Dynamic linear modeling of a refrigeration process with electronic expansion valve actuator Modélisation dynamique linéaire d'un procédé frigorifique à actionneur de détendeur électronique
N/D
Tipo de produção
Artigo
Data de publicação
2017
Texto completo (DOI)
Periódico
International Journal of Refrigeration
Editor
Texto completo na Scopus
Citações na Scopus
7
Autores
Siqueira Dantas T.S.S.
Franco I.C.
Fileti A.M.F.
Silva F.V.
Orientadores
Resumo
© 2017 Elsevier Ltd and IIRUsually, commercial control solutions for superheat control still use PID controllers as a standard. Although there are several applications of advanced control in refrigeration processes in the literature, there isn't a consensus about the optimal control solution for each system. The implementation of advanced control algorithms ultimately depends on accurate process knowledge in the form of dynamic mathematical models. This study aims to take a first step toward the designing an adaptive stochastic MPC controller for superheat control in an R404 refrigeration cycle with electronic expansion valve by developing stochastic dynamic models of the process. Both time-varying and time-invariant versions of the models are identified. Statistical validation results show whitening of the residuals of the time-invariant models, creating a basis for comparison. The recursive estimation of the time-varying parameters was realized with the Kalman Filter and the Forgetting Factor algorithms. Results of validation tests by simulation show good results, with average output errors between 0.05 and 1.39°C, indicating that the ARMAX with time-varying parameters may be a good presentation for this system.
Citação
DANTAS, T.S.S.; FRANCO, Ivan Carlos; FILETI, A.M.F.; SILVA, F.V.. Dynamic linear modeling of a refrigeration process with electronic expansion valve actuator. International Journal of Refrigeration, v. 75, p. 311-321, 2017.
Palavras-chave
Keywords
ARMAX; Refrigeration; Stochastic Kalman-Filter; System identification
Assuntos Scopus
Advanced control algorithms; ARMAX; Dynamic mathematical model; Electronic expansion valves; Optimal control solution; Statistical validation; Time varying parameter; Time-invariant models