Domain Decomposition Method using Integral Equations for Studying Antenna Sitting on Large Platforms

In this work, two parallel algorithms belonging to the family of Domain Decomposition Meth- ods (DDMs) are developed to tackle the computational complexity of dynamic simulations

Keywords: Flow and transport in porous media, mixed finite element method, domain decomposition in space, global-in-time domain decomposition, conforming and nonconforming time

[CMN09a] Chkadua, O., Mikhailov, S.E., and Natroshvili, D.: Analysis of direct boundary- domain integral equations for a mixed BVP with variable coefficent, I: Equivalence

The parallel finite-element solution of large-scale time-harmonic scattering problems is addressed with a non-overlapping domain decomposition method (DDM).. It is well known that

This paper deals with a non-overlapping domain decomposition method (DDM) for solving the continuous- pressure mixed finite element formulations of the Stokes equations.. The

In this paper, a Dirichlet-Neumann substructuring domain decomposition method is pre- sented for a finite element approximation to the nonlinear Navier-Stokes equations.. It is

Numerical experiments showed that these optimized transmission conditions lead to domain decomposition methods for the second order time-harmonic Maxwell equations that scale well

In this section, we illustrate the numerical results obtained using the Dirichlet-Neumann and Schwarz domain decomposition method combined with boundary element method for