Distributed Fixed-time Cooperative Cruise Control for Train Formation
Wu Chen, Shigen Gao, Ning Zhao, Haifeng Song, Hairong Dong
Abstract
Wu Chen, Shigen Gao, Ning Zhao, Haifeng Song, Hairong Dong
Abstract
This paper investigates the fixed-time cooperative cruise control problem for train formation by using preceding neighboring information under uncertain basic and air resistances. Partially inspired by the prescribed performance control methodology, a new distributed fixed-time cooperative cruise control scheme is designed for multiple trains to obtain higher convergence precision and faster convergence rate. The proposed method hold three features: i), based on fixed-time theory, the high-speed trains in formation can reach the desired cruise speed in a determined time; ii), the intervals between adjacent trains can be adjusted from different initial values to the same; iii), the uncertain air resistance problem is solved by utilizing the virtual parameter adaptation technique. Based on Lyapunov stability analysis and fixed-time theory, all close-loop signals are bounded after a fixed time. Numerical simulation results demonstrate the effectiveness of proposed control approach.
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This paper investigates the fixed-time cooperative cruise control problem for train formation by using preceding neighboring information under uncertain basic and air resistances. Partially inspired by the prescribed performance control methodology, a new distributed fixed-time cooperative cruise control scheme is designed for multiple trains to obtain higher convergence precision and faster convergence rate. The proposed method hold three features: i), based on fixed-time theory, the high-speed trains in formation can reach the desired cruise speed in a determined time; ii), the intervals between adjacent trains can be adjusted from different initial values to the same; iii), the uncertain air resistance problem is solved by utilizing the virtual parameter adaptation technique. Based on Lyapunov stability analysis and fixed-time theory, all close-loop signals are bounded after a fixed time. Numerical simulation results demonstrate the effectiveness of proposed control approach.
Key concepts: Cruise control, Control theory (sociology), Train, Convergence (economics), Computer science, Bounded function, Cruise, Lyapunov stability