The article concerned with a flexible duct scattering problem arising in structural acoustics.The structure is particularly used as a component in a hybrid silencer for heating ventilation and air-con
Poroelasticity models the processes of coupled deformable porous media flow which is essential in many applications.In this talk,we consider the discretizations for the Biots model using lowest order
Minisymposiums code "ycGz6P": In modern numerical simulation of problems in energy resources and environmental science,it is very important to develop efficient numerical methods for convection-diffus
We introduce an adaptively weighted Galerkin approach for elliptic problems where diffusion is dominated by strong convection or reaction terms.In such problems,standard Galerkin approximations can ha
In this work,we consider hp-version discontinuous Galerkin finite element method(DGFEM)for the numerical approximation of partial differential equation with nonnegative characteristic form on general
In this talk,we present the TriGA software framework which generalizes the isogeometric design-through-analysis methodology to unstructured triangular and tetrahedral discretizations.
The present paper is dedicated to numerical solution of Plateaus problem of minimal surface using non-variational finite element method.An efficient algorithm is proposed for the computation of minima
Approach for solving poroelasticity equations for thin porous media is considered.The particular application is filtration,flat and pleated porous media are considered.Reduction of the 3D poroelastici
Extra-vascular transport of solute macromolecular nutrients and trans-vascular exchange between blood vessel and tumor interstitium inside a tumor(in vitro)are addressed.