Empirical Modeling of Rough Surfaces and Subsurface Scatter

J. Harvey
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引用次数: 3

Abstract

Over the last few decades we have developed a linear systems formulation of surface scatter theory that has led to a good understanding of surface scatter phenomena for clean, smooth (or moderately rough) optical surfaces, and to accurately predict the scattered light behavior [bidirectional scatter distribution function (BSDF)] from measured or assumed surface metrology data. However, for many applications there is a strong need to be able to accurately model scattered light behavior for surfaces or materials for which we have insufficient information or knowledge to develop or apply an accurate scatter theory. Due to the Helmholtz reciprocity theorem, useful empirical scattering models can be developed with limited experimental scattering data, even without knowledge or understanding of the actual scattering mechanism.
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粗糙表面和亚表面散射的经验建模
在过去的几十年里,我们已经开发了表面散射理论的线性系统公式,这使得我们很好地理解了清洁、光滑(或中等粗糙)光学表面的表面散射现象,并从测量或假设的表面计量数据准确预测了散射光的行为[双向散射分布函数(BSDF)]。然而,对于许多应用来说,我们迫切需要能够准确地模拟表面或材料的散射光行为,而我们没有足够的信息或知识来开发或应用准确的散射理论。由于亥姆霍兹互易定理,即使不知道或不了解实际散射机制,也可以利用有限的实验散射数据建立有用的经验散射模型。
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Back Matter Technical Background Empirical Modeling of Rough Surfaces and Subsurface Scatter A Modified Beckmann–Kirchhoff Surface Scatter Model Introduction and Overview
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