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- Title
Optimal control of heat conductivity.
- Authors
Lelevkina, L. G.; Sklyar, S. N.; Khlybov, O. S.
- Abstract
Consideration was given to the problem of optimal control of heat conductivity in the spherical coordinate system under a bounded control action. Proposed was a procedure of numerical solution of this problem based on the Pontryagin method for the distributed-parameter systems, special iterative process, and new difference schemes for the problem of heat conductivity in the spherical coordinate system. Estimates of the iterative process convergence were proved. The proposed difference schemes and the algorithm on the whole are illustrated by numerical calculations of the test problems.
- Subjects
THERMAL conductivity; NUMERICAL calculations; NUMERICAL analysis; THERMAL conductivity measurement; AUTOMATION
- Publication
Automation & Remote Control, 2008, Vol 69, Issue 4, p654
- ISSN
0005-1179
- Publication type
Article
- DOI
10.1134/S0005117908040127