Author :
Medianu, Silviu ; Popescu, Dan ; Lefevre, Laurent ; Lupu, Ciprian
Author_Institution :
Automatics & Comput. Sci. Fac., Univ. Politeh., Bucharest, Romania
Abstract :
The distributed parameters systems, represent an active direction of practical and theoretical research, in the control engineering domain, due to the multiple applications in which they can be used [2-12, 30-34] and the rapid development of digital computers and electrical components. The present paper, presents a solution for the identification of a distributed parameters system, represented by a heat exchanger, using the open-loop identification procedures, based on the whitening of the prediction error [1, 13, 14, 15, 16]. In order to choose an optimal identification solution, an analysis of the plant is realized, using the analytical model [43, 44], which is further converted to a numerical form, to search models, for each known adaptation gain used in active control [1, 13, 14, 15, 16]. The choice of all adaptation gains, used in active control is realized in order to describe the heat-exchanger plant, as precisely as possible from the point of view of parameters variation with time.
Keywords :
distributed parameter systems; heat exchangers; identification; partial differential equations; active direction; control engineering domain; distributed parameters system; heat-exchanger plant; open-loop identification procedures; optimal identification solution; partial differential equation; thermo-energetic applications; Adaptation models; Computational modeling; Estimation; Heating; Indexes; Mathematical model; Predictive models;