Heat extraction from an enhanced geothermal system (EGS) is a complex coupled thermo-
hydro-mechanical process. The viability of an EGS is compromised by short-circuiting, a …

The simulation of enhanced geothermal systems (EGS) requires finding the solution to a
highly coupled nonlinear set of partial differential equations. Verification of EGS modelling …

An accurate prediction of the temperature distribution in space and time plays an important
role in many industrial applications, in particular when phase transformations are involved …

A novel temporal finite element method is presented to solve static viscoelastic problems,
which is more flexible and appropriate to describe temporal variation of displacement than …

Preservation of the maximum principle is studied for the combination of the linear finite
element method in space and the θ‐method in time for solving time‐dependent anisotropic …

We investigate the resolution of parabolic PDEs via Extreme Learning Machine (ELMs)
Neural Networks. An Artificial Neural Network (ANN) is an interconnected group of nodes …

The basic requirement of numerical methods is convergence. However, from the practical
point of view, it is generally not sufficient to construct convergent numerical methods for the …

In this article, we derive and discuss sufficient conditions for providing validity of the discrete
maximum principle for nonstationary diffusion‐reaction problems with mixed boundary …

A class of linear elliptic operators has an important qualitative property, the so-called
maximum principle. In this paper we investigate how this property can be preserved on the …

In this paper we analyze the discrete maximum principle (DMP) for a non-stationary diffusion–
reaction problem solved by means of prismatic finite elements and θ-method. We derive …