Impact time guidance law for arbitrary lead angle using sliding mode control

IF 1.2 4区 工程技术 Q3 ENGINEERING, AEROSPACE
He Du, Ming Yang, Songyan Wang, Tao Chao
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Abstract

Purpose

This paper aims to investigate a novel impact time control guidance (ITCG) law based on the sliding mode control (SMC) for a nonmaneuvering target using the predicted interception point (PIP).

Design/methodology/approach

To intercept the target with the minimal miss distance and desired impact time, an estimation of time-to-go is introduced. This estimation results in a precise impact time for multimissiles salvo attack the target at the same time. Even for a large lead angle, the desired impact time is achieved by using the sliding mode and Lyapunov stability theory. The singularity issue of the proposed impact time guidance laws is also analyzed to achieve an arbitrary lead angle with the desired impact time.

Findings

Numerical scenarios with desired impact time are presented to illustrate the performance of the proposed ITCG law. Comparison with the state-of-art impact time guidance laws proves that the guidance law in this paper can enable the missile to intercept the target with minimal miss distance and final impact time error. This method enables multiple missiles to attack the target simultaneously with different distances and arbitrary lead angles.

Originality/value

An ITCG law based on sliding mode and Lyapunov stability theory is proposed, and the switching surface is designed based on a novel estimation time-to-go for the missile to intercept the target with minimal miss distance. To intercept the target with initial arbitrary lead angles and desired impact time, the authors analysis the singular issue in SMC to ensure that the missile can intercept the target with arbitrary lead angle. The proposed approach for a nonmaneuvering target using the PIP has simple forms, and therefore, they have the superiority of being implemented easily.

利用滑模控制实现任意引导角的撞击时间引导法
目的 本文旨在研究一种基于滑模控制(SMC)的新型撞击时间控制制导(ITCG)法则,该法则针对的是使用预测拦截点(PIP)的非机动目标。这种估算方法可为多枚导弹同时攻击目标提供精确的撞击时间。利用滑动模式和 Lyapunov 稳定性理论,即使提前角较大,也能达到所需的撞击时间。此外,还分析了所提出的撞击时间制导法则的奇异性问题,以实现任意提前角和所需撞击时间。与最先进的撞击时间制导法则比较证明,本文的制导法则能使导弹以最小的未击中距离和最终撞击时间误差拦截目标。原创性/价值 提出了基于滑动模态和 Lyapunov 稳定性理论的 ITCG 法规,并设计了基于新颖的估计到达时间的切换面,以使导弹以最小的失误距离拦截目标。为了拦截初始任意提前角和期望撞击时间的目标,作者分析了 SMC 中的奇异问题,以确保导弹能拦截任意提前角的目标。针对非机动目标提出的使用 PIP 的方法形式简单,因此具有易于实施的优越性。
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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来源期刊
Aircraft Engineering and Aerospace Technology
Aircraft Engineering and Aerospace Technology 工程技术-工程:宇航
CiteScore
3.20
自引率
13.30%
发文量
168
审稿时长
8 months
期刊介绍: Aircraft Engineering and Aerospace Technology provides a broad coverage of the materials and techniques employed in the aircraft and aerospace industry. Its international perspectives allow readers to keep up to date with current thinking and developments in critical areas such as coping with increasingly overcrowded airways, the development of new materials, recent breakthroughs in navigation technology - and more.
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