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Application and Error Analysis of Narrow-angle Parabolic Equation Method in Electromagnetic Wave Propagation at Troposphere

机译:窄角抛物型方程法在对流层电磁波传播中的应用与误差分析

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Parabolic Equation (PE) is one of the effective methods used to study electromagnetic wave propagation at the troposphere. Especially, at an elevation angle between 0-15°, Narrow-angle Parabolic Equation is an efficient method. Firstly, the Narrow-angle Parabolic Equation is derived step by step from wave equation. Secondly, the main errors from narrow-angle parabolic equation derivation are discussed respectively; and the quantitative expressions between relative errors and different factors are established. Thirdly, in order to guarantee the calculation precision of electromagnetic wave propagation at troposphere, the chosen rule of the calculation step length at different frequencies is also studied. Finally, the propagation losses of electromagnetic wave distribution in evaporation duct and hybrid duct are calculated and imaged by Narrow-angle Parabolic Equation respectively.
机译:抛物线方程(PE)是用于研究对流层的电磁波传播的有效方法之一。特别是,在0-15°之间的仰角处,窄角抛物线方程是一种有效的方法。首先,窄角抛物线方程是从波方程逐步推导的。其次,分别讨论了窄角抛物线方程衍生的主要误差;建立了相对误差和不同因素之间的定量表达。第三,为了保证对流层时的电磁波传播的计算精度,还研究了不同频率下计算步长的所选择的计算规则。最后,通过分别通过窄角抛物线方程计算和成像电磁波分布的传播损耗。

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