Abstract

This paper has presented a control system for vehicle dynamics and mass estimation. The objective of this paper is to use a single-tyre model of slip control integrated with extended Kalman filter (EKF) to estimate the states of a vehicle such as the forward velocity, wheel slip, coefficient of friction of the road surface and the mass that cannot be measured directly. In order to do this, the dynamics of a vehicle moving with a forward velocity were obtained using a single-tyre model. The dynamic equations in continuous time were transformed into their equivalent discrete time form. A two degree of freedom proportional integral and derivative (2DOFPID) control algorithm was implemented for the control loop. An estimator was designed using the extended Kalman filter algorithm to carry out the estimation based on noisy measurement of wheel rotational speed. The entire system was modeled using Matlab/Simulink blocks. Simulations were performed to determine the effectiveness of the estimator. The simulation results showed that the extended Kalman filter effectively estimated the states of a single-tyre model of a vehicle represented by a slip control system. Though the results obtained seemed promising but will be improved if the covariance matrices are calculated with adequate information and are better tuned.

Highlights

  • Many automobiles today include vehicle safety systems like the electronic stability control (ESC) system, antilock braking system, and traction control system

  • Precise operating information of a vehicle can enhanced the performance of these control systems

  • The entire system is implemented in Matlab/Simulink environment

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Summary

Introduction

Many automobiles today include vehicle safety systems like the electronic stability control (ESC) system, antilock braking system, and traction control system. The effectiveness of these systems is a function of vehicles state data such as velocity, acceleration, yaw rate, sideslip angle, steering wheel angle, etc are obtained [7]. Precise operating information of a vehicle can enhanced the performance of these control systems. This information can be obtained by solving the dynamic equation of a vehicle in real time. The states of a vehicle dynamic equation largely depend on some prime operating parameters

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