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Analytical regularization of a generalized eigenwave problem for weakly guiding step-index optical fibers by Muller boundary integral equations

机译:穆勒边界积分方程对弱导阶跃光纤的广义特征波问题的解析正则化

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We investigate surface and leaky natural waves of weakly guiding step-index optical fibers. We reduce the original problem for Helmholtz equation on the plane with Reichardt radiation condition to a nonlinear eigenvalue problem for Muller boundary integral equation with Fredholm operator. We study the spectral properties of this operator and build a theoretically and practically justified collocation algorithm of numerical solution of the problem.
机译:我们研究弱导阶跃光纤的表面和泄漏自然波。我们将带有Reichardt辐射条件的平面上Helmholtz方程的原始问题简化为带有Fredholm算子的Muller边界积分方程的非线性特征值问题。我们研究了该算子的光谱特性,并建立了一个在理论上和实践上合理的问题数值解的搭配算法。

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