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DOI: Calculation Of Continuous Discrete Systems With Multiple Synchronous Interruptions
Isomiddin Khakimovich Siddikov , Doctor of Technical Sciences, Professor, Department of “Information Processing and Management”, Tashkent State Technical University named after I. Karimov, Uzbekistan Malika Bakhodirovna Rustamova , Senior Teacher, Department of “Telecommunication Engineering”, Karshi branch Tashkent University of Information Technologies named after Muhammad Al-Khorazmiy, UzbekistanAbstract
This work considers continuous-discrete frameworks with a few quantizers (keys), closing
synchronously, but with diverse quantization periods, which are troublesome to analyze. Clearly, at
the same time, all those inadequacies of the portrayal of the energetic characteristics of frameworks
based on the z-transformation stay, which were pointed out in which they decide the thought of the
specified lesson of frameworks from more common positions
Keywords
Continuous-discrete systems,, function
References
Tu Yu. (1971) Modern control theory. –Moscow.
Mechanical Engineering.
Cousin L.T. (1962) Calculation and design of
discrete control systems. – Moscow.
Mechanical engineering.
Semenov V.V., Sivtsov V.I. (1978) On the
definition of transfer functions of continuousdiscrete systems.-Tr. / Mosk. Higher. tech. uch-
shche them. N.E.Bauman, No. 265, issue 5, -
Moscow.
Markushevich A.I. (1966) A short course in the
theory of analytic functions. –Moscow. Nauka.
Unbehauen, H. Control Engineering. 3 Vols.
Braunschweig, F. Vieweg & Sohn
Verlagsgesellschaft. German. 2001. –p. 1273.
Rotach V.Ya. (2004) Automatic control theory. –
Moscow. Publishing house of MEI. –p. 400.
Benjamin C. Kuo, Farid Golnaraghi. (2012)
Automatic Control Systems. New York, John
Wiley; 8 edition. –p. 624.
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