Abstract—The method is based on identifications of a particular solution of the linear dynamic system on a class of static models with the dynamic specification on an input. On the basis of a particular solution the common decision are search. The common decision is a basis for an estimation of a spectrum system. For identification of a spectrum eigenvalues we introduced special structures, who described a modification of Lyapunov exponents. We gave generalization of the offer methods on the linear non-stationary dynamic systems. The algorithm of decision-making about a type of eigenvalues system is developed. We analyse properties of the offered special functions.
Index Terms—Identification, lyapunov exponent, spectrum of eigenvalues, structure.
The authors are with Moscow State Engineering University of Information Technology, Radio Engineering, Electronics, Moscow, Russia (e-mail: kn22@yandex.ru, cpd@mirea.ru, cpd@mirea.ru, cpd@mirea.ru).
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Cite: Nikolay Karabutov, Valeri Lokhin, Sergey Manko, and Mihail Romanov, "Estimation of Spectrum Eigenvalues Dynamic System on the Basis of Application Lyapunov Exponents," International Journal of Materials, Mechanics and Manufacturing vol. 4, no. 2, pp. 148-151, 2016.
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