We study onset and control of stochastic resonance (SR) phenomenon in two driven bistable
systems, mutually coupled and subjected to independent noises, taking into account the …

This paper presents chaos synchronization between single and double wells Duffing–Van
der Pol (DVP) oscillators with Φ4 potential based on the active control technique. The …

We address the problem of controlling chaotic motion and deterministic directed transport in
inertia ratchets. We employ a recursive backstepping nonlinear control technique to control …

In this paper, we investigate the synchronization of chaotic systems consisting of non-
identical parametrically excited oscillators. The active control technique is employed to …

We study the bifurcation structure and the synchronization of a double-well Duffing oscillator
coupled to a single-well one and subjected to periodic forces. Using the amplitudes and the …

The synchronization (CS) and anti-synchronization (AS) of two non-identical inertial ratchets
moving in different asymmetric potentials and transporting particles chaotically is …

Using a technique derived from nonlinear control theory, we demonstrate that two identical
inertial ratchets transporting particles in two directions can be synchronized such that both …

The synchronization dynamics of two linearly coupled pendula is studied in this paper.
Based on the Lyapunov stability theory and Linear matrix inequality (LMI); some necessary …

Current reversal is an intriguing phenomenon that has been central to recent experimental
and theoretical investigations of transport based on ratchet mechanism. By considering a …

The dynamics of nonlinear systems has emerged as an active interdisciplinary research field
at the interface of biology, chemistry, mathematics, physics and engineering. This article …