Alger T W
Appl Opt. 1979 Oct 15;18(20):3494-501. doi: 10.1364/AO.18.003494.
A new method for determining the particle-size-distribution function of a polydispersion of spherical particles is presented. The inversion technique for the particle-size-distribution function is based upon matching the measured intensity profile of angularly scattered light with a summation of the intensity contributions of a series of appropriately spaced, narrowband, size-distribution functions. A numerical optimization technique is used to determine the strengths of the individual bands that yield the best agreement with the measured scattered-light-intensity profile. Because Mie theory is used, the method is applicable to spherical particles df all sizes. Several numerical examples demonstrate the application of this inversion method.
提出了一种确定球形颗粒多分散体系粒度分布函数的新方法。粒度分布函数的反演技术基于将测量的角散射光强度分布与一系列适当间隔的窄带粒度分布函数的强度贡献之和进行匹配。采用数值优化技术来确定各个谱带的强度,使其与测量的散射光强度分布达到最佳拟合。由于使用了米氏理论,该方法适用于所有尺寸的球形颗粒。几个数值例子展示了这种反演方法的应用。