Results 131 to 140 of about 74,104 (165)
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Spatial integration for a nonlinear path tracking control law
Proceedings of the 2002 American Control Conference (IEEE Cat. No.CH37301), 2002A nonlinear spatial path tracking control law, called the /spl epsi/-controller (C/sub /spl epsi//), was developed for autonomous ground vehicles (AGVs) such as the USU T-series and ODIS (omni-directional inspection system) wheeled mobile robots (WMRs).
Morgan E. Davidson +2 more
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Path tracking control of vehicles based on Lyapunov approach
Proceedings of the 2002 American Control Conference (IEEE Cat. No.CH37301), 2002This paper studies the controller design for automatic steering of vehicles to track the desired path. The desired path is a general curved road. The nonlinear model with coupled inputs is considered. A suitable transformation is applied to decouple the inputs.
J. R. Zhang, S. J. Xu, A. Rachid
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Robust Control Design for Quadrotor Trajectory Path Tracking
2019 8th International Conference on Systems and Control (ICSC), 2019This paper deals with the tracking control problem of a quadrotor system in presence of uncertain system parameter due to unknown payload mass. To compensate for this disturbance, an integral backstepping controller is developed for this nonlinear system.
El Ayachi Chater +2 more
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Sliding mode controller for automatic path tracking of vehicles
Proceedings of the 2002 American Control Conference (IEEE Cat. No.CH37301), 2002This paper studies the automatic path tracking control of vehicles. The nonlinear vehicle model with the coupled inputs is considered. A nonlinear transformation is used to deal with the system, while a sliding mode controller is proposed such that the tracking error converges to the prescript equilibrium position.
J. R. Zhang, S. J. Xu, A. Rachid
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Path Tracking Control of a Motorcycle Based on System Identification
IEEE Transactions on Vehicular Technology, 2011This study investigates the roll angle tracking and path tracking controls of a motorcycle. For the control design, a required linear model is obtained from the system identification method. The roll angle is controlled at a specific speed via a simple PID controller to generate input-output data, including steering torque, as well as roll and steering
Trung-Kien Dao, Chih-Keng Chen
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Design of path planning and tracking control for a UGV
Proceedings of the 2022 4th International Conference on Robotics, Intelligent Control and Artificial Intelligence, 2022Lixi Tang, Zhengjie Wang, Hongbao Du
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Adaptive Tracking Controller Based on the PID for Mobile Robot Path Tracking
2013In this paper, we present a simple and effective way of implementing an adaptive tracking controller based on the PID for mobile robot trajectory tracking. The method uses a non-linear model of mobile robot kinematics and thus allows an accurate prediction of the future trajectories. The proposed controller has a parallel structure that consists of PID
Hyunjin Chang, TaeSeok Jin
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Path tracking control of trailer-like mobile robot
Proceedings IROS '91:IEEE/RSJ International Workshop on Intelligent Robots and Systems '91, 2002The authors design a path tracking controller for a trailer-like mobile robot which has the following properties: (1) the stability of the control can be evaluated analytically; (2) the trailer-like mobile robot tracks the desired path even when it moves backward; and (3) the control varies according to the environment and/or the velocity of the robot ...
Mitsuji Sampei +3 more
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Robust path tracking control for quadrotors with experimental validation
International Journal of Modelling, Identification and Control, 2018In this paper, we consider the autonomous path tracking control problem of quadrotors with the presence of external disturbances and model parameter uncertainties change. A robust controller is derived and tested in simulation and practically on an AscTec Hummingbird quadrotor via H∞ optimal design approach.
Wesam Jasim, Dongbing Gu
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Control of the Nonstationary Motion of a Hopping Machine (Path Tracking)
International Applied Mechanics, 2003The paper deals with a problem on the control of the nonstationary motion of a hopping apparatus. It is shown that similarly to the case of a walking apparatus the problem can be reduced to the construction of a periodic solution to the discrete Riccati equation. A model of a hopping apparatus from [\textit{V. B. Larin}, J. Franklin Inst. 335B, No.
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