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If a control system contains a few digital chains of treatment of information with different periods of quantum, its research is strongly complicated. In the case of rational commensurable periods of quantum transformation of a multirate system it is possible to design an equivalent one-time system with enhanceable dimension. The general going is offered to the design of an equivalent one-time system, allowing to transform the vectorial-matrix model of the initial multirate system into a vectorial-matrix one-time model of the system, characteristic for vectorial-matrix models of multidimensional continuous systems. Due to that, it becomes possible, in principle, to transfer of methods of analysis of continuous multidimensional systems onto the class of digital-analogue multirate systems.
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1--17
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Bibliogr. 10 poz.
Twórcy
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- Sevastopol National Technical University, Universyteckaya Str. 33, 99-053, Sevastopol, Ukraine
autor
- Sevastopol National Technical University, Universyteckaya Str. 33, 99-053, Sevastopol, Ukraine
autor
- Lublin University of Technology, Institute of Technological Systems of Information, Nadbystrzycka Str. 36, 20-618, Lublin, Poland
autor
- Lublin University of Technology, Institute of Technological Systems of Information, Nadbystrzycka Str. 36, 20-618, Lublin, Poland
Bibliografia
- [1] SEDLAR M. BEKEY G. Signal Flow Graphs of Sampled–Data Systems: A New formulation//IEEE Trans. on Automatic Control, Vol. AC-12,2,April 1967, pp.154-161.
- [2] KUO B. Teorija i proektirovanie cifrovykh sistem upravlenija (in Russian).- M.:Mashinostroenie, 1986.
- [3] COFFEY T.C., WILLIAMS I.J. Stability Analysis of Multiloop, Multirate, Sampled Systems // AIAA Journal, Vol.-4, December 1968, pp.129-144.
- [4] DZHURI E.H. Impulsnye sistemy avtomaticheskogo regulirovanija. (in Russian)- M.:Fizmatgiz,1963.
- [5] GARTMAHER F.R. Teoria matrix (in Russian).- M.:Nauka, 1977. 576 s.
- [6] ALBERTOS P., Block Multirate Input–Output Model for Sampled–Data Control Systems/IEEE Trans. On Autom. Control, vol.35, No.9, pp.1085-1088, 1990.
- [7] ARAKI M., YAMAMOTO K., Multivariable multirate sampled-data systems: statespace description, transfer characteristics, and Nyquist criterion// IEEE Trans. on Control, vol.31, pp.145-154, 1986.
- [8] DEZOER CH. VIDJASAGAR M. Sistemy s obratnojj svjazju: vkhod-vykhodnye sootnoshenija. (in russian)- M.:Nauka,1983. 380 s.
- [9] MACIEJOWSKI, J.M. Multivariable Feedback design// Addison-Wesley 1989.
- [10] SKOGESTAD S., POSTLETHWAITE I. Multivariable Feedback Control. Analysis and Design// Wiley, 1996.
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Bibliografia
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