On 19.01.2017, at 10:30 the “Optimal Control” department held its regular seminar. At the seminar leading research associate of the Institute of Control systems, doctor in math. Sciences Vagif Maarif oglu Abdullayev gave a talk on “NUMERICAL SOLUTION TO A PROBLEM OF FEEDBACK CONTROL FOR THE ROD HEATING PROCESS”
The report within the framework of optimal feedback control problems with respect to objects with distributed parameters, considers the problem of optimizing the locations of points of control over the object state. For definiteness, we consider the process of heating a rod in a furnace, the temperature of which is regulated depending on the measured temperature at certain points of the rod. The problem is reduced to a problem of parametric optimal control of a loaded system. We derive formulas for the components of the gradient of the objective functional with respect to the coordinates of the locations of control points and to the parameters of the synthesized control, which depends on the current measurements. The results of carried out numerical experiments are given.