OPTIMAL CONTROL OF DYNAMIC SEARCH OF A MOVING OBJECT IN A RECTANGULAR DOMAIN

The problem of optimal control of the spatial motion of a dynamic object in order to find a moving object performing a simple motion in a rectangular domain on the plane is considered. A method for controlling the motion of the searching object, as well as the corresponding law of variation of the electric current in the light source circuit, ensuring the detection of the sought object with minimal light energy consumption for a guaranteed search time, are proposed.

Searching Method of Optimization of Bending Reinforced Concrete Slabs with Simultaneous Assessment of Criterion Function and the Boundary Conditions

Problems of optimal design of reinforced concrete structures are characterized by existence of nonlinear objective function and a set of local extrema. For the solution of similar tasks for their optimization its offered to use an algorithm based on the method of casual search. A prerequisite for this is the requirement for simultaneous consideration of changes in the objective function and the boundary conditions in the motion search for the optimum. This procedure provides a guaranteed search of optimal parameters plate.