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A two steps fast monostatic radar cross section simulation scheme based on adaptive cross approximation and singular value decomposition

机译:基于自适应交叉逼近和奇异值分解的两步快速单基地雷达截面仿真方案

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The monostatic radar cross section are used widely in radar applications. The numerical algorithms such as integral equation can be used for accurate simulation of monostatic radar cross section. However, the simulation of monostatic radar cross section is much more time consuming than bistatic radar cross section, if an iterative solver is used. In this paper we propose a scheme based on the adaptive cross approximation (ACA) and singular value decomposition (SVD) which can reduce the simulation time of monostatic radar cross section simulation using integral equation method.
机译:单基地雷达的横截面广泛用于雷达应用中。诸如积分方程之类的数值算法可用于单基地雷达截面的精确仿真。但是,如果使用迭代求解器,则单基地雷达截面的仿真比双基地雷达截面的仿真要耗时得多。在本文中,我们提出了一种基于自适应交叉逼近(ACA)和奇异值分解(SVD)的方案,该方案可以减少使用积分方程法的单站雷达截面模拟的仿真时间。

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