复杂结构微波波导系统的非线性建模

I. Islamov, E. Hunbataliyev, A. Zulfugarli
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引用次数: 0

摘要

本文采用严格的数学方法,研究了圆形介质波导的波导模式随波导芯折射率时间的逐步变化而发生的变化。折射率急剧变化的假设使得以拉普拉斯变换的形式构造解析解成为可能。利用剩余定理和沿复平面切面的积分估计,得到了到时域的逆变换。所得到的解使研究瞬态过程和稳态状态成为可能,证明了频移的可能性,并建立了将导模转换为快速离开波导核心的辐射模式的可能性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling of Microwave Waveguide System with Complex Structure in Non-Linear
Using a rigorous mathematical method, the transformation of a guided mode of a circular dielectric waveguide as a result of a stepwise change in time of the refractive index of the core has been studied. The assumption of a sharp change in the refractive index made it possible to construct an analytical solution in the form of the Laplace transform. The inverse transformation to the time domain is obtained using the residue theorem and the estimate of integrals along the cuts of the complex plane. The solutions obtained made it possible to study the transient processes and the steady-state regime, to demonstrate the possibility of a frequency shift, and also to establish the possibility of converting a guided mode into radiation modes that quickly leave the waveguide core.
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