长形球形磁光腔的特征频谱

G. P. Zouros, G. Kolezas, G. Pagiatakis, J. Roumeliotis
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引用次数: 0

摘要

在这项工作中,我们报告了磁光腔的特征频率,它们的不变性,以及它们的灵敏度,当腔偏离传统的球形形状和变形时,由于制造缺陷,成为一个延长的球体。由于腔体由于外部偏磁而静态磁化,其介电常数张量变为陀螺电。为了解决这个问题,我们采用了一种基于球面特征向量的技术来扩展腔体各向异性区域的电磁场。将系统的矩阵行列式设为零得到特征频率,在球面上满足边界条件后得到矩阵。并与形状摄动技术进行了比较,给出了不同宽高比磁光腔本征频谱的数值结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Eigenfrequency Spectrum of Prolate Spheroidal Magneto-optic Cavities
In this work we report on the eigenfrequencies of magnetooptic cavities, their non-degeneration, and their sensitivity, when the cavity deviates from the traditional spherical shape and deforms, due to manufacturing defects, into a prolate spheroid. Since the cavity is statically magnetized due to an external magnetic bias, its permittivity tensor becomes gyroelectric. To solve this problem, we employ a technique based on spheroidal eigenvectors for the expansion of the electromagnetic field in the anisotropic region of the cavity. The eigenfrequencies are obtained by setting system’s matrix determinant equal to zero, with the matrix being obtained after the satisfaction of the boundary conditions at the spheroidal surface. Comparisons with a shape-perturbation technique are performed, and numerical results on the eigenfrequency spectrum are given for different aspect ratio magneto-optic cavities.
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