Owing to recently published works, the issues of multistability and symmetry breaking can be
listed amongst the most followed ongoing research topics in nonlinear science. In this …

The present work focuses on enhancing thermo-acoustics energy conversion performance
and nonlinear dynamics of heat-driven acoustics oscillations in standing-wave …

We discuss the mechanism leading to the multistability in the externally excited van der Pol–
Duffing oscillator. It has been shown that the mechanism (the sequence of bifurcations) …

Synchronization is a universal concept in nonlinear science but has received little attention
in thermoacoustics. In this numerical study, we take a dynamical systems approach to …

In this paper, a small Hopfield neural network with three neurons is studied, in which one of
the three neurons is considered to be exposed to electromagnetic radiation. The effect of …

A variety of microelectromechanical (MEM) oscillators is governed by a version of the
Mathieu equation that harbors both linear and cubic nonlinear time-varying stiffness terms …

The dynamics and synchronization of two coupled self-excited devices are considered. The
stability and duration of the synchronization process between two coupled self-sustained …

In this paper, the nonlinear dynamics of the biological system modeled by the fractional
incommensurate order Van der Pol equations are investigated. The stability of the proposed …

This paper deals with the existence of bursting, mixed-mode oscillations (MMOs) and
horseshoe chaos in a mixed Rayleigh–Liénard oscillator with asymmetric double well …

This paper deals with the nonlinear dynamics of the biological system modeled by the multi-
limit cycles Van der Pol oscillator. Both the autonomous and non-autonomous cases are …