@ARTICLE{Julayeva_Zhazira_Solving_2023, author={Julayeva, Zhazira and Wójcik, Waldemar and Kashaganova, Gulzhan and Togzhanova, Kulzhan and Mambetov, Saken}, volume={vol. 69}, number={No 2}, journal={International Journal of Electronics and Telecommunications}, pages={383-389}, howpublished={online}, year={2023}, publisher={Polish Academy of Sciences Committee of Electronics and Telecommunications}, abstract={The paper presents a solution to the problem of synthesis of control with respect to the sliding interval length for the optimization of a class of discrete linear multidimensional objects with a quadratic performance criterion. The equation of motion of a closed multidimensional discrete system in the general non-stationary case is derived based on the length of the optimization interval and their main properties. The closed-loop is fitted with a signal representing the predicted values averaged over the whole sliding interval of optimization with a certain weight. A problem with a sliding optimization interval may not require a real-time solution by means of a sequence of solutions on compressed intervals. Therefore, the study of control systems with optimization on a sliding interval is of undoubted interest for a number of practically important control problems.}, type={Article}, title={Solving the Problem of Discrete Process Control Synthesis Using Optimization on a Sliding Interval}, URL={http://www.czasopisma.pan.pl/Content/127384/PDF-MASTER/23-25-4135-Julayeva-sk.pdf}, doi={10.24425/ijet.2023.144374}, keywords={discrete process control, optimization, sliding interval, closed loop control system, equation of a closed loop system}, }