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Validity of effective-medium theory in Mie scattering calculation of hollow dielectric sphere

机译:有效介质理论在空心介质球米氏散射计算中的有效性

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The effective-medium theory is extended to calculate the equivalent dielectric constants of hollow spheres. The Maxwell-Garnett, inverted Maxwell-Garnett, and Monecke rules are adopted to investigate the hollow ice spheres. Compared with P. Yang''s paper, very different Maxwell-Garnett and inverted Maxwell-Garnett formulas but identical mean permittivity values are presented. In order to verify the validity of effective-medium theory in Mie scattering calculation of hollow dielectric spheres, n-layered Mie solution is adopted to calculate the scattering of hollow ice spheres. The mean permittivity values are used in common Mie scattering calculation of uniform sphere. By comparison, it is evident that the effective-medium theory is suitable for small size parameters. For size parameter is about ten, the effective theory is suitable for a very thin hollow ice sphere. At last, it is pointed out that the effective-medium theory make Mie scattering calculation of hollow spheres easier, and can be extended further to non-uniform and eccentric hollow spheres.
机译:延长有效介质理论以计算空心球的等同介质常数。 Maxwell-Garnett,倒置Maxwell-Garnett和MoneCke规则被采用来调查空心冰球。与P. Yang'的纸相比,非常不同的Maxwell-Garnett和倒马尔韦尔 - 加内特公式,但呈现了相同的平均介电常数。为了验证中空介电球的MIE散射计算中有效介质理论的有效性,采用了N层MIE溶液来计算中空冰球的散射。平均介电常数值用于均匀球的共同mie散射计算。相比之下,显而易见的是,有效介质理论适用于小尺寸参数。对于尺寸参数大约是十个,有效的理论适用于非常薄的空心冰球。最后,指出了有效介质理论使中空球体的MIE散射计算更容易,并且可以进一步扩展到不均匀和偏心的空心球。

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