OPTIMAL CONTROL OVER NUCLEAR REACTOR WITH THE ACCOUNT FOR RANDOM DISTURBANCES
Annotation
The problem of optimal control over nuclear reactor on the base of incomplete data is considered. The proposed solution to the problem exploits the separation principle with linearized Kalman filter and the minimax control algorithm. Numerical modeling is used to derive initial parameters of the boundary-value problem affording convergence of iterative procedure when random perturbations occur.
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