Multi-Body Dynamics: Monitoring and Simulation Techniques II by Homer Rahnejat

By Homer Rahnejat

This quantity brings jointly the court cases of the 2d foreign Symposium "Multi-body Dynamics - tracking and Simulation Techniques". This choice of paintings comes in handy for all these curious about the sector of dynamics research and experimentation.

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Extra resources for Multi-Body Dynamics: Monitoring and Simulation Techniques II

Sample text

For typical structural designs and impact conditions, behavior of body components can be easily characterized and modeled using the finite element method. ) and even the occupant. ), material fracture and failure or atypical impact conditions exist, analysis tools often fall short. Listing all challenges of vehicle crash simulation is obviously beyond the scope of any single article. This paper identifies a number of critical issues in FE simulation which are currently addressed at the GW TRI. These are among the most critical and timely requirements of effective and accurate crashworthiness simulation as a true predictive tool.

ACKNOWLEDGEMENT This paper is the result of dedicated research of many staff scientists, faculty, and students at The FHWA/NHTSA National Crash Analysis Center and Center for Intelligent Systems Research at The George Washington Transportation Research Institute. The research presented here is partially sponsored by Federal Highway Administration of US Department of Transportation. , (1994), "Effect of Mesh Density Variation in Vehicle Crashworthiness Finite Element Modeling", Proceedings of the ASME Winter Annual Meeting, Transportation Safety Session, Chicago, 111, November 6-11.

In F. Pfeiffer, editor,-IUTAM Symp. Unilateral Multibody Dynamics, Series: Solid Mechanics and its Applications, Vol. 72, pages 287-298. Kluwer, Dordrecht, 1999. 13 [14] W. Schiehlen. Multibody system dynamics: Roots and perspectives. Multibody System Dynamics, 1:149-188, 1997. [15] P. Eberhard and S. Jiang. Collision detection for contact problems in mechanics with a boundary search algorithm. Mathematical Modeling of Systems, 3:265-281, 1997. W. Gear. Multirate Methods for Ordinary Differential Equations.

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