This content is not included in
your SAE MOBILUS subscription, or you are not logged in.
A Road Simulation System for Heavy Duty Vehicles
Annotation ability available
Sector:
Language:
English
Abstract
A road simulator system has been developed for heavy duty vehicles. The system utilizes vertical inputs to the tires and corrects for heavy duty vehicle simulation problems such as solid axle cross-coupling, different tire contact patches for front and rear tires, tire nonlinearity, and variation in vehicle speed. The system operates in two modes which allow reproduction of response measured on a particular road, or simulation of vehicle response to a class of roads described by a PSD Matrix.
The road profile generation techniques for each mode of operation are described. These techniques determine effective road inputs from measured vehicle response through a multiple input-multiple output systems analysis of the vehicle. Laboratory test results for both modes of simulator operation are presented.
Recommended Content
Technical Paper | A Non-steady and Non-linear Tire Model Under Large Lateral Slip Condition |
Technical Paper | Comparison of Tire Behavior using Vehicle Dynamic Simulation |
Authors
Citation
Cryer, B., Nawrocki, P., and Lund, R., "A Road Simulation System for Heavy Duty Vehicles," SAE Technical Paper 760361, 1976, https://doi.org/10.4271/760361.Also In
References
- Spangler E. B. Kelly W. J. “GMR Road Profiler - A Method for Measuring Road Profiles.” Highway Research Record No. 121 1965 27 54
- Whittemore A. P. “A Technique for Measuring ‘Effective’ Road Profiles.” Paper 720094 SAE Automotive Engineering Congress Detroit, Michigan January 10-14 1972
- Cripe R. A. “Making a Road Simulator Simulate” Paper 720095 SAE Automotive Engineering Congress Detroit, Michigan January 10-14 1972
- Dodds C. J. “The Laboratory Simulation of Vehicle Service Stress” paper 73-DET-24 ASME Design Engineering Technical Conference Cincinnati, Ohio September 9-12 1973
- Bendat J. S. Piersol A. G. “Random Data: Analysis and Measurement Procedures” Wiley - Interscience New York 1971 82 85
- Papoulis A. “Probability, Random Variables, and Stochastic Processes” McGraw-Hill New York 1965
- Gantmaker F. R. “Theory of Matrices” 1 Chelsea Publications New York 1960 33 41