We develop a technique based on a polynomial chaos expansion for solving Darcy equation in stochastic porous media.For the input hydraulic conductivity random field we use Karhunen-Loeve expansion.To
I will talk about existence and regularity of compressible viscous Navier-Stokes flows on polygonal domains.Also we introduce an interior layer which is a streamline emanating from a grazing vertex.Th
This talk presents a Cartesian grid-based boundary integral method for a singularly perturbed reaction-diffusion system on complex domains,which arises from computer modelling of electrical dynamics i
We study the limiting distribution of the random part of the homogenization error of elliptic equations with highly oscillatory periodic diffusion coefficients and highly oscillatory random potentials
This minisymposium presents control on multi-agent system(MAS)capabilities in engineering applications.It describes essential concepts of multi-agent systems that are related to the control systems an
If an annular baffle is attached to the outer cylinder wall in the annular region of a circular cylinder,filled with an ideal liquid,at some depth,the natural frequencies in the cylinder undergo a dra
We study traveling wave solutions for Euler systems with relaxation linked to many objectives in mind ranging from mathematical theory to numerics with applications.We developed a cheap unsplitting fi
Flows in helical channels have applications ranging from spiral separators used in the mineral processing industry,to spiral microchannels used in lab-on-a-chip technology to separate different types
The present study focuses on analyzing the stability property and temporal accuracy of two semi-implicit projection methods such that iterative and fully decoupled methods for solving the time-depende
We consider the assembly of hierarchical high order Hdiv basis functions for triangular or tetrahedral meshes,which are used for dual(velocity)approximations on mixed finite element formulations.Compa