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Relationships Between Optimal and Conventional “Good” Systems - A Simple Case Study
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English
Abstract
Conventional system synthesis involves indirect repetitive analysis, while optimal synthesis techniques yield direct solutions, given prescribed criteria. This paper presents some of the relationships between a conventionally derived optimum system and the corresponding optimal system, using a second order example. Methods for specifying optimal cost functions which result in good systems are explored.
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Citation
McRuer, D. and Weir, D., "Relationships Between Optimal and Conventional “Good” Systems - A Simple Case Study," SAE Technical Paper 700339, 1970, https://doi.org/10.4271/700339.Also In
References
- Bellman R. E. Dreyfus S. E. “Applied Dynamic Programming.” Princeton University Press Princeton, N. J. 1962
- Kalman R. E. “When Is a Linear Control System. Optimal?” Center for Control Theory Research Institute for Advanced Study (RIAS) March 1963
- Chang S. S. L. “Synthesis of Optimum Control Systems.” McGraw-Hill Book Co. New York, N. Y. 1961
- Reynolds P. A. Rynaski E. G. “Application of Optimal Linear Control Theory to the Design of Aerospace Vehicle Control Systems.” Paper presented at Optimum System Synthesis Conf. Wright-Patterson AFB Ohio Sept. 11-13 1962