Three-dimensional Multi-missile Cooperative Guidance Law with Time and Space Constraints

Jian Meng, Zhen Yang, Jichuan Huang, Haiyin Piao, Yiyang Zhao, Deyun Zhou
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Abstract

This study focuses on the problem of multiple air-to-air missiles coordinated intercepting maneuvering targets in three-dimensional (3-D) space. A fixed time cooperative interception law with attack time and line-of-sight (LOS) angle limitations is proposed. Firstly, we extended the commonly used two-dimensional (2-D) space guidance model to 3-D space, and constructs a 3-D missile-target relative motion model. Secondly, the missile guidance model is decoupled to along and perpendicular to the LOS, and in the LOS direction, a cooperative guiding law based on fixed-time consistency theory is intended to guarantee that all missiles strikes the target at the same moment. Moreover, in the LOS normal direction, an adaptive approach rule is created, and the LOS angle of each missile is regulated to reaching to a given value in a defined time. According to the proposed fixed time fast non-singular terminal sliding mode surface, and spatial coordination is accomplished. In addition, based on Lyapunov stability theory, a detailed fixed time stability analysis is given. In the end, simulation is used to verify the feasibility and efficacy of the guideline law.
具有时空约束的三维多弹协同制导律
研究了多枚空空导弹在三维空间协同拦截机动目标的问题。提出了一种具有攻击时间和视距角度限制的固定时间协同拦截律。首先,将常用的二维空间制导模型扩展到三维空间,构建了三维弹靶相对运动模型;其次,将导弹制导模型解耦到沿视点方向和垂直视点方向,在视点方向上建立基于定时一致性理论的协同制导律,保证所有导弹在同一时刻击中目标;在目视法线方向上,建立了自适应进近规则,使各导弹的目视角在规定时间内达到给定值。根据所提出的固定时间快速非奇异终端滑模曲面,实现了与空间的协调。此外,基于Lyapunov稳定性理论,给出了详细的定时稳定性分析。最后通过仿真验证了该导引律的可行性和有效性。
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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