Skip to main navigation menu Skip to main content Skip to site footer

Design of LMI+I controller based in optimization for two degree of Freedom Helicopter

Abstract

Its presents the Genetic Algorithms' use for the design's  optimization of a Robust control H8 using lineal Matrix Inequalities' techniques,  to control pitch and  yaw's  position in a two degrees of freedom helicopter. The optimization is carried out when the pitch and  yaw's speed sensor, based on the energy consumption fails, the maximum peak and oscillation frequency of the system. The simulations'  results are presented on the non-linear model system. 

Keywords

optimization, robust control, linear matrix inequatilities, helicopter, genetic algorithms

PDF (Español)

References

  1. Balas.G & J Doyle (2003): M-Analysis and Synthesis Toolbox User’s Guide Version 3 for use MATLAB, Math Works Inc.(ed)
  2. Banjerdpongchai, D. (1997):Parametric Robust Controller Synthesis Using Linear Matrix Inequalities, Stanford University, Tesis Ph.D.
  3. Dullerud G & F Paganini (2002): A Course in Robust Control Theory a convex approach, University of Illinois (ed).
  4. Gahinet, P..,A. Nemirovski, A. Laub & M. Chilali(2003): LMI Control Toolbox User’s guide version 1 for Use to MATLAB, Math Works Inc(ed).
  5. Higuera O. (2006): Arranque en tiempo mínimo de un motor de inducción. Universidad Nacional de Colombia (Informe final optimización de procesos).
  6. Higuera, O., J. Salamanca y H. Díaz (2008): Diseño de un controlador robusto H8 usando técnicas LMI para helicóptero de dos Grados de Libertad, VI congreso internacional Electrónica y tecnologías de avanzad 2008.
  7. Kebede, G. (2006): Robust Descentralized Control of Power Systems: A Matrix Inequalities Approach, Universität Duisburg-Essen, Tesis Doktors der Ingenieurwissenschaften.
  8. Quanser Inc. (2006):Quanser 2 DOF Helicopter User and Control Manual, February 10, 2006.
  9. Skogestad, S. & I. Postlehwaite (2001): Multivariable Feedback Control Analisys and Design, New York: John Wilye & Sons(ed).

Downloads

Download data is not yet available.

Most read articles by the same author(s)

1 2 > >>