Institutul de Matematică şi Informatică "Vladimir Andrunachievici"
Universitatea de Stat din MoldovaRO EN
Optimal control for one complex dynamic system.
Authors: Alla Albu, Vladimir Zubov
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Abstract
The optimal control problem of the metal solidification in casting is considered. The process is modeled by a three-dimensional two-phase initial-boundary value problem of the Stefan type. A numerical algorithm is presented for solving the direct problem. The optimal control problem as solved numerically using the gradient method. The gradient of the cost function was found with the help of conjugate problem. The discreet conjugate problem was posed with the help of Fast Automatic Differentiation technique.E-mail:
Fulltext
– 0.37 Mb
Contents
- Optimal control for one complex dynamic system.
- Conjugate-orthogonality and the complete multiplication group of a quasigroup.
- The graded Jacobson radical of associative rings.
- Applications of the integral operator to the class of meromorphic functions.
- Global Attractors of Non-autonomous Difference Equations.
- On free topological groups.
- On Topological Groupoids and Multiple Identities.
- The distribution of a planar random evolution with random start point.
- About the solvability of systems of integral equations with different degrees of differences in kernels.
- Nash equilibria in the noncooperative informational extended games.
- Professor Nicolae Vulpe 60th anniversary.
