Robust Controller Design for Planar Rocket with Thrust Vectoring Control

被引:0
作者
Kurniawan, Joshua Levin [1 ]
Adi, Octavianus Bagaswara [1 ]
Baylon, Patrisius Bagus Alvito [1 ]
Jenie, Yazdi Ibrahim [1 ]
Arifianto, Ony [1 ]
机构
[1] Inst Teknol Bandung, Fac Mech & Aerosp Engn, Bandung, Indonesia
来源
2023 IEEE INTERNATIONAL CONFERENCE ON AEROSPACE ELECTRONICS AND REMOTE SENSING TECHNOLOGY, ICARES | 2023年
关键词
thrust vectoring control; tracking controller; robust controller; mu-synthesis; H-infinity controller; Simulink;
D O I
10.1109/ICARES60489.2023.10329891
中图分类号
V [航空、航天];
学科分类号
08 ; 0825 ;
摘要
Thrust vectoring is a technology in the aerospace industry that enables an aircraft or rocket to change the magnitude and direction of thrust provided which improve maneuverability, control, and stability. In order to fully utilize the capabilities of thrust vectoring, a capable control system mechanism is essential. This includes implementing a robust controller that can effectively handle uncertainties and disturbances, including changes in the plant configuration within a certain range. The primary focus of this research paper is the development of a robust control system for 3-DOF thrust vectoring, employing the mu-synthesis technique. The study revolves around iteratively designing a robust controller to meet specific performance criteria. The key design requirements include stability, noise attenuation, disturbance rejection, and precise tracking of step changes in the X and Z directions. The controller design must also consider physical actuator constraints, with a maximum gimbal deflection angle of 0.5 radians and a delta thrust limit of 10 Newtons to ensure safety and feasibility. The Simulink simulation analyzes the closed-loop response of a nonlinear plant to tracking commands in both X and Y directions. The simulation result shows that the system remains stable under various uncertainties. The controller effectively tracks commands despite noise, wind gusts, and uncertainties in density, thrust source, and horizontal center of gravity keeping the delta thrust and gimbal deflection angle within specified limits. Simulation results demonstrate its robustness, ensuring stability and reliability for real-world applications.
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页数:7
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