Evaluation of shock absorber models

Vehicle System Dynamics

Volumn 27, Issue 2, 1997, Pages 109-127

  Duym, Stefaan ^a   Stiens, Randy ^a   Reybrouck, Koenraad ^b  

^a VRIJE UNIVERSITEIT BRUSSEL   (Belgium)

^b Division Research and Systems   (Belgium)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTATIONAL COMPLEXITY; DIFFERENTIAL EQUATIONS; HYSTERESIS; MATHEMATICAL MODELS; NONLINEAR EQUATIONS; PARAMETER ESTIMATION;

INTERNAL VALVE PARAMETERS; NONLINEAR DIFFERENTIAL EQUATIONS; NONPARAMETRIC METHODS;

AUTOMOBILE SHOCK ABSORBERS;

EID: 0031071625     PISSN: 00423114     EISSN: None     Source Type: Journal    
DOI: 10.1080/00423119708969325     Document Type: Review

References (25)

1. Nieuwland J., Deel 4: Het rijdend gedeelte, Band B: Veersystemen, wielgeleiding, remsysteem, diagnose en uitlijnen, part of De Nieuwe Steinbuch, edited by G. Mom, 1989.
2. Audenino A. L. and G. Belingardi, Modelling the dynamic behaviour of a motorcycle damper. Proceedings of the Institution of Mechanical Engineers, part D: Journal of Automobile Engineering 209, pp. 249-262, 1995.
3. Su H., S. Rakheja and T. S. Sankar, Vibration and Shock Isolation Performance of a Pressure-limited Hydraulic Damper, Mechanical Systems and Signal Processing 3(1), pp. 71-86, 1989.
4. Su H., S. Rakheja and T. S. Sankar, Response of a Nonlinear Vehicle Suspension with Tunable Shock Absorber to Random Road Excitations, Proceedings of the 12th Biennial ASME Design Technical Conference, pp. 185-193, 1989.
5. Lang H. H., A Study of the Characteristics of Automotive Hydraulic Dampers at High Stroking Frequencies, PhD Dissertation, The University of Michigan, 1977.
6. Segel L. and H. H. Lang, The Mechanics of Automotive Hydraulic Dampers at High Stroking Frequencies, Vehicle System Dynamics 10, pp. 82-85, 1981.
7. Reybrouck K., A Non Linear Parametric Model of an Automotive Shock Absorber, SAE paper 940869, SAE International Congress, Detroit, Michigan, February 28-March 3, pp. 79-86, 1994.
8. Moré J. J., The Levenberg-Marquardt Algorithm. Implementation and Theory, Numerical Analysis, ed. G.A. Watson, Lecture Notes in Mathematics 630, Springer-Verlag, pp. 105-116, 1977.
9. Grace A., Optimization Toolbox User's Guide, The MathWorks Inc., 1992.
10. Morman K. N., A Modelling and Identification Procedure for the Analysis and Simulation of Hydraulic Shock Absorber Performance, ASME Winter Annual Meeting, New Orleans, Louisiana, December 9-14, 1984.
11. Cardano G., Ars Magna, Nuremberg, 1545.
12. Karadayi R., A Nonlinear Shock Absorber Model and the Effects of its Nonlinearities on Vehicle Suspension Systems, Master Thesis, The University of Texas at Austin, 1985.
13. Karadayi R. and G. Y. Masada, A Nonlinear Shock Absorber Model, Proceedings of the Symposium on Simulation and Control on Ground Vehicles and Transportation Systems, pp. 149-165, 1986.
14. Besinger F. H., D. Cebon and D. J. Cole, Damper Models for Heavy Vehicle Ride Dynamics, Vehicle System Dynamics, 24, pp. 35-64, 1995.
15. Lang R. and R. Sonnenburg, A Detailed Shock Absorber Model for Full Vehicle Simulation, presented at the 10th European ADAMS Users' Conference, Frankfurt, 14-15 November, 1995.
16. Belingardi G. and P. Campanile, Improvement of the Shock Absorber Dynamic Simulation by the Restoring Force Mapping Method, Proceedings of the 15th International Seminar on Modal Analysis, Heverlee, Belgium, pp. 441-454, 1990.
17. Duym S., J. Schoukens and P. Guillaume, A Local Restoring Force Surface Method, Proceedings of the 13th International Modal Analysis Conference, Nashville, Tennessee, pp. 1392-1399, 1995.
18. Worden K. and G. R. Tomlinson, Parametric and Nonparametric Identification of Automotive Shock Absorbers, Proceedings of the 10th International Modal Analysis Conference, San Diego, pp. 764-771, 1992.
19. Surace C., K. Worden and G. R. Tomlinson, On the Non-linear Characteristics of Automotive Shock Absorbers, Proceedings of IMechE, part D: Journal of Automobile Engineering 206, pp. 3-16, 1992.
20. Cafferty S., K. Worden and G. Tomlinson, Characterization of Automotive Shock Absorbers using Random Excitation, Proceedings of IMechE, part D: Journal of Automobile Engineering 209, pp. 239-248, 1995.
21. Surace C., D. Storer and G. R. Tomlinson, Characterising an Automotive Shock Absorber and the Dependency on the Temperature, Proceedings of the 10th International Modal Analysis Conference, San Diego, pp. 1317-1326, 1992.
22. Wallashek J., Dynamics of Non-linear Automobile Shock-absorbers, International Journal of Nonlinear Mechanics, vol. 25, no 2/3, pp. 299-308, 1990.
23. Lee S. -S. and Y. -S. Park, Position of Non-linear Elements and Identification of their Type by a Local Non-parametric Method, Mechanical Systems and Signal Processing 5, pp. 403-420, 1991.
24. Kim W. -J. and Y. -S. Park, Non-linear Joint Parameter Identification by Applying the Force-State Mapping Technique in the Frequency Domain, Mechanical Systems and Signal Processing 8, pp. 519-529, 1994.
25. Wen Y. -K., Method for Random Vibration of Hysteretic Systems, Journal of the Engineering Mechanics Division, vol. 102, no EM2, pp. 249-263, April 1976.