We consider a control volume discretization with a multi-point flux approximation to model
Discrete Fracture–Matrix systems for anisotropic and fractured porous media in two and …

Based on the finite-discrete element method (FDEM), this paper proposes a continuous-
discrete mixed seepage model that considers the fluid exchange and the pore pressure …

A discrete fracture model on the basis of a cell-centered finite volume scheme with multi-
point flux approximation (MPFA) is presented. The fractures are included in a d-dimensional …

A cell-centered control-volume distributed multi-point flux approximation (CVD-MPFA) finite-
volume formulation is presented for discrete fracture-matrix simulations. The grid is aligned …

We present a possible framework for the numerical simulation of flow in fractured porous
media that couples mimetic finite differences for the porous matrix with a finite volume …

Aiming at accuracy and computational efficiency, integrating discrete fracture and dual
porosity-dual permeability models is a viable alternative to simulate flow in naturally …

This article is concerned with the numerical discretization of a model for incompressible two-
phase flow in a porous medium with fractures. The model is a discrete fracture model in …

Numerical models for flow and transport in porous media are valid for a particular set of
processes, scales, levels of simplification and abstraction, grids etc. The coupling of two or …

A novel cell-centred control-volume distributed multi-point flux approximation (CVD-MPFA)
finite-volume formulation is presented for discrete fracture–matrix simulations on …

The demands of computational resources of a simulator and the necessary efforts in defining
boundary and initial conditions increase with the physical complexity of a model. Thus, a …