Calculation techniques for synthethis of conditional fast-response optimal control of a system with distributed parameters of one type

Proposed is an approximatjon hybrid mathematical model for optimization of systems with distributed parameters and a complex geometry described by the differential equations with partial derivatives of the parabolic type with a complex boundary. The system state and control functions, as well as the rates of their change are restricted by inequalities, consequently, the optimum control function is considered as a conditional one. The numerical method and algorithm for serching the condi onal control function leading out the system into the given state for the minimum period of time is proposed. The algorithm for serching the optimum control function is realized on the computer and its ability are illustrated while calculating the system of a cylindrical one-dimensional geometry