Abstract
A method for solving the problem of a petrochemical process optimal control with terminal constraints is considered. The statement of the optimal control problem with constraints on the control parameter and terminal constraints of the equality type is given in a general form. A method for solving this problem based on the penalty method and the artificial immune systems method is described. A computational experiment for a model example is carried out, as a result of which the parameters of the optimal process control and the corresponding optimal trajectories of phase variables are determined. Keywords optimal control, penalty method, artificial immune systems, terminal constraints
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