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Effective medium theories for artificial materials composed ofmultiple sizes of spherical inclusions in a host continuum

机译:在主体连续体中由多种尺寸的球形夹杂物组成的人工材料的有效介质理论

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This paper presents the application of nonempirical effective medium theories to describe composite mixtures of spherical inclusions within a host continuum. It is shown that the most common effective medium theories collapse into Bruggeman's (1935) asymmetric formula when they are implemented in an iterative scheme to extend their validity to higher volume fractions. Comparisons of DC and 4-GHz data show that of all the formulas Bruggeman's asymmetric formula corresponds best with experiment for large differences between the complex permittivities of the host and inclusion materials. Permeability values are also formulated and compared with experiment and a simple scheme is considered to extend the effective medium theories herein to a description of the diamagnetic effect of induced current in metal spherical inclusions
机译:本文介绍了非经验有效介质理论在描述主体连续体内球形夹杂物的复合混合物中的应用。结果表明,最常见的有效介质理论在以迭代方案实施以将其有效性扩展到更高的体积分数时,会陷入布鲁格曼(Bruggeman(1935))的不对称公式中。 DC和4-GHz数据的比较表明,在所有公式中,布鲁格曼的不对称公式与实验最吻合,因为主体和夹杂物的复介电常数之间存在较大差异。还制定了磁导率值并与实验进行了比较,并考虑了一种简单的方案将本文中的有效介质理论扩展到金属球形夹杂物中感应电流的反磁效应的描述。

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