The present paper deals with the pattern formation properties of a specific morpho-
electrochemical reaction-diffusion model on a sphere. The physico-chemical background to …

Abstract Systems of reaction–diffusion partial differential equations (RD-PDEs) are widely
applied for modeling life science and physico-chemical phenomena. In particular, the …

High-energy density metal anodes are a key solution for next-generation mobility batteries,
but the difficulty of studying materials in real-life battery context leads to a methodological …

We focus on the morphochemical reaction–diffusion model introduced in Bozzini et al.(2013)
and carry out a nonlinear bifurcation analysis with the aim to characterize the shape and the …

The process of electrodeposition can be described in terms of a reaction-diffusion partial
differential equation (PDE) system that models the dynamics of the morphology profile and …

For the spatial discretization of elliptic and parabolic partial differential equations (PDEs), we
provide a Matrix-Oriented formulation of the classical Finite Element Method, called MO …

The effects of secondary seed dispersal on the dynamics of banded vegetation are
investigated in the framework of a generalized version of one of the easiest tools for the …

Sustainability, environmental and safety concerns raised by the increasing demand of
batteries are driving research towards post-lithium technologies. Rechargeable Zn batteries …

In this paper the Turing pattern formation mechanism of a two components reaction-diffusion
system modeling the Schnakenberg chemical reaction is considered. In Ref.(Madzavamuse …

We analyze the effects of cross-diffusion on pattern formation in a PDE reaction-diffusion
system introduced in Bozzini et al. 2013 to describe metal growth in an electrodeposition …