MPC Path Tracking Control Based on GA-PAO
DOI:
https://doi.org/10.54097/9jszvh12Keywords:
Path Tracking; MPC; Dynamical Model; GA-PSO.Abstract
In order to improve the path tracking performance and stability of driverless vehicles. In this paper, a path tracking control strategy based on MPC is proposed to establish a three-degree-of-freedom vehicle dynamical model as a reference model, design the MPC controller, determine the objective function and add constraints. Optimization of important time-domain parameters of model predictive controllers by improved GA-PSO. A Carsim/Simulink co-simulation platform was built to simulate the controller under double-shifted line conditions to verify its effectiveness. Simulation results show that the tracking performance and stability of the optimized MPC controller are much better.
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[1] Zhang Yujin. Research and Prospect of unmanned driving technology under the background of Artificial Intelligence [J]. Digital Communications World,2018(2):1-2.
[2] Chen Huiyan, Chen Shuping, Gong Jianwei. Research review on lateral control methods of intelligent vehicles [J]. Journal of Military Engineering, 2017, 38( 6) : 1203 - 1214.
[3] Al-Mayyahi A, Wang W, Birch P. Path tracking of autonomous ground vehicle based on fractional order PID controller optimized by PSO[C]//2015 IEEE 13th International Symposium on Applied Machine Intelligence and Informatics (SAMI). IEEE, 2015: 109-114.
[4] LIU J, YANG C. Adaptive Path Tracking Controller forIntelligent Driving Vehicles for Large Curvature Paths[J].SAE International Journal of Connected and AutomatedVehicles, 2022, 6(2): 199-219.
[5] ZHOU B, SU X, YU H, et al. Research on path tracking of articulated steering tractor based on modified model predictive control[J]. Agriculture, 2023, 13(4): 871.
[6] Hu Minmin, Wei Xinhua, Wang Aichen, et al. Path tracking control method of tractor based on adaptive MPC[J]. Research on Agricultural Mechanization, 2024, 46(6):227-233.
[7] Dong Na, Chen Zengqiang, Sun Qinglin, et al. Constrained model predictive controller based on particle swarm optimization. Control Theory and Applications, 2009, 26(09): 965-969.
[8] Feng, Wang Hui, Yu Lei, et al. Matlab intelligent algorithm 30 case analysis [M]. Beijing: Beijing University of Aeronautics and Astronautics, 2011.
[9] Falcone P. Nonlinear model predictive control for autonomous vehicles. Benevento: University of Sannio, 2007.
[10] Gong Jianwei, Jiang Yan, Xu Wei. Autonomous vehicle model predictive control [M]. Beijing: Beijing Institute of Technology, 2014.
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