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Torrance-sparrow off-specular reflection and linear subspaces for object recognition

机译:r麻雀镜面反射和用于对象识别的线性子空间

摘要

The Torrance-Sparrow model of off-specular reflection is recast in a significantly simpler and more transparent form in order to render a spherical-harmonic decomposition more feasible. By assuming that a physical surface consists of small, reflecting facets whose surface normals satisfy a normal distribution, the model captures the off-specular enhancement of the reflected intensity distribution often observed at large angles of incidence and reflection, features beyond the reach of the phenomenological broadening models usually employed. In passing we remove a physical inconsistency in the original treatment, restoring reciprocity and correcting the dependence of reflectance on angle near grazing incidence. It is noted that the results predicted by the model are relatively insensitive to values of its one parameter, the width of the distribution of surface normals.
机译:以明显更简单和更透明的形式重铸镜外反射的Torrance-Sparrow模型,以使球形谐波分解更可行。通过假设物理表面由小的反射面组成,这些反射面的表面法线满足正态分布,该模型捕获了通常在大入射角和反射角观察到的反射强度分布的镜外增强,这是现象学无法达到的。通常采用的拓宽模型。通过测试,我们消除了原始处理中的物理不一致,恢复了互易性并校正了反射率对接近掠入射的角度的依赖性。注意,该模型预测的结果对其一个参数(表面法线分布的宽度)的值相对不敏感。

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