In order to make the field development decision making and planning process tractable, the
decision-makers usually need a few representative models (for example, P10, P50, P90 …

We discuss a numerical modeling to approximate a two-phase flow in a heterogeneous
porous media taking into account effects of dynamic capillary pressure. The governing …

To investigate the two-phase seepage–stress coupling process in fractured porous medium,
this study extends the cohesive element-based numerical manifold method (Co-NMM) by …

We construct a new class of locally conservative numerical methods for two-phase
immiscible flow in heterogeneous poroelastic media. Within the framework of the so-called …

A new computational model is developed to solve three phase immiscible compressible flow
in strongly heterogeneous poroelastic media. Within the context of the iterative coupled …

In this paper, we develop a new Godunov‐type semi‐discrete central scheme for a scalar
conservation law on the basis of a generalization of the Kurganov and Tadmor scheme …

We study the application of a stabilized continuous Galerkin finite element method (CGFEM)
in the simulation of multiphase flow in poroelastic subsurfaces. The system involves a …

Numerical modeling of immiscible two‐phase flow in deformable porous media has become
increasingly significant due to its applications in oil reservoir engineering, geotechnical …

In many situations, uncertainty about the mechanical properties of surrounding soils due to
the lack of data and spatial variations requires tools that involve the study of parameters by …

We are concerned with stochastic methods for predictive simulations of flows in the
subsurface that can incorporate dynamical data (such as pressure data and production …