GUIDANCE LAW FOR IMPACT TIME AND ANGLE CONTROL WITH CONTROL COMMAND RESHAPING

IF 0.3 Q4 MATHEMATICS, APPLIED
Jin-Ik Lee
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引用次数: 1

Abstract

In this article, a more generalized form of the impact time and angle control guidance law is proposed based on the linear quadratic optimal control methodology. For the purpose on controlling an additional constraint such as the impact time, we introduce an additional state variable that is defined to be the jerk (acceleration rate). Additionally, in order to provide an additional degree of freedom in choosing the guidance gains, the performance index that minimizes the control energy weighted by an arbitrary order of time-to-go is considered in this work. First, the generalized form of the impact angle control guidance law with an additional term which is used for the impact time control is derived. And then, we also determine the additional term in order to achieve the desired impact time. Through numbers of numerical simulations, we investigate the superiority of the proposed guidance law compared to previous guidance laws. In addition, a salvo attack scenario with multiple missile systems is also demonstrated.
带控制命令整形的冲击时间和角度控制制导律
本文基于线性二次最优控制方法,提出了一种更广义的冲击时间和角度控制制导律形式。为了控制额外的约束,如冲击时间,我们引入了一个额外的状态变量,它被定义为加速度。此外,为了在选择制导增益时提供额外的自由度,本文还考虑了以任意时间顺序加权的控制能量最小的性能指标。首先,导出了带有附加项用于冲击时间控制的冲击角控制制导律的广义形式;然后,我们还确定了附加项,以获得期望的撞击时间。通过大量的数值仿真,验证了该制导律相对于原有制导律的优越性。此外,还演示了多导弹系统齐射攻击场景。
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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