Trajectory Control of Midcourse Guidance for Air-to-Air Missile Based on Feedback Linearization and Sliding Mode Control
To guarantee the accuracy and energy efficiency of long-distance midcourse guidance for air-to-air missile, a robust trajectory control method based on feedback linearization and sliding mode control is proposed. In guidance loop, the framework of offline trajectory optimization and online tracking...
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| Published in: | Proceedings of ... IEEE International Conference on Unmanned Systems (Online) pp. 1887 - 1892 |
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| Main Authors: | , , , |
| Format: | Conference Proceeding |
| Language: | English |
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IEEE
18.10.2024
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| ISSN: | 2771-7372 |
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| Abstract | To guarantee the accuracy and energy efficiency of long-distance midcourse guidance for air-to-air missile, a robust trajectory control method based on feedback linearization and sliding mode control is proposed. In guidance loop, the framework of offline trajectory optimization and online tracking control is introduced and the nominal optimal trajectory is obtained by Gauss pseudo-spectral method. In control loop, based on the fact that the velocity profile of tactical missile is untracked, the model is reduced to only depending on flight path angle and height. Furthermore, the reduced complex nonlinear dynamics are accurately linearized by feedback linearization. To overcome the multiple disturbances and parameter perturbation, sliding mode control is introduced to improve the robustness. The global asymptotic stability of the resulting control law is proved. The efficiency and robustness are verified by multiple simulations under the conditions of initial errors, random wind disturbance model, and parameter perturbation. |
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| AbstractList | To guarantee the accuracy and energy efficiency of long-distance midcourse guidance for air-to-air missile, a robust trajectory control method based on feedback linearization and sliding mode control is proposed. In guidance loop, the framework of offline trajectory optimization and online tracking control is introduced and the nominal optimal trajectory is obtained by Gauss pseudo-spectral method. In control loop, based on the fact that the velocity profile of tactical missile is untracked, the model is reduced to only depending on flight path angle and height. Furthermore, the reduced complex nonlinear dynamics are accurately linearized by feedback linearization. To overcome the multiple disturbances and parameter perturbation, sliding mode control is introduced to improve the robustness. The global asymptotic stability of the resulting control law is proved. The efficiency and robustness are verified by multiple simulations under the conditions of initial errors, random wind disturbance model, and parameter perturbation. |
| Author | Zhang, Chencheng Tong, Zhiqiang Pang, Weijian Liu, Hongquan |
| Author_xml | – sequence: 1 givenname: Chencheng surname: Zhang fullname: Zhang, Chencheng email: zhangchencheng@nuaa.edu.cn organization: College of Automation Engineering, Nanjing University of Aeronautics and Astronautics,Nanjing,China – sequence: 2 givenname: Zhiqiang surname: Tong fullname: Tong, Zhiqiang email: 407386992@qq.com organization: Air force Research Institute,Beijing,China – sequence: 3 givenname: Hongquan surname: Liu fullname: Liu, Hongquan email: liuhq03@126.com organization: Air force Research Institute,Beijing,China – sequence: 4 givenname: Weijian surname: Pang fullname: Pang, Weijian email: pangweijian2013@163.com organization: Air force Research Institute,Beijing,China |
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| Snippet | To guarantee the accuracy and energy efficiency of long-distance midcourse guidance for air-to-air missile, a robust trajectory control method based on... |
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| StartPage | 1887 |
| SubjectTerms | air-to-air missile Atmospheric modeling Feedback linearization midcourse guidance Missiles Nonlinear dynamical systems Perturbation methods Robustness Sliding mode control Tracking loops trajectory control Trajectory optimization Trajectory planning |
| Title | Trajectory Control of Midcourse Guidance for Air-to-Air Missile Based on Feedback Linearization and Sliding Mode Control |
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