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A Study of the Performance of the PID Controller and Nonlinear Controllers in Vehicle Suspension Systems Considering Practical Constraints

Author Affiliations

  • 1Department of Electrical and Mechanical Engineering, Young Researcher Club, Roudsar and Amlash Branch, Islamic Azad University, Roudsar, IRAN

Res. J. Recent Sci., Volume 3, Issue (8), Pages 86-95, August,2 (2014)

Abstract

In this paper first an applicable PID controller has been designed for the vehicle suspension system with considering the nonlinear dynamics of the hydraulic actuator. In this method, linear sky-hook model was chosen as the reference model. In order to improve the characteristics of the reference model in terms of ride comfort and stability and also considering the practical constraints of the suspension system, an optimal LQR controller has been designed for the sky-hook model. To improve the reference model behavior in terms of ride comfort with considering the limitations of the suspension system working space and create a tradeoff between ride comfort and handling, an optimum LQR controller with adjustable weight matrices for the sky-hook model was designed. Of course, this controller had no suitable performance with regards to the system non-linear dynamics. Then, a non-linear controller was designed based on Lyapunov method. Simulation results indicate that this controller is successful in reducing the vertical acceleration to improve the ride comfort, but it cannot control the stability and stability of the vehicle. Meanwhile, the designed controller is not robust enough to system parameter perturbations. Therefore, the sliding mode control as a robust nonlinear control method has been adopted as an alternative way for the controller design. In this method, the sliding surfaces are selected in a way that the nonlinear system tracks a sky-hook model which has desirable behavior. Simulation results revealed that the non-linear model of the suspension system with a sliding mode controller could satisfactorily track the behavior of the new improved sky-hook reference model. Also, the sliding mode controller showed a good behavior when parameters changed.

References

  1. H. Hashemipour, M. Amiri, M. Mirzaei and A. Maghol, Nonlinear control of vehicle active suspension considering actuator dynamics, Proceedings of the second International Conference on Computer and Electrical Engineering, IEEE, 362-366, (2009)
  2. Haiping Du, Nong Zhang, H control of active vehicle suspension with actuator time delay, Journal of Sound And Vibration, 19(4), 412-518, (2006)
  3. M. Eslamian, M. Mirzaei and G. Alizadeh, Enhancement of Vehicle Lateral Stability by Non-linear Optimal Control of Yaw Dynamics, Mech. and Aerospace Eng. J.,2, 3, (2007)
  4. H.D. Taghirad and E. Esmailzadeh, Automobile Passenger Comfort Assumed through LQG/LQR active Suspension, Vibration and control, (1997)
  5. Y. Sam, J. Osman and M. Ghani, A class of proportional-integral sliding mode Control with application to active suspension system, Journal system and control,51(3-4),217- 223, (2004)
  6. M. Kurimoto and T. Yashimura1, Active Suspension of Passenger Cars Using Sliding Mode Controllers (Based On Reduced Models), Int.J. of Vehicle Design, 19(4), 402-414, (1998)
  7. M. Yokoyama and J. arl. Hedrick , A Model Following Sliding Mode Controller for Semi-Active Suspension System with MR Dampers, Proceedings of the American Control Conference, (2001)
  8. E. Kose and F. Jabbari, Scheduled Controllers for Linear Systems with Bounded Actuators, Automatica,39, 1377-1387, (2003)
  9. Strfbrsky, K. Hyniova, J. Honcu and A. Kruczek, Using Fuzzy Logic to Control Active Suspension System for One Half-Car-Model, Acta Montanistica Slovaca, Rocnl'k, , csilo 4, (2003)
  10. S. Marzbanrad, G. Ahmadi, H. Zohoor and Y. Hojjat, Stochastic Optimal Preview Control of a Vehicle Suspension, Journal of sound and vibration, 275, 973-990, (2004)
  11. R. Kazemi, A.R. Ohadi and M. Sleymani, Nonlinear Sliding Mode Control OF Vehicle Active Suspension Considering Hydraulic Actuator Dynamics", Mashhad University, ISME, (2003)
  12. Z. Liu, C. Luo and D. Hu, Active Suspension Control Design Using a Combination of LQR and Backstepping, Proceedings of the 25th Chinese control Conference, 123-125, (2006)
  13. Ian Fialho and Gary J. Balas, Road Adaptive Active Suspension Design Using Linear Parameter-Varying Gain Scheduling, IEEE Transactions on control systems technology, 10(1), (2002)
  14. J. Lin, I. kanellakopoulos, Nonlinear Design of Active Suspension, IEEE Control System Magazine, 45-48, (1997)
  15. H. Hashemipour, M. Mirzaei and G. Alizadeh, Nonlinear Controller Design for Vehicle Suspension System Considering Practical Constraints, Aerospace MechanicsJournal, 1-13, (2011)
  16. S.H. Hashemipour, A. ghoreishi, M. Mahdavinasab and M.N. Moghaddasi, PID Controller for Robotic Manipulator Nonlinear Model and compare with Sliding Mode Controller, Research Journal of Recent Sciences, (2013)