In our work, we consider the problem of electronic transport mediated by coupling with
solitonic elastic waves. We study the electronic transport in a 1D unharmonic lattice with a …

The dynamics of a charged single-particle placed in a chain under the simultaneous action
of local non-linearity and superposed harmonic AC and static fields (DC field) is considered …

The wave function temporal evolution on the one-dimensional (1D) lattice is considered in
the tight-binding approximation. The lattice consists of N equal sites and one impurity site …

In this work we study the localization properties of direct electric transmission lines diluted by
a symmetric function. We dilute disordered (correlated and non-correlated) transmission …

This study investigates the localization properties of dual electric transmission lines with non-
linear capacitances. The VC, n voltage across each capacitor is selected as a non-linear …

We study the electronic wavepacket dynamic in a two-dimensional lattice under the
influence of off-diagonal nonlinearity in the regime of diagonal disorder larger than the …

In this paper, we study numerically the one-electron dynamics in a Fermi–Pasta–Ulam
disordered chain. In our model the atoms are coupled by a random harmonic force and a …

Considering non-interacting electrons in a one-dimension alloy in which atoms are coupled
by a Morse potential, we study the system dynamics in the presence of a static electric field …

We considered the dynamics of an initially localized wave packet in one-dimensional
disordered chains under the effect of electron–phonon interaction and an acoustic wave׳ s …

In this work we study numerically the dynamics of an initially localized wave packet in one-
dimensional disordered chains with saturable nonlinearity. By using the generalized …