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Accession Number:
AD0269566
Title:
OPTIMAL CONTROL IN BOUNDED PHASE SPACE
Corporate Author:
NEW YORK UNIV N Y SCHOOL OF ENGINEERING AND SCIENCE
Report Date:
1961-08-01
Abstract:
A bounded phase space condition is derived for a restricted class of problems. The condition is proved to be a necessary condition for optimal control in a fixed time interval with free end point. If the system is linear, and the allowed regions of phase variables and controls are convex, the condition is both necessary and sufficient, for optimal control in a fixed time interval, as well as minimal time control between two fixed points. Author
Pages:
0001
Contract Number:
AF49 638 586
File Size:
0.00MB
