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Modelling Leaky Waves in Planar Dielectric Waveguides

机译:在平面介质波导中建模泄漏波

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Experimentally observed leaky modes of a dielectric waveguide are characterised by a weak tunnelling of the light through the waveguide and its long-time propagation along the waveguide. Traditional mathematical models of leaky waveguide modes meet some contradictions resolved using additional considerations. We propose a model of leaky modes in a waveguide free from the above contradictions, akin to the quantum mechanical model of the “pseudo-stable” Gamow-Siegert states.By separating variables, from the complete problem for plane inhomogeneous waves we obtain a non-self-adjoint Sturm-Liouville problem to determine the complex coefficient of the phase delay of the studied mode. The solution of the complete wave problem determines the propagation cone for the leaky mode of the waveguide, inside which there are no contradictions. Thus, solution is in qualitative agreement with experimental data.
机译:实验观察到的介质波导的泄漏模式的特征在于,光通过波导的弱隧道效应及其沿波导的长时间传播。泄漏波导模式的传统数学模型满足了一些使用其他考虑因素解决的矛盾。我们提出了一个没有上述矛盾的波导中的漏模模型,类似于“伪稳定的” Gamow-Siegert态的量子力学模型。通过将变量与平面不均匀波的完整问题分开,我们得到了一个自伴Sturm-Liouville问题来确定研究模式的相位延迟的复数系数。完整波问题的解决方案确定了波导泄漏模式的传播锥,在该泄漏锥内部没有矛盾。因此,解决方案与实验数据在质量上吻合。

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