Research into the Peculiarities of the Individual Traction Drive Nonlinear System Oscillatory Processes

Author:

Klimov Alexander V.12,Ospanbekov Baurzhan K.12,Keller Andrey V.13,Shadrin Sergey S.13ORCID,Makarova Daria A.13,Furletov Yury M.1

Affiliation:

1. Advanced Engineering School of Electric Transport, Moscow Polytechnic University, Bolshaya Semyonovskaya Street, 38, 107023 Moscow, Russia

2. LLC KAMAZ Innovation Center, Skolkovo Innovation Center, Western Administrative District, Mozhaisky District Bolshoi Boulevard, 62, 121205 Moscow, Russia

3. Sociocenter, Tverskoy Boulevard, 13, Str. 1, 123104 Moscow, Russia

Abstract

Auto-oscillations may occur in moving vehicles in the area where the tire interacts with the support base. The parameters of such oscillations depend on the sliding velocity in the contact patch. As they negatively affect the processes occurring in the electric drive and the mechanical transmission, reducing their energy efficiency, such processes can cause failures in various elements. This paper aims to conduct a theoretical study into the peculiarities of oscillatory processes in the nonlinear system and an experimental study of the auto-oscillation modes of an individual traction drive. It presents the theoretical basis used to analyze the peculiarities of oscillation processes, including their onset and course, the results of simulation mathematical modeling and the experimental studies into the oscillation phenomena in the movement of the vehicle towards the supporting base. The practical value of this study lies in the possibility to use the results in the development of algorithms for the exclusion of auto-oscillation phenomena in the development of vehicle control systems, as well as to use the auto-oscillation processes onset and course analysis methodology to design the electric drive of the driving wheels.

Funder

The Ministry of Science and Higher Education of the Russian Federation

Publisher

MDPI AG

Subject

Automotive Engineering

Reference33 articles.

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3. Kruchinin, P.A., Magomedov, M.K., and Novozhilov, I.V. (2001). Mathematical Model of an Automobile Wheel on Antiblock Motion Modes, Izvestiya RAN.

4. Estimation of Chaotic and Regular (Stick–Slip and Slip–Slip) Oscillations Exhibited by Coupled Oscillators with Dry Friction;Awrejcewicz;Nonlinear Dyn.,2015

5. Dynamics and Stability of a Two Degree of Freedom Oscillator with an Elastic Stop;Pascal;J. Comput. Nonlinear Dyn.,2006

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