4.7 Article

Tire-Road Friction Coefficient Estimation for Distributed Drive Electric Vehicles Using PMSM Sensorless Control

期刊

IEEE TRANSACTIONS ON VEHICULAR TECHNOLOGY
卷 72, 期 7, 页码 8672-8685

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TVT.2023.3248866

关键词

Distributed drive electric vehicle; tire-road friction coefficient estimation; PMSM sensorless control; orthogonal transformation; sliding mode control

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In this paper, a tire-road friction coefficient estimation algorithm is proposed for distributed drive electric vehicles using sensorless control of permanent magnet synchronous motors (PMSM). The wheel angular speed signal is replaced by the rotor speed signal obtained from PMSM sensorless control, and a T-STCKF algorithm is derived to improve accuracy. The proposed algorithm is demonstrated to be feasible through simulations and experiments, showing that it is more accurate than the STCKF algorithm.
Many tire-road friction coefficient estimation methods require the wheel angular speed sensor to provide a signal. In this paper, a tire-road friction coefficient estimation algorithm for distributed drive electric vehicles using permanent magnet synchronous motors(PMSM) sensorless control is proposed to reduce the use of wheel angular speed sensors. The wheel angular speed signal is replaced by the rotor speed signal obtained from PMSM sensorless control. First, the three degrees of freedom vehicle dynamics model and the PMSM mathematical model are established, and a strong tracking cubature Kalman filtering algorithm based on orthogonal transformation (T-STCKF) is derived to overcome the problem that the STCKF algorithm is prone to nonlocal sampling when dealing with high dimensional systems. Second, a PMSM sensorless control system based on the adaptive exponent reaching law of sliding mode control and the T-STCKF algorithm is established, and confirmed its validity. Finally, the feasibility of the proposed algorithm is demonstrated through multicase simulation and experiment and the results shows that the T-STCKF algorithm is more accurate than the STCKF algorithm.

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