalian University, Dalian, Liaoning Province, 116023. P.R.China) 《Computer Aided Drafting,Design and Manufacturing》 1998年第2期66-74,共9页
Constructing Bernstein-Bezier triangular interpolating curve surface interpolating a series of arbitrary disordered data points is of considerable importance for the design and modeling of surfaces with a variety of c... Constructing Bernstein-Bezier triangular interpolating curve surface interpolating a series of arbitrary disordered data points is of considerable importance for the design and modeling of surfaces with a variety of continuity information. In this article. a kind of simple and reliable algorithm that can process complex field triangular grid generating is presented, and a group of formulae for determining triangular curved surface with wholly C1 continuity are given. It can process arbitrary non-convex boundary and can be used to construct surfaces inner holes. 展开更多
关键词 geometric design and modeling scattered data interpolation. Bezier method triangular grid dividing.
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