广义双调和Wang-Ball曲面

2019 First International Conference of Intelligent Computing and Engineering (ICOICE) Pub Date : 2019-12-01 DOI:10.1109/ICOICE48418.2019.9035155

A. Kherd, A. Saaban, Ibrahim Iskander

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引用次数: 3

摘要

本文提出了一种基于椭圆偏微分算子的规定边界法来生成王球曲面。特别是，该研究重点关注双调和Wang-Ball曲面，它使整个曲面能够在边界曲线上控制和生成，而不是利用一组控制点。为了验证所提出的研究方法，我们选择了3度的双谐Wang-Ball patch进行研究。关键词:王球多项式，双谐波，微分方程。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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Generalized Biharmonic Wang-Ball Surface

A prescribed boundary base on elliptic partial differential operators of method is presented in this study to generate Wang-Ball surfaces. Particularly, the study is heavily concerned with the biharmonic Wang-Ball surfaces, which enables the overall surface to be controlled and generated on boundary curves instead of utilizing set of control points. To show the proposed study method, Biharmonic Wang-Ball patches of degree 3 was chosen for the study. Keywords: Wang-Ball plynomial, biharmonic, differential equa-tinn.

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2019 First International Conference of Intelligent Computing and Engineering (ICOICE)

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