IET Control Theory & Applications
Special Section: Emerging Trends in LPV-Based Control of Intelligent
Automotive Systems
Model predictive control for integrated
longitudinal and lateral stability of electric
vehicles with in-wheel motorsISSN 1751-8644
Received on 29th January 2020
Revised 26th May 2020
Accepted on 29th June 2020
E-First on 9th September 2020
doi: 10.1049/iet-cta.2020.0122
www.ietdl.org
Lin Zhang1,2, Hong Chen2,3
, Yanjun Huang2, Hongyan Guo4, Haobo Sun2, Haitao Ding3, Nian Wang5
1Postdoctoral Station of Mechanical Engineering, Tongji University, Shanghai 201804, People's Republic of China
2School of Automotive Studies, Tongji University, Shanghai 201804, People's Republic of China
3State Key Laboratory of Automotive Simulation and Control, Jilin University, Changchun, Jilin 130025, People's Republic of China
4Department of Control Science and Engineering, Jilin University, Changchun, Jilin 130025, People's Republic of China
5Dongfeng Motor Corporotion, Wuhan, Hubei 430058, People's Republic of China
E-mail: chenhong2019@tongji.edu.cn
Abstract: This study investigates an integrated wheel slip, yaw rate, and sideslip angle control via torque vectoring to improve
both the longitudinal and lateral stability of electric vehicles (EVs) with four in-wheel motors. The algorithm is developed based
on model predictive control (MPC) and thus can optimally reach a balance among different objectives while considering
actuation and state constraints. Firstly, to deal with tyre non-linearity and variations in the lateral tyre forces due to changes in
tyre slip ratios, the mechanism of using torque vectoring to improve vehicle stability is analysed. Then, a non-linear tyre model is
introduced into the predictive model to characterise the tyre force coupling relationship. Here, a linear-parameter-varying (LPV)
model is employed, which is derived by linearising the nonlinear vehicle model online. Moreover, the stability control of EVs with
in-wheel motors is transformed into a constrained online optimisation problem and solved using the proposed LPV-MPC
method. Finally, the proposed LPV-MPC is compared with some existing well-established techniques from literature in different
test scenarios. The obtained results demonstrate that the LPV-MPC approach could reduce the computational burden and
shows a precise longitudinal control and obviously improves the lateral stability.
1 Introduction
Electric vehicle (EV) is a promising solution to the issues such as
rising energy costs and strict regulation of emissions [ 1]. However,
the safety, e.g. stability of themselves is always a problem. For
example, when an EV is driving fast on a slippery road, the
behaviours such as ‘drift’ and ‘sharp turns’ are more likely to
happen, resulting in severe traffic problems [2].
EVs especially the ones with in-wheel motors have been
attracting attention because of their exclusive features in enhancing
vehicle stability control [ 3]. To improve the stability of such EVs,
as the core of vehicle stability systems, the direct yaw moment
control (DYC) is commonly used. Specifically, once the DYC
system detects the unstable tendency, it will reduce the torque of
the engine or independently apply the braking force to tyres.
Nevertheless, the additional yaw moment generated by braking
sacrifice the speed of the vehicle. Thus, it not only reduces the
driving ability but also intervenes the driver. By contrast, a direct
yaw moment can also be formed by torques applied on each wheels
and it refers to torque vectoring control (TVC) [ 4]. TVC is usually
used to improve the lateral stability without causing obvious
deceleration. In addition, another challenging task of vehicle
stability control is longitudinal control, i.e. wheel slip ratio control.
However, due to the characteristics of tyres, the lateral force
margin is severely reduced when the wheel slip ratio exceeding a
certain threshold. At this time, either understeer or oversteer
phenomenon could hap
IET Control Theory Appl - 2020 - Zhang - Model predictive control for integrated longitudinal and lateral stability of
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