We review a class of gradient systems with dissipation potentials of hyperbolic-cosine type.
We show how such dissipation potentials emerge in large deviations of jump processes …

We present a method for imaging the optical near-fields of nanostructures, which is based
on the local ablation of a smooth silicon substrate by means of a single, femtosecond laser …

Abstract From Maxwell-Stefan diffusion and general electrostatics, we derive a drift-diffusion
model for charge transport in perovskite solar cells (PSCs) where any ion in the perovskite …

The efficiency of (In, Ga) N-based light-emitting diodes (LEDs) is limited by the failure of
holes to evenly distribute across the (In, Ga) N/Ga N multiquantum well stack that forms the …

The van Roosbroeck system models current flows in (non-) degenerate semiconductor
devices. Focusing on the stationary model, we compare the excess chemical potential …

We study a two-point flux approximation finite volume scheme for a cross-diffusion system.
The scheme is shown to preserve the key properties of the continuous systems, among …

In this paper we propose a finite-volume scheme for aggregation–diffusion equations based
on a Scharfetter–Gummel approximation of the quadratic, nonlocal flux term. This scheme is …

We show the importance of using a thermodynamically consistent flux discretization when
describing drift–diffusion processes within light emitting diode simulations. Using the …

We study a finite volume scheme for the approximation of the solution to convection diffusion
equations with nonlinear convection and Robin boundary conditions. The scheme builds on …

In this paper, we consider a drift-diffusion charge transport model for perovskite solar cells,
where electrons and holes may diffuse linearly (Boltzmann approximation) or nonlinearly …