Finite element method (FEM) is a numerical method for solving boundary value problem. The purpose of FEM is to solve partial differential equation (PDE) with specific boundary conditions. It is ...

In order to use the finite element method efficiently and accurately, a considerable amount of idealisation or pre-processing is required. Idealisation is the process of regenerating a geometric model ...

HUOYUAN DUAN, PING LIN, ROGER C. E. TAN, A FINITE ELEMENT METHOD FOR A CURLCURL-GRADDIV EIGENVALUE INTERFACE PROBLEM, SIAM Journal on Numerical Analysis, Vol. 54, No. 2 (2016), pp. 1193-1228 ...

ZHOUFENG WANG, GANG BAO, JIAQING LI, PEIJUN LI, HAIJUN WU, AN ADAPTIVE FINITE ELEMENT METHOD FOR THE DIFFRACTION GRATING PROBLEM WITH TRANSPARENT BOUNDARY CONDITION, SIAM Journal on Numerical Analysis ...

The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid ...

Keywords: EEG forward problem, finite element method, boundary element method, hybrid BE-FE method, MRI-based realistic head model Citation: Dayarian N and Khadem A (2024) A hybrid boundary ...

1D-Finite-Element-Method Various programs are developed for Finite Element Analysis. These programs can also be used for solving basic industry and academic problems. Programs included are - ...

The continuous Galerkin finite element method (CG-FEM) has become one of the dominant approaches for solving the forward problem over the last decades. Recently, a discontinuous Galerkin FEM (DG-FEM) ...