Add to ORKGVibrations of a self-excited oscillator under parametric excitation with nonlinear stiness were investigated in this paper. Dierential equation of motion includes van der Pol, Mathieu and Dung terms. Vibrations synchronization, stability of solutions were examined by means of the multiple time scale method and Floquet theory. Chaotic solutions were found by means of Lyapunov exponent. 1
Chaotic vibration is a new nonlinear vibration phenomenon where a periodic input to a nonlinear syst...
Synchronization is one of the fundamental phenomena in nature and it is observed over the various fi...
A generalized vibrational model of cubic nonlinear continuous system with arbitrary parametric excit...
Abstract. Vibration analysis of a non-linear parametrically and self-excited system of two degrees o...
AbstractInteractions between two parametrically coupled self-excited oscillators are analysed in the...
AbstractInteractions between two parametrically coupled self-excited oscillators are analysed in the...
Motion of self-excited Froude pendulum under external forcing were analyzed. Dierential equation of ...
Vibration analysis of coupled self-excited nonlinear oscillators have be-en studied in the paper. Po...
Commonly applied theories of self-excited vibrations in machine tools are prevailingly based on freq...
The efect of parametric excitation in self-excited has been investigated in two-degrees of freedom p...
In this paper the parametrically excited vibrations of an oscillator with strong cubic negative nonl...
Various types of self-excited oscillators are implemented into an autoparametric system, and the stu...
Vibrations of a nonlinear oscillator with an attached pendulum, excited by movement of its point of ...
Vibrations of a nonlinear oscillator with an attached pendulum, excited by movement of its point of ...
A single mass vibration system driven by two counter-rotating motors is studied in this paper. The n...
Chaotic vibration is a new nonlinear vibration phenomenon where a periodic input to a nonlinear syst...
Synchronization is one of the fundamental phenomena in nature and it is observed over the various fi...
A generalized vibrational model of cubic nonlinear continuous system with arbitrary parametric excit...
Abstract. Vibration analysis of a non-linear parametrically and self-excited system of two degrees o...
AbstractInteractions between two parametrically coupled self-excited oscillators are analysed in the...
AbstractInteractions between two parametrically coupled self-excited oscillators are analysed in the...
Motion of self-excited Froude pendulum under external forcing were analyzed. Dierential equation of ...
Vibration analysis of coupled self-excited nonlinear oscillators have be-en studied in the paper. Po...
Commonly applied theories of self-excited vibrations in machine tools are prevailingly based on freq...
The efect of parametric excitation in self-excited has been investigated in two-degrees of freedom p...
In this paper the parametrically excited vibrations of an oscillator with strong cubic negative nonl...
Various types of self-excited oscillators are implemented into an autoparametric system, and the stu...
Vibrations of a nonlinear oscillator with an attached pendulum, excited by movement of its point of ...
Vibrations of a nonlinear oscillator with an attached pendulum, excited by movement of its point of ...
A single mass vibration system driven by two counter-rotating motors is studied in this paper. The n...
Chaotic vibration is a new nonlinear vibration phenomenon where a periodic input to a nonlinear syst...
Synchronization is one of the fundamental phenomena in nature and it is observed over the various fi...
A generalized vibrational model of cubic nonlinear continuous system with arbitrary parametric excit...