矩形电磁脉冲在海水中的吸收损失

R.N. Boules
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引用次数: 1

摘要

一类一般有耗介质中波形的瞬态解最近已经发表(H.F. Harmuth, 1986)。这些解用反常积分表示,是介质导电性的函数。对海水情况下的这些积分进行数值计算,会导致计算溢出的病态问题。给出了信号在海水中传播的近似闭式瞬态解。假设具有给定宽度的矩形脉冲的初始时间变化的电磁信号。该解用于计算海水中吸收损失随传播距离的函数
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Absorption losses in seawater for a rectangular electromagnetic pulse
Transient solutions for a class of waveforms in a general lossy medium have been published recently (H.F. Harmuth, 1986). These solutions are expressed in terms of improper integrals and are functions of the conductivity of the medium. Numerical evaluation of these integrals for the case of seawater results in ill-conditioned problems giving rise to computational overflows. An approximate closed-form transient solution valid for propagation of signals in seawater is developed. An electromagnetic signal with the initial time variation of a rectangular pulse with a given width is assumed. This solution is used for the computation of the absorption losses in seawater as a function of propagation distance.<>
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