The on-demand control of supratransmission is of fundamental importance for practical
applications in areas such as energy transmission. The occurrence of supratransmission is …

In this work, we consider a (1+ 1)-dimensional Riesz space-fractional damped sine-Gordon
equation defined on a bounded spatial interval. Sinusoidal Dirichlet boundary data are …

We study the phenomenon of supratransmission (that is, the sudden transmission of energy
above a sharp threshold amplitude of periodic boundary excitations) on an N-particle one …

The brain can efficiently receive and process weak signals, and reproducing signal
amplification is an important task. We investigate weak signal propagation in a coupled …

The effect of nonlinear supratransmission is an important property of many discrete
structures. A necessary condition for its existence is the discreteness and nonlinearity of the …

The emergence of traveling sine-Gordon breathers due to the nonlinear supratransmission
effect is theoretically studied in a long Josephson junction driven by suitable magnetic …

This paper studies a set of globally coupled bistable oscillators, all subjected to the same
weak periodic signal and identical coupling. The effect of mean field density (MFD) on global …

In this work, we generate a nonlinear supratransmission phenomenon in a chain of coupled
pendulum pairs, where each pendulum is connected to the nearest neighbours in the …

We consider a model for a cross-stitch lattice with onsite nonlinearity. The linear analysis
and the determination of the homoclinic threshold for this model are carried out theoretically …

In this note, we depart from a model describing the transmission of electric currents in
Josephson-junction chains, and provide a fractional generalization using Riesz discrete …