Climate change resulting from human-induced CO 2 emissions is a critical global issue. To
address its severe consequences, it is essential to reduce CO 2 emissions and establish …

A new approach for the linearization of governing equations that describe flow and transport
in porous media is proposed in this work. It is based on an approximate representation of the …

Numerical simulation is one of the most important tools required for financial and operational
management of geothermal reservoirs. The modern geothermal industry is challenged to run …

In the previous article Abushaikha et al.(2017)[1], we presented a fully-implicit mixed hybrid
finite element (MHFE) method for general-purpose compositional reservoir simulation. The …

The nonlinear nature of flow and transport in porous media requires a linearization of the
governing numerical-model equations. We propose a new linearization approach and apply …

The relative permeability of porous and fractured media is an important concept for various
technological applications including hydrocarbon recovery, CO 2 sequestration, hydrogen …

We present a new fully-implicit, mixed-hybrid, finite-element (MHFE) discretization scheme
for general-purpose compositional reservoir simulation. The locally conservative scheme …

Depleted gas reservoirs are attractive sites for Carbon Capture and Storage (CCS) due to
their huge storage capacities, proven seal integrity, existing infrastructure and subsurface …

We present a multi-level discrete fracture model (MLDFM) to guarantee a robust and efficient
solution for naturally fractured reservoir simulation. In MLDFM, we apply a triple continuum …

With the rapid depletion of conventional oil resource, economical and efficient exploitation of
heavy oil reservoirs is one of the most effective ways to meet future energy demand. This …