Order-(n+m) direct differentiation determination of design sensitivity for constrained multibody dynamic systems

Author:

Anderson K.S.,Hsu Y.

Publisher

Springer Science and Business Media LLC

Subject

Control and Optimization,Computer Graphics and Computer-Aided Design,Computer Science Applications,Control and Systems Engineering,Software

Reference28 articles.

1. Anderson, K.S. 1990: Recursive Derivation of Explicit Equations of Motion for Efficient Dynamic/Control Simulation of Large Multibody Systems, Ph.D. Dissertation, Stanford University, CA

2. Anderson, K.S. 1992: An order-n formulation for motion simulation of general constrained multi-rigid-body systems. Computers and Structures 43(3), 565–572

3. Anderson, K.S. 2001: Improved order-n Performance Algorithm for the Simulation of Constrained Multi-Rigid-Body Dynamic Systems. Proceedings ASME Design Engineering Technical Conference (DETC 2001), Pittsburgh Sept. 9–13, 2001. Paper DETC2001/VIB-21334

4. Anderson, K.S.; Critchley, J.H. 2003: Improved Order-n Performance Algorithm for the Simulation of Constrained Multi-Rigid-Body Systems. Multibody System Dynamics 9, 185–212

5. Barthelemy, J.-F.M.; Hall, L.E. 1995: Automatic differentiation as a tool in engineering design. Structural Optimization 9, 76–82

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