Automatic loop shaping in QFT by using crone structures

IFAC Proceedings Volumes (IFAC-PapersOnline)

Volumn 2, Issue PART 1, 2006, Pages 207-212

  Cervera, Joaquín ^a   Baños, Alfonso ^a  

^a UNIVERSITY OF MURCIA   (Spain)

Author keywords

Automatic loop shaping; Complex order differentiator; Computer aided control systems design; CRONE; QFT; Robust control

Indexed keywords

APPLICATION PROGRAMS; NONLINEAR PROGRAMMING; ROBUST CONTROL;

AUTOMATIC LOOP SHAPING; COMPUTER AIDED CONTROL SYSTEMS DESIGNS; CRONE; CRONE CONTROLLERS; DIFFERENTIATORS; NON-LINEAR OPTIMIZATION PROBLEMS; OPTIMUM DESIGNS; SUBOPTIMAL SOLUTION;

COMPUTER CONTROL SYSTEMS;

EID: 79961121738     PISSN: 14746670     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.3182/20060719-3-pt-4902.00038     Document Type: Conference Paper

References (19)

1. Bode, H.W. (1945). Network Analysis and Feedback Amplifier Design. Van Nostrand. NY, USA.
2. Borghesani, C., Y. Chait and O. Yaniv (1995). Quantitative Feedback Theory Toolbox. The MathWorks, Inc.. Natick, MA, USA.
3. Cervera, J. and A. Baños (2005). Automatic loop shaping in qft by using a complex fractional order terms controller. In: Proceedings of the 7th QFT and Robust Domain Methods Symposium.
4. Chait, Y., Q. Chen and C.V. Hollot (1999). Automatic loop-shaping of qft controllers via linear programming. ASME J. Dynamic Systems, Measurement, and Control 121, 351357.
5. Chen, W.H., D.J. Ballance and Y. Li (1998). Automatic loop-shaping in qft using genetic algorithms. Technical report. Centre for Systems and Control, University of Glasgow. Glasglow, UK.
6. Fransson, C.M., B. Lennartson, T. Wik, K. Holmstrm, M. Saunders and P.O. Gutman (2002). Global controller optimizacion using horowitz bounds. In: Proceedings of the IFAC 15th Trienial World Congress.
7. Gera, A. and I. Horowitz (1980). Optimization of the loop transfer function. Int. J. of Control 31, 389-398.
8. Horowitz, I. (1973). Optimum loop transfer function in sigle-loop minimum-phase feedback systems. Int. J. of Control 18, 97-113.
9. Horowitz, I. (1993). Quantitative Feedback Design Theory - QFT (Vol.1). QFT Press. Boulder, Colorado, USA.
10. Lurie, B.J. and P.J. Enright (2000). Classical Feedback Control with MATLAB. Marcel Dekker. New York, NY.
11. Oustaloup, A. (1991). La commande CRONE. Edition Hermes. Paris.
12. Oustaloup, A., J. Sabatier and X. Moreau (1998). From fractal robustness to the crone approach. In: Proceedings of the colloquium FDS'98: Fractional Differential Systems: Models, Methods and Applications. Vol. 5 of proceedings. ESAIM. pp. 177-192.
13. Oustaloup, A., P. Melchoir, P. Lanusse, C. Cois and F. Dancla (2000). The CRONE toolbox for Matlab. In: Proceedings of the 11th IEEE International Symposium on Computer Aided Control System Design - CACSD. Anchorage, USA.
14. Oustaloup, A., X. Moreau and M. Nouillant (1996). The CRONE suspension. Control Engineering Practice 4(8), 1101-1108. (Pubitemid 126378651)
15. Pohlheim, H. (2004). Geatbx: Genetic and evolutionary algorithm toolbox for use with matlab documentation. http://www.geatbx.com. Version 3.50.
16. Raimúndez, C., A. Baños and A. Barreiro (2001). Qft controller synthesis using evolutive strategies. In: Proc. of the 5th International QFT Symposium on Quantitative Feedback Theory and Robust Frequency Domain Methods. Pamplona, Spain. pp. 291-296.
17. Spears, W. M., K. A. De Jong, T. Bck, D. B. Fogel and H. de Garis (1993). An overview of evolutionary computation. In: Proceedings of the European Conference on Machine Learning. Vol. 667. pp. 442-459.
18. Thomson, D.F. (1990). Optimal and Sub-Optimal Loop Shaping in Quantitative Feedback Theory. PhD thesis. School of Mechanical Eng., Purdue University. West Lafayette, IN, USA.
19. Yaniv, O. and M. Nagurka (2004). Automatic loop shaping of structured controllers satisfying qft performance. Technical report.