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复杂模型的三角参数曲面构造研究与实现

RESEARCH AND REALIZATION ON TRIANGULAR PARAMETRIC SURFACE CONSTRUCTION OF THE COMPLICATED MODEL

  • 摘要: 本文介绍由任意设置的散乱数据点给定的复杂曲面模型,按整体VC1连续的几何特征构造非平面域Bernstein-Bezier三角参数曲面的一种方法。可处理非凸边界、孔洞或多值的曲面造型和空间三角网格自动剖分,并提供一个偏差比率不大的简单判别式,有效地提高了算法效率。

     

    Abstract: A new method to construct a non-planar complicated surface with global VC1 continuity over given arbitrary scattered data points is presented in this paper. The surface modeling with the non-convex edge, a hole and multi-value and automatic subdivision of triangular nets can be realized effectively.

     

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