MEO SAR-GMTI系统距离方程建模研究

Yongkang Li, Laisen Nie
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引用次数: 1

摘要

中地球轨道(MEO)合成孔径雷达(SAR)-地面运动目标指示(GMTI)系统具有覆盖范围大、重遍时间短、合成孔径时间长的优点,是一种极具吸引力的空地监视侦察工具。然而,MEO SAR的非线性运动和地球的显著自转使雷达与地面运动目标之间的相对运动变得非常复杂。因此,GMTI方法对MEO SAR的信号建模和设计具有挑战性。为了解决这一问题,本文对MEO SAR-GMTI系统的地面动目标距离方程建模问题进行了研究。本文建立了地面运动目标的距离方程,并推导了目标距离方程的二阶泰勒近似。通过数值仿真验证了所推导的距离方程的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study on the range equation modeling of MEO SAR-GMTI systems
Due to the advantages of large coverage, short revisit time, and long synthetic aperture time, medium-earth-orbit (MEO) synthetic aperture radar (SAR)-ground moving target indication (GMTI) system is an attractive tool for space-to-ground surveillance and reconnaissance. However, the nonlinear motion of MEO SAR and the significant earth rotation dramatically complicate the relative motion between the radar and a ground moving target. Thus, the signal modeling and the design of GMTI methods for MEO SAR are challenging. To provide a basis for addressing this problem, this paper studies the issue of ground moving target range equation modeling for MEO SAR-GMTI systems. In this paper, the range equation of a ground moving target is developed, and the second-order Taylor approximation of the target's range equation is derived. Moreover, numerical simulations are conducted to investigate the accuracy of the derived range equation.
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