Parametricky modulovaný oscilátor v asymptotickom prípade
Date
2024Publisher
University of ŽilinaLanguage
skAuthor
Minárik, Ján
Ftorek, Branislav
Chupáč, Radoslav
Metadata
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This article deals with the asymptotic solution in analytical form of some second-order linear differential equation with time-dependent parameters. Time-periodic modulation of the parameters of the oscillatory system can lead to interesting phenomena. The analytical solution is compared with the numerical solution obtained by the Runge-Kutta method in the MATLAB environment. The convergence conditions of this analytical method are discussed.