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Combining Multiplexing with Algebraic Precision for Calculation of Form-factor Between Close Patches

机译:结合代数与代数精度计算封闭面之间的形状因数

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摘要

This paper develops a new method for calculation of form-factor, which is the key part of Radiosity solution, between close patches. Error becomes larger and larger, more and more difficult to control when the distance of two patches gets smaller and smaller. The traditional methods can not calculate form-factor between close patches accurately. Multiplexing and algebraic precision are two ways to decrease error. The former is such method as dynamic subdivision, the latter is such method as Gaussian method. This paper analyses their applied conditions and combines them to calculate form-factor between close patches accurately.
机译:本文开发了一种新的形状因数计算方法,这是辐射度解决方案中关键补丁之间的关键部分。当两个补丁的距离越来越小时,误差变得越来越大,越来越难以控制。传统方法无法准确计算贴片之间的形状因数。复用和代数精度是减少错误的两种方法。前者是动态细分的方法,后者是高斯方法的方法。本文分析了它们的应用条件,并将它们组合起来以精确地计算出紧密贴片之间的形状系数。

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