In a number of recent publications, a one-dimensional effective model for quantum transport
in a nano-transistor was developed yielding qualitative agreement with the trace of an …

In this paper, the R-matrix method and Wigner–Eisenbud functions (WEFs) are used to
compute the transport properties of an electron scattered in a cylindrical nanowire doped …

The transmission coefficient of a two dimensional scattering region connected to ideal leads
was calculated for the case of electrons interacting with an inhomogeneous distribution of …

In this paper, we present results of a detailed numerical analysis of the transport dynamics of
electrons passing through quantum dot potential barriers in nanowires. The Chebyshev …

We present a node-centered finite volume method for computing a representative range of
eigenvalues and eigenvectors of the Schrödinger operator on a three-dimensional …

The ballistic transport properties are investigated for disordered two-dimensional nano-
ribbons which contain scattering centers (impurities) with attractive and repulsive …

Inspired by the problem of elastic wave scattering on wrinkled interfaces, we studied the
scattering of ballistic electrons on a wrinkled potential energy region. The electron …

With the rapid increase in the development and modelling of nanodevices, efficient, accurate
and general computation of transport properties is required. Research has led to the …

We consider rough stochastic volatility models where the driving noise of volatility has
fractional scaling, in the" rough” regime of Hurst parameter H< 1/2. This regime recently …