复合材料的介电常数

C. Brosseau, A. Beroual, A. Boudida
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引用次数: 1

摘要

复合材料是在物理和工程中具有重要意义的实体,是一类因其介电性能而被积极研究的化合物。这种系统由复合内含物组成,多组分材料嵌入在不同材料的基体中。本文报道了在准静态近似下,不同组分的体积分数、介电常数、形状和厚度对异质结构复介电常数的影响。基于场计算软件PHI3D和边界积分方程的解析,采用从头计算的方法对排列在规则的简单立方点阵中的复合材料的介电特性进行了数值计算。这种方法是精确的,因为它考虑了所有内部电多极相互作用。球和椭球的典型结果表明,任何仅基于偶极子近似的方法都不能预测介电异质结构的有效介电常数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Permittivity of composite composites
Composite composites are entities that are important in physics and engineering and are a class of compounds actively investigated for their dielectric properties. Such systems consist of composite inclusions multicomponent materials embedded in a matrix of a distinct material. The effects of volume fraction, permittivity, shape and thickness of the various constituents on the complex permittivity, in the quasistatic approximation, of the heterostructures are reported. We use an ab initio numerical technique for the evaluation of the dielectric characteristics of composite composites, arranged in a regular simple cubic lattice, which is based on the field calculation package PHI3D and the resolution of boundary integral equations. This method is exact in the sense that all internal electric multipole interactions are taken into account. Typical results presented for spheres and ellipsoids indicate that any approach based solely on the dipole approximation must fail to predict the effective permittivity of dielectric heterostructures.
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