Maneuver mode parametric modeling based on trajectory curve evolution laws for hypersonic glide vehicles

IF 5.8 1区 工程技术 Q1 ENGINEERING, AEROSPACE Aerospace Science and Technology Pub Date : 2025-02-01 Epub Date: 2024-12-09 DOI:10.1016/j.ast.2024.109856
Yudong Hu , Zichu Liu , Chunwang Jiang , Wuxing Jing , Changsheng Gao
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Abstract

Aiming at the target's maneuver mode description problems in hypersonic vehicle defense, a maneuver mode parametric modeling method based on the trajectory curve evolution laws is proposed. Firstly, the longitudinal and lateral maneuver modes are investigated. To avoid the unobservability problem of the target's guidance law and dynamics model, the directly measurable target states are taken as the research object. Secondly, from the perspective of the trajectory curve evolution laws, the trajectory's curvature and torsion are extracted as the maneuvering characteristic parameters based on the differential geometry theory, which realizes the decoupling and dimensionality reduction among the maneuvering characteristic parameters. According to the trajectory characteristics of the hypersonic targets, the extracted curvature and torsion are decomposed into trend and period terms to prevent the mutual interference of different modal data. Finally, the trend term is described using the Autoregressive method. To address the periodic drift problem, the Time-Varying Autoregressive model is introduced to approximate the non-stationary characteristics of the periodic term, thereby improving modeling accuracy. By model superposition and combination with the curvilinear equations, the maneuver mode parametric model is obtained. Simulation results demonstrate that the established maneuver mode parametric model shares high consistency with the dynamic model.
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基于弹道曲线演化规律的高超声速滑翔飞行器机动模式参数化建模
针对高超声速飞行器防御中目标机动模式描述问题,提出了一种基于弹道曲线演化规律的机动模式参数化建模方法。首先,研究了飞行器的纵向和横向机动模式。为避免目标制导规律和动力学模型的不可观测性问题,以可直接测量的目标状态为研究对象。其次,从弹道曲线演化规律出发,基于微分几何理论提取弹道曲率和扭转作为机动特征参数,实现了机动特征参数之间的解耦和降维;根据高超声速目标的弹道特性,将提取的曲率和扭转分解为趋势项和周期项,防止不同模态数据的相互干扰。最后,利用自回归方法对趋势项进行描述。为了解决周期漂移问题,引入时变自回归模型来逼近周期项的非平稳特性,从而提高建模精度。通过模型叠加,结合曲线方程,得到机动模式参数模型。仿真结果表明,所建立的机动模式参数模型与动力学模型具有较高的一致性。
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来源期刊
Aerospace Science and Technology
Aerospace Science and Technology 工程技术-工程:宇航
CiteScore
10.30
自引率
28.60%
发文量
654
审稿时长
54 days
期刊介绍: Aerospace Science and Technology publishes articles of outstanding scientific quality. Each article is reviewed by two referees. The journal welcomes papers from a wide range of countries. This journal publishes original papers, review articles and short communications related to all fields of aerospace research, fundamental and applied, potential applications of which are clearly related to: • The design and the manufacture of aircraft, helicopters, missiles, launchers and satellites • The control of their environment • The study of various systems they are involved in, as supports or as targets. Authors are invited to submit papers on new advances in the following topics to aerospace applications: • Fluid dynamics • Energetics and propulsion • Materials and structures • Flight mechanics • Navigation, guidance and control • Acoustics • Optics • Electromagnetism and radar • Signal and image processing • Information processing • Data fusion • Decision aid • Human behaviour • Robotics and intelligent systems • Complex system engineering. Etc.
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