A simple, but very accurate analytical method for forced Mathieu oscillator is proposed, the idea of which is based on the method of variation of parameter.
A simple, but very accurate analytical method for forced Mathieu oscillator is proposed, the idea of which is based on the method of variation of parameter.
... An analytical method for Mathieu oscillator based on method of variation of parameter, Communications in Nonlinear Science and. Numerical Simulation (2016) ...
People also ask
What is the method of variation of parameters based on?
What is the oscillator analysis method?
An analytical method for Mathieu oscillator based on method of variation of parameter · Xianghong LiJingyu HouJufeng Chen. Physics. Commun. Nonlinear Sci. Numer ...
The proposed analytical method is a real alternative to the application of approximate methods in solving any problems that are reduced to the Mathieu equation.
Missing: variation | Show results with:variation
Abstract. In this study we have analytically analyzed the vibration of parametrically excited oscillators based on Mathieu-Duffing equation.
The resonant behavior of fractional-order Mathieu oscillator subjected to external harmonic excitation is investigated. Based on the harmonic balance (HB) ...
Mathieu also developed the power series expansion method, determining the mutual relation- ships between the stiffness parameter and the amplitude of para-.
Jul 23, 2024 · The objective of the present study is to analyze a damped Mathieu–cubic quintic Duffing oscillator as a parametric nonlinear oscillatory dynamical system.
Mathieu also developed the power series expansion method, determining the mutual rela- tionships between the stiffness parameter and the amplitude of parametric.