Repositório do Conhecimento Institucional do Centro Universitário FEI
 

Experimental modeling and control design of a linear hydro-pneumatic position system

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Tipo de produção

Artigo de evento

Data de publicação

2009-07-13

Periódico

Proceedings of the 11th IASTED International Conference on Control and Applications, CA 2009

Editor

Citações na Scopus

0

Autores

DE JESUS, S. N. P.
Fabrizio Leonardi
Delatore, F.

Orientadores

Resumo

Although hydro-pneumatic systems are extremely important nowadays, the publications around this subject involving mathematical modeling and control are too small. The aim of this work is to study such systems by presenting an experimental system identification procedure and the control design. It is shown that modeling can be easily done in the time domain being air compressibility modeled as a dead-time. The controller was designed by using both, numerical optimization and optimal control theory. The first design approach solves a numerical model-matching problem where the closed-loop dynamics are forced to follow a first-order transfer function response. The second design approach takes both, dead-time and the PWM modulator dynamics were considered as uncertainties of the nominal mathematical model and the controller was obtained by mapping the optimal control law into a PID structure.

Citação

DE JESUS, S. N. P.; LEONARDI, F.; DELATORE, F. Experimental modeling and control design of a linear hydro-pneumatic position system. Proceedings of the 11th IASTED International Conference on Control and Applications, CA 2009, p. 28-33, jul. 2009.

Palavras-chave

Keywords

Hydraulic-pneumatic system; Linear position system; Model-matching; Numerical optimization; System identification

Assuntos Scopus

Air compressibility; Closed loop dynamic; Control design; Deadtime; Design approaches; Experimental modeling; Experimental system; First-order; Mathematical modeling; Numerical models; Numerical optimization; Numerical optimizations; Optimal control law; Pneumatic system; Position systems; Time domain

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