Journal: | Journal of the Brazilian Society of Mechanical Sciences |
Database: | PERIÓDICA |
System number: | 000312137 |
ISSN: | 0100-7386 |
Authors: | Pinto, O.C1 Goncalves, P.B2 |
Institutions: | 1Fundacao Universidade Federal do Rio Grande, Escola Tecnica, Rio Grande, Rio Grande do Sul. Brasil 2Pontificia Universidade Catolica do Rio de Janeiro, Departamento de Engenharia Civil, Rio de Janeiro. Brasil |
Year: | 2002 |
Season: | May |
Volumen: | 24 |
Number: | 2 |
Pages: | 99-104 |
Country: | Brasil |
Language: | Inglés |
Document type: | Artículo |
Approach: | Experimental |
English abstract | This paper studies the effect of time delay on the active non-linear control of dynamically loaded flexible structures. The behavior of non-linear systems under state feedback control, considering a fixed time delay for the control force, is investigated. A control method based on non-linear optimal control, using a tensorial formulation and state feedback control is used. The state equations and the control forces are expressed in polynomial form and a performance index, quadratic in both state vector and control forces, is used. General polynomial representations of the non-linear control law are obtained and implemented for control algorithms up to the fifth order. This methodology is applied to systems with quadratic and cubic non-linearities. Strongly non-linear systems are tested and the effectiveness of the control system including a delay for the application of control forces is discussed. Numerical results indicate that the adopted control algorithm can be efficient for non-linear systems, chiefly in the presence of strong non-linearities but increasing time delay reduces the efficiency of the control system. Numerical results emphasize the importance of considering time delay in the project of active structural control systems |
Disciplines: | Ingeniería |
Keyword: | Ingeniería de control, Ingeniería mecánica, Control no lineal, Tiempo, Delay, Sistemas de control, Control óptimo |
Keyword: | Engineering, Control engineering, Mechanical engineering, Nonlinear control, Time, Delay, Control systems, Optimal control |
Full text: | Texto completo (Ver HTML) |