Improving stability and controllability of multi-wheeled vehicles with motor-axle electromechanical transmissions
Authors: Zhileykin M.M., Seredyuk V.A. | Published: 07.05.2014 |
Published in issue: #5(650)/2014 | |
Category: Transportation and Power Engineering | |
Keywords: traction motor, motor-axle design, control law, power, torque, mathematical model, simulation |
The use of electromechanical transmissions in multi-wheeled vehicles (MWVs) can solve both the problem of efficient power supply from the power source to the drive wheels at any wheel arrangement and optimal design problems. The developers of MWVs are especially interested in electromechanical motor-axle drive gears. However, the development of such drive gears presents a considerable challenge due to the lack of available algorithmic solutions and experience in creating traction motors. This paper suggests that the course and trajectory stability of MWVs can be improved by developing appropriate control algorithms for traction motors of drive wheels. An algorithm providing the course and trajectory dynamic stability of MWVs by changing the torques on the drive wheels is developed. An analytical relationship for determining the main vector of the control torque (optimal control law) providing the course and trajectory stability of MWVs is deduced. To implement the developed control technique, a method of calculating the torques on the drive axles is developed. The mathematical simulation procedures were used to prove the efficiency of the proposed control law for the dynamic stabilization of MKMs equipped with motor-axle electromechanical transmissions.
References
[1] Belousov B.N., Popov S.D. Kolesnye transportnye sredstva osobo bol’shoi gruzopod’’emnosti. Konstruktsiia. Teoriia. Raschet [Wheeled vehicles especially big load capacity. Design. Theory. Payment]. Moscow, Bauman Press, 2006. 728 p.
[2] Gorelov V.A., Kotiev G.O., Miroshnichenko A.V. Sintez sistemy upravleniia tiagovymi elektrodvigateliami dlia individual’nogo privoda vedushchikh koles avtomobilia [Synthesis of control traction motor for individual drive wheeled vehicle].Nauka i obrazovanieMGTU im. N.E. Baumana [Science and Education of the Bauman MSTU]. 2011, no. 12. Available at: http://technomag.edu.ru/doc/282533.html (accessed 15 January 2014).
[3] Shelomkov S.A., Kupreianov A.A. Sposob upravleniia mnogoprivodnoi elektricheskoi transmissiei mnogoosnoi kolesnoi mashiny [Method of controlling electric drive train multidrive multi-wheeled vehicles]. Patent RF no. 2426660 RU MPK B 60 L 15/20, H 02 P 5/46, 2011.
[4] Pliev I.A., Saikin A.M., Korshunov G.V., Arkhipov A.V. Algoritmy upravleniia moshchnostiami, podvodimymi k kolesam polnoprivodnykh avtomobilei [Control algorithms of the power supplied to the wheels wheel drive vehicles]. Zhurnal avtomobil’nykh inzhenerov [Journal of Automotive Engineers]. 2012, no. 3(74), pp. 16–18.
[5] Jackson A., Crolla D., Woodhouse A., Parsons M. Improving Performance of a 6?6 Off-Road Vehicle Through Individual Wheel Control. SAE Technical Paper, 2002-01-0968, 2002, doi: 10.4271/2002-01-0968.
[6] Gorelov V.A., ZhileikinM.M., Shinkarenko V.A. Razrabotka zakona dinamicheskoi stabilizatsii mnogoosnoi kolesnoi mashiny s individual’nym privodom dvizhitelei [Controlling dynamic stabilization of a multi-wheeled vehicle with an individual propulsor drive]. Inzhenernyi zhurnal: nauka i innovatsii [Engineering Journal: Science and Innovations]. 2013, issue 12. Available at: http://engjournal.ru/catalog/machin/transport/1029.html (accessed 20 January 2014).
[7] Aleksandrova I.E., Aleksandrova T.E. O vybore vesovykh koef f i t s ientov opt imizi ruemogo funkt s ionala v teor i i analiticheskogo konstruirovaniia optimal’nykh reguliatorov [On the choice of weighting coefficients optimizing functional in the theory of analyt ical des ign of opt imal cont rol ler s ]. Radіoelektronіka, іnformatika, upravlіnnia [Electronics, computer science, management]. 2005, no. 4, pp. 135–137.
[8] Lovchakov V.I., Sukhinin B.V., Surkov V.V. Optimal’noe upravlenie elektrotekhnicheskimi ob"ektami [Optimal control of electrical facilities]. Tula, TulGU publ., 2004. 149 p.
[9] Van’ko V.I., Ermoshina O.V., Kuvyrkin G.N. Variatsionnoe ischislenie i optimal’noe upravlenie [The calculus of variations and optimal control]. Moscow, Bauman Press, 2006. 488 p.
[10] Kotiev G.O., Chernyshev N.V., Gorelov V.A. Matematicheskaia model’ krivolineinogo dvizheniia avtomobilia s kolesnoi formuloi 8х8 pri razlichnykh sposobakh upravleniia povorotom [Mathematical model of curvilinear motion of the car with the wheel formula 8х8 at various ways of turning control]. Zhurnal avtomobil’nykh inzhenerov [Journal of Automotive Engineers]. 2009, no. 2. pp. 34–40.
[11] Gorelov V.A., Mas lennikov L.A., Tropin S.L. Prognozirovanie kharakteristik krivolineinogo dvizheniia mnogoosnoi kolesnoi mashiny pri razlichnykh zakonakh vsekolesnogo rulevogo upravleniia [Forecasting performance of curvilinear motion in multi wheeled vehicles for different all-wheel steering laws]. Nauka i obrazovanie MGTU im. N.E. Baumana [Science and Education of the Bauman MSTU]. 2012, no. 5, Available at: http://technomag.edu.ru/doc/403845.html (accessed 15 January 2014), doi: 10.7463/0512.0403845.