Floreán-Aquino, Kevin Herubiel | Universidad Tecnológica De La Mixteca |
Arias-Montiel, Manuel | Universidad Tecnológica De La Mixteca |
Lugo-González, Esther | Universidad Tecnológica De La Mixteca |
Cabrera-Amado, Álvaro | Universidad Del Papaloapan |
Resumen: This work presents the development of a modal control applied to an automotive electronic suspension based on a magneto-rheological damper (MRD). Acting force of damping is determined by the calculation of a modal control law so-called Positive Position Feedback (PPF), to add damping to one of the two main modal forms of the vertical simplified model of a quarter car. Furthermore, the damping force is also obtained from a Multi Positive Position Feedback (MPPF) approach, to simultaneously increase the damping ratio in the two modal forms of the system. Both control strategies are implemented using a polynomial inverse model of the histeric behavior of the MRD. Obtained results from numerical simulations using Matlab/Simulink software show the effectiveness of both PPF and MPPF schemes in terms of performance in comfort and road-holding, compared with a passive suspension frequently used in tourism cars.
¿Cómo citar?
K. H. Florean-Aquino, M. Arias-Montiel, E. Lugo-Gonzalez & A. Cabrera-Amado. Single and Multiple Positive Position Feedback Control of a Magnetorheological Automotive Suspension. Memorias del Congreso Nacional de Control Automático, pp. 630-635, 2019.
Palabras clave
Control de Sistemas Lineales, Sistemas Electromecánicos, Modelado e Identificación de Sistemas
Referencias
- Arias-Montiel, M., Flore´an-Aquino, K.H., Francisco Agustín, E., Pinón-López, D.M., Santos-Ortiz, R.J., and Santiago-Marcial, B.A. (2015). Experimental characterization of a magnetorheological damper by a polynomial model. In Proceedings of IEEE 2015 International Conference on Mechatronics, Electronics and Automotive Engineering (ICMEAE), 128–133.
- Brezas, P., Smith, M.C., and Hoult, W. (2015). A clippedoptimal control algorithm for semi-active vehicle suspensions: Theory and experimental evaluation. Automatica, 53, 188 – 194.
- Cabrera-Amado, A. and Silva-Navarro, G. (2012). Semiactive vibration absorption in a rotor-bearing system using a PPF control scheme. In Proc. International Conference on Noise and Vibration Engineering ISMA2012+ USD2012, 209–221.
- Cabrera-Amado, A., Chávez-Conde, E., and Pablo Altunar, J.M. (2016). Modelling and modal control of a quarter vehicle suspension system. In Reyes Mora, S. and Luna-Olivera, B. C. (Eds.), Modelación Matemática: ingeniería, biología y ciencias sociales, ch. 3, pp.27-36. México: Universidad Tecnológica de la Mixteca.
- Choi, S.B., Lee, S.K., and Park, Y.P. (2001). A hysteresis model for the field-dependent damping force of a magnetorheological damper. Journal of Sound and Vibration, 245(2), 375–383.
- Félix-Herrán, L., Mehdi, D., Ramírez-Mendoza, R.A., de J. Rodríguez-Ortíz, J., and Soto, R. (2016). H2 control of a one-quarter semi-active ground vehicle suspension. Journal of Applied Research and Technology, 14(3), 173–183.
- Goh, C. and Caughey, T. (1985). On the stability problem caused by finite actuator dynamics in the collocated control of large space structures. International Journal of Control, 41(3), 787–802.
- Guglielmino, E., Sireteanu, T., Stammers, C.W., Ghita, G., and Giuclea, M. (2008). Semi-active suspension control: Improved vehicle ride and road friendliness. Springer Science & Business Media.
- Inman, D.J. (2006). Vibration with control. Wiley Online Library.
- Majdoub, K.E., Giri, F., and Chaoui, F. (2013). Backstepping adaptive control of quarter-vehicle semi-active suspension with Dahl MR damper model. In Proceedings fo the 11th IFAC Workshop on Adaptation and Learning in Control and Signal Processing, 558 – 563.
- Mori, T., Nilkhamhang, I., and Sano, A. (2007). Adaptive semi-active control of suspension system with MR damper. IFAC Proceedings Volumes, 40(13), 191 – 196. 9th IFAC Workshop on Adaptation and Learning in Control and Signal Processing.
- Nguyen, M., Sename, O., and Dugard, L. (2015). An LPV Fault Tolerant control for semi-active suspension – scheduled by fault estimation. IFAC-PapersOnLine, 48(21), 42–47.
- Omidi, E., Mahmoodi, S.N., and Shepard Jr, W.S. (2016). Multi positive feedback control method for active vibration suppression in flexible structures. Mechatronics, 33, 23–33.
- Ortíz-Espinoza, A.A., Cabello-Ortega, A.M., Tudón Martínez, J.C., Hernández-Alcantara, D., and Morales Menéndez, R. (2014). Analysis of on/off controllers of a semi-active suspension in a CAN. IFAC Proceedings Volumes, 47(3), 10902–10907. 19th IFAC World Congress.
- Sapinski, B. and Filu´s, J. (2003). Analysis of parametric models of MR linear damper. Journal of Theoretical and Applied Mechanics, 41(2), 215–240.
- Savaresi, S.M., Poussot-Vassal, C., Spelta, C., Sename, O., and Dugard, L. (2010). Semi-active suspension control design for vehicles. Elsevier.
- Spencer, B.F., Dyke, S.J., Sain, M.K., and Carlson, J.D. (1997). Phenomenological model for magnetorheological dampers. Journal of Engineering Mechanics, 123(3), 230–238.
- Ulasyar, A. and Lazoglu, I. (2018). Design and analysis of a new magneto rheological damper for washing machine. Journal of Mechanical Science and Technology, 32(4), 1549–1561.