使用CAGD工具插值运动

L. Traversoni
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引用次数: 0

摘要

这个想法是用四元数或四元数函数来执行插值,每个四元数都代表一个运动。考虑到四元数代表运动,例如以不同的方式定义表面,我们提出了使用四元数执行插值的不同方法的几个前提和使用四元数的其他前提。然而,本文的重点是四元数版本的Sibson插值在球面上,其中分散的数据是一些流体的运动漩涡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Interpolating Movements Using CAGD Tools
The idea is to perform interpolations with quaternions or quaternionic functions each one of whom represents a movement. We present several antecedents of different methods to perform interpolations with quaternions and other antecedents of the its use considering the fact that they represent movements for example to define surfaces in different ways. The paper is however focused on the quaternionic version of Sibson interpolant on the surface of the sphere where the scattered data are moving vortices of some fluid.
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