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Phenomenological Model of a Magneto-rheological Damper for Semi-active Suspension Control Design and Simulation
Technical Paper
2006-01-2520
ISSN: 0148-7191, e-ISSN: 2688-3627
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English
Abstract
Active and Semi-active Suspensions have been widely studied over the last 20 years, with hundreds of papers published. Most of the published results focus on the main-loop design, i.e., on the computation of the desired control force, as a function of vehicle states and the road disturbance. It is commonly assumed that the commanded force will be produced accurately, so simulations of these main-loop designs were frequently done without considering actuator dynamics, or with highly simplified sub-loop dynamics. In reality, actuator dynamics can be quite complicated, and interaction between the actuator and the vehicle suspension cannot be ignored. This is especially true for magneto-rheological dampers, which are semi-active force actuators that remain some force dependency with damper velocity and have hysteretic behavior when damper movement change the direction. This work presents a methodology to get a phenomenological model of magneto-rheological dampers from experimental data, using a Sequential Quadratic Programming (SQP) algorithm. This phenomenological model can be used in semi-active suspension control design and simulation.
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Crivellaro, C. and Alves, S., "Phenomenological Model of a Magneto-rheological Damper for Semi-active Suspension Control Design and Simulation," SAE Technical Paper 2006-01-2520, 2006, https://doi.org/10.4271/2006-01-2520.Also In
References
- Medical Product Manufacturing News “State-of-the-Art Prosthetic Leg Incorporates Magneto-Rheological Technology” November 2000 MPMN 11444 W. Olympic Blvd., Los Angeles, CA 90064-1549 310 445 426
- CHRZAN, M.J. CARLSON, J. D. “MR Fluid Sponge Devices and Their Use in Vibration Control of Washing Machines” proceedings of the 8th Annual Symposium on Smart Structures and Materials Newport Beach, CA March 2001
- DYKE, S.J. SPENCER, B.F. Jr. SAIN, M.K. CARLSON, J.D. “Seismic Response Reduction Using Magneto-rheological Dampers” Proceedings of the IFAC World Congress San Francisco, California June 30 July 5 1996
- NI, Y. Q. Ko, J. M. Chen, Z. Q. Wang, X. Y. Spencer, B. F. “Implementation of smart MR dampers to Dongting Lake Bridge for mitigating rain-wind-induced cable vibration” Department of Civil and Structural Engineering, The Hong Kong Polytechnic University Hung Hom, Kowloon, Hong Kong BREESE, D. G. GORDANINEJAD, F. “Semi-Active, Fail-Safe Magneto-Rheological Fluid Dampers for Mountain Bicycles” International J. Vehicle Design 2003
- GILBERT, R. JACKSON, M. “Magnetic Ride Control” GM Tech Link, publication for GM Dealership Service Professionals Jan. 2002 4 1
- CARLSON, J. D. CATANZARITE, D. M. CLAIR, K. A.St. “Commercial Magneto-rheological Fluid Devices” Lord Corporation Cary, NC 1999
- CRIVELLARO, C. “Study of Ride and Handling Improvement of a Pickup Light Truck Using Robust Semiative Suspesion Control based on Magneto-rheological Dampers” 17 th International Congress of Mechanical Engineering 1399 São Paulo Nov. 10-14 2003
- BODIE, M. O. HAĆ, A. “Closed Loop Yaw Control of Vehicles Using Magneto-Rheological Dampers” SAE 2000 World Congress, 2000-01-0107 Detroit, Michigan March 6-9 2000
- HAĆ, A. YOUN, I. CHEN, H.H. “Control of Suspensions for Vehicles With Flexible Bodies - Part II: Semi-active Suspensions” Transactions of the ASME 118 Sept. 1996 518 525
- SPENCER, B. F. Jr. DYKE, S. J. SAIN, M. K. CARLSON, J. D. “Phenomenological Model of a Magneto-rheológical Damper” ASCE Journal of Engineering Mechanics March 10 th 1996
- CRIVELLARO, C. SANTOS, E. C. A. dos “Projeto de um Amortecedor Magneto-reológico” SAEBrasil 2004 International Congress, 2004-01-3279 São Paulo, SP, Brazil November 2004
- LORD Materials Division “Rheonetic™ MR Fluid - MRF 132AD” Lord Corporation Cary, NC 2001
- Schittkowski, K. “NLQPL: A FORTRAN-Subroutine Solving Constrained Nonlinear Programming Problems,” Annals of Operations Research 5 485 500 1985
- Biggs, M.C. “Constrained Minimization Using Recursive Quadratic Programming,” Towards Global Optimization Dixon L.C.W. Szergo G.P. North-Holland 341 349 1975
- Han, S.P. “A Globally Convergent Method for Nonlinear Programming,” J. Optimization Theory and Applications 22 297 1977
- Powell, M.J.D. “The Convergence of Variable Metric Methods for Nonlinearly Constrained Optimization Calculations,” Nonlinear Programming 3 Mangasarian O.L. Meyer R.R. Robinson S.M. Academic Press 1978
- Powell, M.J.D. “A Fast Algorithm for Nonlinearly Constrained Optimization Calculations,” Numerical Analysis Watson G.A. Springer Verlag 630 1978
- Fletcher, R. “Practical Methods of Optimization,” John Wiley and Sons 1987
- Gill, P.E. Murray W. Wright M.H. Practical Optimization London Academic Press 1981
- Powell, M.J.D. “Variable Metric Methods for Constrained Optimization,” Mathematical Programming: The State of the Art Bachem A. Grotschel M. Korte B. Springer Verlag 288 311 1983
- Hock, W. Schittkowski K. “A Comparative Performance Evaluation of 27 Nonlinear Programming Codes,” Computing 30 335 1983
- Brayton, R.K. Director S.W. Hachtel G.D. Vidigal L. “A New Algorithm for Statistical Circuit Design Based on Quasi-Newton Methods and Function Splitting,” IEEE Transactions on Circuits and Systems CAS-26 784 794 Sept. 1979