In many engineering, physical, electrical, chemical, and biological systems, oscillatory behavior of the dynamic system due to periodic excitation is of great interest. Two kinds of oscillatory responses can be distinguished: forced oscillations and parametric oscillations. Forced oscillations appear when the dynamical system is excited by a periodic input. If the frequency of an external excitation is close to the natural frequency of the system, then the system will experience resonance, i.e. oscillations with a large amplitude
Dynamical systems with time-periodic coefficients, i.e. with parametric excitation, have been studie...
One of three possible manifestations of resonance in a parametric circuit is considered, which is th...
The response of a one-degree-of-freedom system with quadratic and cubic non-linearities to a fundame...
We present a mechanism for the generation of oscillations and nonlinear parametric amplification in ...
Parametric Resonance in Dynamical Systems discusses the phenomenon of parametric resonance and its o...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
The phenomenon of parametric resonance in a lin-ear system arising from a periodic modulation of its...
The book introduces possibly the most compact, simple and physically understandable tool that can de...
A linear oscillatory system having multiple degrees of freedom with periodic coefficients is conside...
Non-linear parametric resonances occur frequently in nature. Here we summarize how they can be studi...
Systems consisting of pendulums and springs can freely oscillate at their natural frequencies (also ...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
The aim of the paper is a study of nonlinear parametric oscillations of flexible elements in machine...
Dynamical systems with time-periodic coefficients, i.e. with parametric excitation, have been studie...
Dynamical systems with time-periodic coefficients, i.e. with parametric excitation, have been studie...
One of three possible manifestations of resonance in a parametric circuit is considered, which is th...
The response of a one-degree-of-freedom system with quadratic and cubic non-linearities to a fundame...
We present a mechanism for the generation of oscillations and nonlinear parametric amplification in ...
Parametric Resonance in Dynamical Systems discusses the phenomenon of parametric resonance and its o...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
The phenomenon of parametric resonance in a lin-ear system arising from a periodic modulation of its...
The book introduces possibly the most compact, simple and physically understandable tool that can de...
A linear oscillatory system having multiple degrees of freedom with periodic coefficients is conside...
Non-linear parametric resonances occur frequently in nature. Here we summarize how they can be studi...
Systems consisting of pendulums and springs can freely oscillate at their natural frequencies (also ...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
We analyze some mathematical problems that arise in studies of phenomena observed in the cardiac act...
The aim of the paper is a study of nonlinear parametric oscillations of flexible elements in machine...
Dynamical systems with time-periodic coefficients, i.e. with parametric excitation, have been studie...
Dynamical systems with time-periodic coefficients, i.e. with parametric excitation, have been studie...
One of three possible manifestations of resonance in a parametric circuit is considered, which is th...
The response of a one-degree-of-freedom system with quadratic and cubic non-linearities to a fundame...