Discrete Advanced Guidance for High Order Acceleration Constrained Missile and Maneuvering Target

Ilan Rusnak, L. Meir
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Abstract

An explicit, closed form formula of discrete advanced guidance law for a linear, time-invariant, high-order and acceleration-constrained missile and a linear, time-invariant arbitrary-order, maneuvering target is derived. The formula is given in terms of the missile's transfer function and acceleration constraint, the shaping filter of the target and responses to initial conditions. Optimal full state feedback guidance law is synthesized and compared to a first order approximation for minimum and non-minimum phase missile. Simulation of a third order missile model shows the relative gain from using the full state guidance law for several values of the missile time response and acceleration constraint.
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高阶加速度约束导弹与机动目标的离散先进制导
导出了线性定常高阶加速度约束导弹和线性定常任意阶机动目标的离散先进制导律的显式封闭公式。给出了导弹的传递函数和加速度约束、目标的整形滤波器和初始条件响应的计算公式。综合了最小相位和非最小相位导弹的最优全状态反馈制导律,并与一阶逼近法进行了比较。通过对三阶导弹模型的仿真,得到了采用全状态制导律对导弹时间响应和加速度约束的不同取值的相对增益。
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