Differential algebraic systems: Analysis and control
It describes the fundamentals and principal aspects of the Linear Differential and Algebraic Systems (DAES), with respect to the dynamic systems Controllability, Observability, Stability and Admissibility. An Power electric system example is shown and analyzed at the end of this paper.
Describe los fundamentos y los principales aspectos de los sistemas algebraico-diferenciales lineales, con respecto a la Controlabilidad, Observabilidad,Admisibilidad y Estabilizabilidad de sistemas dinámicos.Al final del artículo se presenta y se analiza un ejemplo de un sistema de potencia eléctrica.
Bibliographic data
| Translated title: | Sistemas algebraico diferenciales: análisis y control |
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| Journal Title: | Ingeniería, Investigación y Desarrollo |
| First author: | Juan Mauricio Salamanca |
| Other Authors: | Oscar Iván Higuera-Martínez; José Miguel Ramiréz |
| Traslated Keywords: | |
| Language: | Undetermined |
| Get full text: | https://revistas.uptc.edu.co/index.php/ingenieria_sogamoso/article/view/861 |
| Resource type: | Journal Article |
| Source: | Ingeniería, Investigación y Desarrollo; Vol 5, No 2 (Year 2007). |
| Publisher: | Universidad Pedagógica y Tecnológica de Colombia |
| Usage rights: | Reconocimiento (by) |
| Knowledge areas / Categories: | Physical/Engineering Sciences --> Engineering, Electrical --AMP-- Electronic Physical/Engineering Sciences --> Engineering, Industrial Physical/Engineering Sciences --> Geosciences, Multidisciplinary |
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| Bibliography: | Benoit, Marx, (2003): Contribution á la Comande et au Diagnostic de Systemes Algebro-Differentiels Linéaires. These pour obtener le grade de Docteur de L’INPG Institut National Polytechnique de Grenoble, Francia. Cobb, Daniel (1984): Controllability, Observability, and Duality in Singular Systems IEEE Transactions on automatic control, vol.ac-29(12). Hill, David J., Iven, M., Y.Mareels,(1990): Stability Theory for Differential/ Algebraic Systems with Application to power Systems IEEE Transactions on Circuit and Systems Vol.37(11). Ivanescu, D., A. Zinder, J.M. Dion,L.Dugard, D. Georges, N. Hadjsaid, (2000): Robust Stabilizing Controller for an Interconnected Power Systems: A Time dDelay aApproach France MTNS Perpignan. Leung Joseph S., D.Hill, Y.Ni(2005): Global pPower Ccontrol uUSing Ggenerator eExcitation, PSSS, FACTS Ddevices and CCapacitor SSwitching Electrical Power and Energy Systems N° 27. Pai, M.A, D. P. Sen Grupta,(2004): Small Signal Analysis of Power Systems Alpha Science. Pal, Bikash, B. Chaudhuri (2005): Robust Control in Power Systems Springer. Ramirez, Juan, M., I. Coronado, P. Zuñiga y otros (2000): Control de una red Eléctrica de Potencia., CINVESTAV avance Y perspectiva Vol. 19. Ramos A., Rodrigo, (2002): Procedimiento de projeto de controladores robustos para amortecimiento de oscilacoes electromecánicas em sistemas de potencia”Tesis Ph.d. Escola de Engenharia de Sao Carlos da Euniversidade de Sao Pablo, Brasil. Rao Shrikant, P., I. Sen(2000): Robust Pole Placement Stabilizer Design Using Linear Matrix Inequalities IEEE Transactions on Power Systems Vol. 15 (1). Varga, A. (1999): A Decriptor Systems Toolbox for MATLAB. German Aerospace Center (DLR) – Oberpfaffenhofen. Institute of Robotics and Mechatronics. Wessling, Germany. Yan, Yong, Lin, Z. (2004): A descriptor System Approach to Robust Stability Analysis and Controller Synthesis IEEE Transacions Automatic Control, vol 49 (11). |
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