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基于任意三角网格的ternary插值细分曲面造型及其分析

Surface Modeling by Using a New Ternary Interpolatory Subdivision Scheme Based on Arbitrary Triangular Control Mesh

  • 摘要: 针对任意三角网格,提出一种简单有效且局部性更好的带参数的ternary插值曲面细分法,给出并证明了细分法收敛与G1连续的充分条件.在任意给定三角控制网格的条件下,可通过对形状参数的适当选择来实现对插值细分曲面形状的调整.

     

    Abstract: A ternary subdivision scheme based on arbitrary triangular control mesh is proposed and analyzed in this paper.The sufficient conditions of the convergence property and G1continuity property of the new subdivision scheme are obtained and proved.In comparison with the existing ternary interpolatory subdivision schemes of surface,the presented subdivision scheme is simple and has a better local property;the corresponding smooth subdivision surfaces can also be generated quickly.

     

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