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Finite-element solution of the Maxwell equations for absorption and scattering of electromagnetic radiation by a coated sphere

机译:涂层球体吸收和散射电磁辐射的麦克斯韦方程组的有限元解

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Abstract: blem of scattering and absorption of electromagnetic radiation by particles can be solved analytically for only the simplest case, but established numerical methods allow a straightforward extension to particles with arbitrary homogeneities, arbitrary shapes, and nonlinear response. In this paper a recently developed frequency domain method involving CFD techniques is reviewed and applied to the problem of a dielectric coated sphere of arbitrary size parameter. Numerical results are in good agreement with analytical solutions. The problem is solved via the Debye amplitude formulation and then the field observables such as the heat generation are calculated. Results obtained suggest that finite element methods have promise for analytically intractable scattering/absorption problems.!17
机译:摘要:只有在最简单的情况下,才能通过解析方法解决粒子对电磁辐射的散射和吸收的难题,但是成熟的数值方法可以直接扩展到具有任意同质性,任意形状和非线性响应的粒子。在本文中,回顾了最近开发的涉及CFD技术的频域方法,并将其应用于任意大小参数的介电涂层球体问题。数值结果与解析解非常吻合。通过德拜振幅公式解决了问题,然后计算了可观察到的场,例如热量的产生。获得的结果表明,有限元方法有望解决分析上难以解决的散射/吸收问题。17

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