Radio pulse propagation in a smoothly bent oversized waveguide

A. Popov
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引用次数: 1

Abstract

An efficient method to calculate EM pulse dynamics in a wide nonuniform waveguide is proposed. Fourier transformation of the adiabatic approximation into time domain results in a series of traveling pulsed modes whose group velocities depend on the mode number, waveguide cross section and axis curvature. Parabolic equation can be used for numerical implementation of the asymptotic solution.
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无线电脉冲在光滑弯曲的超大波导中的传播
提出了一种计算宽非均匀波导中电磁脉冲动力学的有效方法。对绝热近似进行时域傅里叶变换,得到了一系列的行脉冲模,其群速度与模数、波导截面和轴曲率有关。抛物型方程可用于数值实现渐近解。
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Acoustic surface waves of the Rayleigh type near an impedance cone Nonlinear waves in approximately constrained materials Generalized coherent states for q-oscillator connected with q-Hermite polynomials Radio pulse propagation in a smoothly bent oversized waveguide Symbol of the Dirichlet-to-Neumann operator in 2D diffraction problems with large wavenumber
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