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Influence of the control law on oscillatory processes in electromechanical drive

https://doi.org/10.26518/2071-7296-2025-22-1-90-101

EDN: ZHDKFE

Abstract

Relevance. Currently, vehicles with electromechanical power transmission and electrochemical battery as the energy source are being registered on the road network. These are electric vehicles used as personal transport, electric buses as public passenger transport, electric cargo vehicles used for various needs. The main feature of this transport is related to providing the required power reserve for 1 charge. To do this, it is necessary to use advanced power transmission components, energy sources and control methods to minimize energy consumption. Since the processes in the electromechanical power transmission run at high speeds, in the motor control circuit with frequencies up to 10 kHz or more, situations of exciting oscillatory phenomena occur where low inertia and rigidity of the external mechanical characteristics of the electric motor are observed. In particular, the modes of changing driving conditions (traction, driven, braking) are of importance, which are accompanied by a change in the direction of force in the contact zone of the wheel and the road and the direction of load application in the gears. This process is accompanied by reconnection, i.e. meshing of the other side of the teeth. With a rapid change in torque, this process can be accompanied by a shock followed by excitation of frictional vibrations. Therefore, it is important to effectively control the torque to eliminate these negative consequences.

The purpose of the study. It is necessary to check the influence of the S-shaped law of torque setting in the control of an electromechanical power transmission on the dynamic load of a mechanical transmission and on the energy efficiency of movement.

Materials and methods. The study of the influence of the law of torque setting was carried out based on experimental research methods.

The results of the study. The S-shaped law of torque setting has shown the possibility of eliminating vibrations excitation when changing the driving mode and the direction of load application in the mechanical transmission of the power transmission. A high value of the regenerative torque when releasing the pedal and moving in braking mode results in reduced movement efficiency, increased specific energy consumption per 1 kilometer.

Conclusion. The application of the S-shaped law of torque setting is suitable for the implementation of motion control algorithms and software.

About the Author

Alexander V. Klimov
KAMAZ Innovation Center; Moscow Polytechnic University
Russian Federation

Klimov Alexander V. – Cand. of Sci. (Eng.), Head of the Electric Vehicles Service; Associate Professor at the Prospective Engineering School of Electric Transport, 

62,Bolshoi Boulevard St., office C-203, Skolkovo Innovation Center, Moscow, 121205;

38, Bolshaya Semyonovskaya St., Moscow, 107023.



References

1. Butarovich D.O., Skotnikov G.I., Eranosyan A.V. Regenerative braking control algorithm using the accelerator pedal. Nauchno-tekhnicheskiy vestnik Bryanskogo gosudarstvennogo universiteta, 2022; 4: 275–281. (in Russ.) DOI: 10.22281/2413-9920-2022-08-04-275-281

2. Wen He & Chen Wang & Hui Jia. A single-pedal regenerative braking control strategy of accelerator pedal for electric vehicles based on adaptive fuzzy control algorithm. Energy Procedia. 2018; 152: 624–629. DOI: 10.1016/j.egypro.2018.09.221

3. Yongqiang, Zhao & Xin, Zhang & Jiashi, Li & Haitao, Huo & Teng, Ma & Chunyu, Zhou. A research on evaluation and development of single-pedal function for electric vehicle based on PID. Journal of Physics: Conference Series. 2020.1605.

4. Hongwen He; Chen Wang; Hui Jia and Xing Cui An intelligent braking system composed single-pedal and multi-objective optimization neural network braking control strategies for electric vehicle, Applied Energy. 2020. 259, (C) DOI: 10.1016/j.apenergy.2019.114172.

5. Zhang J., Lv C., Gou J., et al. Cooperative control of regenerative braking and hydraulic braking of an electrified passenger car. Proc Inst Mech Eng, Part D: J Automob Eng. 2012; 226(10): 1289–302.

6. Guo J., Wang J., Cao B. Regenerative braking strategy for electric vehicles[C]. Intelligent Vehicles Symposium. IEEE, 2009: 864–868.

7. Xu Guoqing, Li Weimin, Xu Kun, et al. An intelligent regenerative braking strategy for electric vehicles[J]. Energies. 2011; 4(9): 1461–1477.

8. Zhang J., Lv C., Qiu M., et al. Braking energy regeneration control of a fuel cell hybrid electric bus[J]. Energy Conversion & Management. 2013; 76(76): 1117–1124.

9. Wang J.W, Tsai S.H, Li H.X., et al. Spatially Piecewise Fuzzy Control Design for Sampled-Data Exponential Stabilization of Semi-linear Parabolic PDE Systems [J]. IEEE Transactions on Fuzzy Systems, 2018.

10. Zhang Kangkang, Xu Liangfei et al. A Comparative Study on Regenerative Braking System and Its Strategies for Rear-wheel Drive Battery Electric Vehicles [J]. Automotive Engineering. 2015; (02):125–131.

11. Lv C., Zhang J., Li Y., et al. Mechanism analysis and evaluation methodology of regenerative braking contribution to energy efficiency improvement of electrified vehicles [J]. Energy Conversion and Management, 2015; 92: 469–482.

12. Kulas R.A., Rieland H., and Pechauer J., “A System Safety Perspective into Chevy Bolt’s One Pedal Driving, ”SAE Technical Paper 2019-01-0133, 2019. DOI: 10.4271/2019-01-0133.

13. Wang J., Besselink I.J. M., van Boekel J. J. P., & Nijmeijer H. Evaluating the energy efficiency of a one pedal driving algorithm. 1-10. Paper presented at 2015 European Battery, Hybrid and Fuel Cell Electric Vehicle Congress (EEVC 2015), Brussels, Belgium. 2015.

