Abstract
In this work vehicle handling parameters are estimated using a sequence of maneuvers rather than a single specific maneuver. Unlike other vehicle handling parameter estimation methods, the evolutionary optimization procedure, Genetic Algorithm has been applied directly to the CarSim® multi-degree of freedom vehicle model. The use of CarSim® multi-degree of freedom vehicle model rather than simple vehicle models replicates fully the actual car. A parametric study acts as the starting point and enumerates the sensitivity link between a particular maneuver and one or more vehicle response parameters. Later the estimated vehicle handling parameters are verified with different maneuvers, to underline the consistency of the prediction.
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References
Isermann, Rolf, Munchhof, Marco: Identification of Dynamic System: An Introduction with Application. Springer, SA (2011)
Feng Huang, J., Roger Chen, Lung Wen Tsai: The use of random steer test data for vehicle parameter estimation.Technical Paper 930830. Soc. of Automot. Eng. (1993)
Laura R Ray: Nonlinear tire force estimation and road friction identification: field test results. Technical Paper 960181. Soc. of Automot. Eng. (1996)
Bolzern, P., Cheli, F., Falciola, G., Resta, F.: Estimation of non-linear suspension tyre cornering forces from experimental road test data. Veh. Syst. Dyn. 31, 23–34 (1999)
Russo, Michele, Russo, Riccardo, Volpe, Agostino: Car parameters identification by handling maneuvers. Veh. Sys. Dyn. 34, 423–436 (2000)
Hodgson, G., Best, M.C.: A parameter identifying a Kalman filter observer for vehicle handling dynamics. Proc. Inst. Mech. Eng. D J. Automob. Eng. 220, 1063–1072 (2006)
Ouladsine, M., Shraim, H., Fridman, L., Noura, H.: Vehicle Parameter Estimation and Stability Enhancement Using the Principles of Sliding Mode. Proc. Am. Control Conf, Washington (2007)
Isermann, R., Börner, M.: Adaptive one-track model in critical lateral driving simulations. Proc. of AVEC’02. 6th Int. Symp. on Adv. Veh. Control. 393–400 (2002)
Bolhasani, M.R., Azadi, S.H., Toos, K.N.: Parameter Estimation of Vehicle Handling Model Using Genetic Algorithm. Technical Paper 2002-01-1577. Soc. of Automot. Eng, Japan (2002)
Genta, G.: Motor Vehicle Dynamic–Modeling and Simulation. World Scientific, Singapore (1997)
Nalecz, A.G.: Application of sensitivity methods to analysis and synthesis of vehicle dynamic systems. Veh. Syst. Dyn. 18, 1–44 (1988)
Jang, J.H., Han, C.S.: The state sensitivity analysis of the front wheel steering vehicle: in the time domain. KSME Int. J. 11, 595–604 (1997)
Jang, Bongchoon: Dean Karnopp Simulation of vehicle and power steering dynamics using tire model parameters matched to whole vehicle experimental results. Veh. Syst. Dyn. 33, 121–133 (2000)
Grau, C.A.: A Parametric Study of the Lateral Dynamics Of a Nonlinear Four Wheel Road Vehicle Model. Univ. of Cincinnati, Cincinnati (2002)
Nozaki, H.: Effects of the front and rear weight distribution ratio of a formula car during maximum speed cornering on a circuit. Int. J. of Automot. Tech. 9, 307–315 (2008)
Ryu, J.: State and parameter estimation for vehicle dynamics control using GPS. Stanford Univ, California (2004)
Dixon, J.C.: Tyres, Suspension and Handling. Camb. Univ. Press, New York (1991)
Road vehicles-Steady-state circular test procedure: International standard ISO 4138. Inter. Organ. for Stand. (2004)
Road Vehicles-Transient open-loop response test method with one period of sinusoidal input: International standard ISO/TR 8725. Inter. Organ. for Stand. (1988)
Road vehicles-Vehicle dynamics test methods Part 1: General conditions for passenger cars: International standard ISO 15073-1. Inter. Organ. for Stand. (1998)
Passenger cars-test track for a sever lane change maneuver-part 1: Double lane change: International standard ISO/TR 3888-1. Inter. Organ. for Stand. (1999)
Road vehicles-lateral transient response test methods-open loop test methods: International standard ISO 7401. Inter. Organ. Stand. (2003)
Yao, L., Sethares, W.A.: Non-linear parameter estimation via the genetic algorithm. IEEE Trans. Signal Processing 42, 927–935 (1994)
Alberer, D., Hjalmarsson, H., Re, L.D. (eds.): Identification of Automotive Systems. Springer-Verlog, Heidelberg (2012)
Nelles, O.: Nonlinear System Identification. Springer Verlag, Heidelberg (2001)
MATLAB software help manual (2007)
RezaJazar, N.: Vehicle Dynamics: Theory and Application. Springer, Heidelberg (2008)
Acknowledgments
The authors thank M/s. J.K. Tyres, India for their constant support and encouragement throughout the period of this research work. The authors also warmly acknowledge Dr. R. Mukhopadhyay, Director (R&D), Hari Shankar Singhania Elastomer and Tyre Research Institute (HASETRI), India for the support and constant encouragement extended throughout this research work.
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Jaiganesh, S., Krishna Kumar, R. Sequential estimation strategy based on sensitivity analysis for vehicle handling parameter estimation. Int J Adv Eng Sci Appl Math 4, 269–278 (2012). https://doi.org/10.1007/s12572-012-0075-x
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DOI: https://doi.org/10.1007/s12572-012-0075-x