The Interpretation of Diffuse Reflectance Spectra.

Harry G Hecht
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引用次数: 151

Abstract

Numerous treatments of the diffuse reflecting properties of scattering media have been described. Many theories give an adequate account of the reflectance for a specific set of conditions for which the model was constructed and the solution tested experimentally. Only those models which are considered to be fairly general are considered here. It is convenient to divide the theories into those based upon continuum models and those based upon statistical models. The continuum models typically describe the scattering and absorbing properties of a given medium in terms of two phenomenological constants. These models may all be regarded as varying levels of approximate solution to the general equation of radiative transfer. This provides a convenient basis for comparison of the various theories. The statistical models are based upon a summation of transmittances and reflectances from individual layers or particles. Thus, some assumptions must be made about the nature of the fundamental units, and the validity of the ultimate result will depend upon how closely these assumptions correspond with reality. Only the statistical models lead to expressions from which absolute absorptivities and scattering coefficients can be calculated and related to the actual particle characteristics. The relationship between the various models will be discussed and the features which typify the absorptivity and scattering coefficient according to each will be compared and related to the available experimental data. This leads to a consideration of the characteristics of appropriate model systems and standards.

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漫反射光谱的解释。
对散射介质漫反射特性的许多处理方法已经被描述过。许多理论对一组特定条件下的反射率给出了充分的解释,在这些条件下,模型被构建,解被实验检验。这里只考虑那些被认为是相当一般的模型。将理论分为基于连续统模型的理论和基于统计模型的理论是方便的。连续介质模型通常用两个现象学常数来描述给定介质的散射和吸收特性。这些模型都可以看作是辐射传递一般方程的不同程度的近似解。这为比较各种理论提供了方便的基础。统计模型是基于单个层或粒子的透射率和反射率的总和。因此,必须对基本单位的性质作出一些假设,而最终结果的有效性将取决于这些假设与现实的吻合程度。只有统计模型才能得出计算绝对吸光率和散射系数的表达式,并将其与实际粒子特性联系起来。本文将讨论各种模型之间的关系,并将各种模型的吸收系数和散射系数的特征与现有的实验数据进行比较和联系。这导致考虑适当的模型系统和标准的特征。
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