14. Wilke V.G., Shapovalov I.L. Self-oscillations in the process of braking a car. Bulletin of Moscow State University. Ser. 1. Mathematics, mechanics. 2015; 4: 33–39.

15. Kruchinin P.A., Magomedov M.H., Novozhilov I.V. Mathematical model of an automobile wheel in anti-lock driving modes. Mechanics of Solids. 2001;6: 63–69. (in Russ,)

16. Awrejcewiez J., Dzyubak L., Grehori C. Estimation of chaotic and regular (stick-slip and ship-slip) oscillations exhibited by coupled oscillations with dry friction. Nonlinear Dynamics. 2005; V. 42. No.2:383–394.

17. Pascal M. Dynamics and stability of a two degrees of freedom oscillator with an elastic stop. Journal of Computational and Nonlinear Dynamics. 2006; V.1. No.1. P. 94–102.

18. Shin K., Brennan M.J., Oh J.-E., Harris C.J. Analysis of disk brake noise using a two-degrees-of-freedom model. Journal of Sound and Vibration. 2002; V. 254. No.5: 837–848.

19. Vil’ke V.G., Shapovalov I.L. Self-oscillations during car braking. Vestnik Moskovskogo Universiteta. Seriya 1. Matematika. Mekhanika. 2015; 4: 33–39.(in Russ.)

20. Ergin A.A., Kolomejtseva M.B., Kotiev G.O. Antiblocking control system of the brake drive of automobile wheel. Pribory i Sistemy Upravleniya. 2004; (9): 11–13.

21. Soliman A., Kaldas M. An investigation of anti-lock braking system for automobiles. SAE Tech. Paper. 2012; 2012-01-0209. https://doi.org/10.4271/2012-01-0209

22. Sun C., Pei X. Development of ABS ECU with hard ware-inthe-loop simulation based on labcar system. SAE Int. J. Passeng. Cars – Electron. Electr. Syst. 2015; vol. 8, no. 1: 14–21. https://doi.org/10.4271/2014-01-2524.

23. Sabbioni E., Cheli F., d’Alessandro V. Analysis of ABS/ESP control logics using a HIL test bench. SAE Tech. Paper. 2011; 2011-01-0032. https://doi.org/10.4271/2011-01-0032

24. Zhileykin M.M. Research of Self-Oscillating Processes in the Zone of Interaction of an Elastic Tire with a Solid Support Base. BMSTU Journal of Mechanical Engineering. 2021; 10: 3–15, DOI: 10.18698/0536-1044-2021-10-3-15. (in Russ.)

25. Zhileykin M.M., Sirotin P.V., Nosikov S.S., Pulyaev N.N. Method for detecting the loss of stability of the movement of tractors when towing a trailer or a coupled unit. Tractors and agricultural machinery. 2023; Vol. 90, No. 1: 39–48. (in Russ) DOI: 10.17816/0321-4443-321266. EDN ZCQJYM.

26. Grabar I.G., Opanasyuk E.G., Begersky D.B., Opanasyuk O.E. Features of kinematics and dynamics of the multiwheel mover with dry soil interaction. Visnik SevNTU. 2011; 121: 139–142. (in Russ.) EDN UMXAMR.

27. Klepikov V.B. Dynamics of electromechanical systems with nonlinear friction: monograph. Publishing house: “The assistant of NTU “KHPI””, 2014; 408. (In Rus.)

28. Klimov A.V., Ospanbekov B.K., Keller A.V., Shadrin S.S., Makarova D.A., Furletov Y.M. Research into the Peculiarities of the Individual Traction Drive Nonlinear System Oscillatory Processes. World Electr. Veh. J. 2023. 14, 316. DOI: https://doi.org/10.3390/wevj14110316

29. Klimov A.V., Ospanbekov B.K., Antonyan A.V. [et al.] Detecting Wheel Slip to Suppress Self-Excited Oscillations in Braking Mode. World Electric Vehicle Journal. 2024. Vol. 15, No. 8. P. 340. DOI: 10.3390/wevj15080340. EDN FHAZAU.

30. Klimov A.V. Oscillatory processes in a nonlinear system of an individual traction electric drive. Truck. 2023; 7: 19–24. DOI 10.36652/1684-1298-2023-7-19-24. EDN RXPWMI. (in Russ.)

31. Klimov A.V., Antonyan A.V. Research of features of oscillating process’ behavior in the nonlinear system of individual traction drive of an electrobus. Izvestiya MGTU MAMI. 2023; Vol. 17. No. 1: 87–96. DOI: 10.17816/2074-0530-115233

32. Klimov A.V. Traction control system with function of suppression of wheels self-oscillation in traction mode. Trudy NAMI. 2023; (3): 44–56. (In Russ.) https://doi.org/10.51187/0135-3152-2023-3-44-56

33. Klimov A.V. The observer of the slipping of the driving wheels with the function of suppressing self-oscillations in traction mode. Transport systems. 2023; 2(28): 17–29. (in Russ.) DOI: 10.46960/2782-5477_2023_2_17. EDN HRSZDR.

34. Klimov A.V. Suppression of self-osculations of the drive wheels in braking mode. Truck. 2023; 9: 6–14. DOI: 10.36652/1684-1298-2023-9-6-14. EDN PUCDXP. (in Russ.)


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For citations:


Klimov A.V. Influence of the control law on oscillatory processes in electromechanical drive. The Russian Automobile and Highway Industry Journal. 2025;22(1):90-101. (In Russ.) https://doi.org/10.26518/2071-7296-2025-22-1-90-101. EDN: ZHDKFE

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ISSN 2071-7296 (Print)
ISSN 2658-5626 (Online)