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Original Articles

Reduced-order modelling of linear MIMO systems with the Padé approximation method

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Pages 693-710 | Received 01 Feb 1989, Published online: 01 Feb 2007

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LUISANTONIO AGUIRRE. (1994) Partial least-squares Padé reduction with exact retention of poles and zeros. International Journal of Systems Science 25:12, pages 2377-2391.
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D. P. PAPADOPOULOS & D. V. BANDEKAS. (1993) Routh approximation method applied to order reduction of linear MIMO systems. International Journal of Systems Science 24:1, pages 203-210.
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Articles from other publishers (8)

Bala Bhaskar Duddeti, Asim Kumar Naskar & K. R. Subhashini. (2023) Order Reduction of LTI Systems Using Balanced Truncation and Particle Swarm Optimization Algorithm. Circuits, Systems, and Signal Processing 42:8, pages 4506-4552.
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Yue Sun, Junhe Yang, Yahui Wang, Zhuo Li & Yu Ma. (2020) A POD reduced-order model for resolving the neutron transport problems of nuclear reactor. Annals of Nuclear Energy 149, pages 107799.
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Sharad Kumar Tiwari & Gagandeep Kaur. (2016) Model reduction of LTI systems using spectral projection with application to power systems. Model reduction of LTI systems using spectral projection with application to power systems.
Hadeel Nasrat Abdullah, H. S. Sun & Mohammed Kdair Abd. (2016) Design LQG/LTR controller for higher order systems based on the reduction model. Design LQG/LTR controller for higher order systems based on the reduction model.
Girish Parmar, Mahendra K. Pandey & Vijay Kumar. 2010. Information Systems, Technology and Management. Information Systems, Technology and Management 339 347 .
N. Singh, R. Prasad & H.O. Gupta. (2008) REDUCTION OF POWER SYSTEM MODEL USING BALANCED REALIZATION, ROUTH AND PADE APPROXIMATION METHODS. International Journal of Modelling and Simulation 28:1.
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Luis Antonio Aguirre. (1994) Computer-aided analysis and design of control systems using model approximation techniques. Computer Methods in Applied Mechanics and Engineering 114:3-4, pages 273-294.
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L.A. Aguirre. (1993) Quantitative measure of modal dominance for continuous systems. Quantitative measure of modal dominance for continuous systems.

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