The shear viscosity of organic liquids is very important for industrial applications. This paper
focuses on the blind prediction of concentration-viscosity dependencies for organic mixtures …

In this work, we introduce and analyze a new stabilized finite element scheme for the Stokes–
Temperature coupled problem. This new scheme allows equal order of interpolation to …

In this brief note, we extend the initial investigation proposed in John et al.(2016) to study the
Stokes equations with variable viscosity considering a stabilized finite element scheme …

This paper presents a method for modelling the permeability of fluid at the interface formed
between flat parallel plates and the sharp-edged ridges of a metal gasket. This work was …

Flow resistance is one of the most important operating characteristics of a dust collector. In
this study, the Kozeny-Carman equation was used to establish a mathematical model for …

This work presents a robust stabilized finite element solution for the Darcy-Brinkman-
Forchheimer model, addressing transient incompressible flow within a porous medium. The …

Abstract For the Stokes–Darcy coupled problem, which models a fluid that flows from a free
medium into a porous medium, we introduce and analyze an adaptive stabilized finite …

This paper is devoted to the participation in the 12th Industrial Fluid Properties Simulation
Challenge. During this Challenge, we use the atomistic modeling methods for the blind …

We propose and analyze an augmented mixed formulation for the time-dependent Brinkman–
Forchheimer equations written in terms of vorticity, velocity and pressure. The weak …