Synthesis of reactive bipolars with losses with application inverse convolution algorithm
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Abstract
The algorithm for synthesis of reactive lossy two-port networks by the discrete deconvolution operation in MATLAB environment was elaborated. As a result of the synthesis were obtained the parameters of the supercapacitor equivalent circuit elements
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References
B. Conway, Electrochemical Supercapacitors: Scientific Principles and Technological Application, New York: Plenum, 1999, p. 19.
V. Martynyuk, D. Makaryshkin, and J. Boyko, “Electrochemical supercapacitor time domain analysis by means of multi-channel measurement system”, in In Proceedings of the 15th IMEKO TC-4 International Symposium on Novelties in Electrical Measurements and Instrumentations, pp. 207–211, 2007
V. Martinyuk, “Supercapacitor vimiryu wall complex systems”, Vimiryuvalna te obchislyuvalna tekhnika v tekhnologicheskikh protsesah, no. 1, pp. 78–82, 2008.
N. Kochanov, Fundamentals of the synthesis of linear electric circuits in the time domain, Moscow: Communication, 1967, p. 200.
P. Matkhanov, Synthesis of reactive quadripoles by time functions, Leningrad: Leningrad branch of "ENERGY", 1970, p. 134.
A. Lanne, Optimal synthesis of electricalchains, Moscow: Communication, 1969, p. 292.
J. Yoho, Physically-Based Realizable Modeling and Network Synthesis of Subscriber Loops Utilized in DSL Technology, Blacksburg, Virginia: Time Domain & RF Measurement Laboratory, 2001.
J. Grimbleby, Hybrid Genetic Algorithms for Analogue Network Synthesis, Electronic Engineering Group, University of Readi, 2002.
K. Gorshkov and V. Filaretov, The circuit approach of Wilhelm Feusner and the circuit methoddeterminants, Ulyanovsk: UlGTU, 2009, p. 186.
Y. Voskoboynikov and V. Litasov, “A stable algorithm for identifying the function of the transient conductance of an electricalcategory”, in International conference "Reverseand ill-posed problems of mathematical physics”, 2007