OPTIMAL IMPACT ANGLE CONTROL GUIDANCE LAWS AGAINST A MANEUVERING TARGET

IF 0.3 Q4 MATHEMATICS, APPLIED
C. Ryoo
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引用次数: 2

Abstract

Optimal impact angle control guidance law and its variants for intercepting a maneuvering target are introduced in this paper. The linear quadratic(LQ) optimal control theory is reviewed first to setup framework of guidance law derivation, called the sweep method. As an example, the inversely weighted time-to-go energy optimal control problem to obtain the optimal impact angle control guidance law for a fixed target is solved via the sweep method. Since this optimal guidance law is not applicable for a moving target due to the angle mismatch at the impact instant, the law is modified to three different biased proportional navigation(PN) laws: the flight path angle control law, the line-of-sight(LOS) angle control law, and the relative flight path angle control law. Effectiveness of the guidance laws are verified via numerical simulations.
针对机动目标的最优冲击角控制制导律
介绍了用于拦截机动目标的最优冲击角控制制导律及其变体。首先回顾了线性二次最优控制理论,建立了导引律推导的框架,称为扫描法。作为实例,利用扫描方法求解了针对固定目标的最优冲击角控制制导律的逆加权时间-剩余能量最优控制问题。由于该最优制导律在冲击时刻由于角度失配而不适用于运动目标,将该律修改为三种不同的偏置比例导航律:航迹角控制律、视距角控制律和相对航迹角控制律。通过数值仿真验证了制导律的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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33.30%
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