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Game optimal receding horizon guidance laws and its equivalence to receding horizon guidance laws

机译:博弈最优后退水平制导律及其与后退水平制导律的等价关系

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摘要

In this paper, a game optimal receding horizon guidance law (GRHG) is proposed, which does not use information of the time-to-go and target maneuvers. It is shown that by adjusting design parameters appropriately, the proposed GRHG is identical to the existing receding horizon guidance law (RHG), which can intercept the target by keeping the relative vertical separation less than the given value, within which the warhead of the missile is detonated, after the appropriately selected time in the presence of arbitrary target maneuvers and initial relative vertical separation rates between the target and missile. Through a simulation study, the performance of the GRHG is illustrated and compared with that of the existing optimal guidance law (OGL).
机译:本文提出了一种不使用飞行时间和目标机动信息的博弈最优后退水平制导律(GRHG)。结果表明,通过适当调整设计参数,提出的GRHG与现有的后退水平制导律(RHG)相同,后者可以通过将相对垂直间隔保持在给定值以下来拦截目标,导弹的弹头在该范围内在适当选择的时间之后,在任意目标机动和目标与导弹之间的初始相对垂直分离率的情况下,将炸药引爆。通过仿真研究,说明了GRHG的性能,并将其与现有的最佳制导律(OGL)进行了比较。

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