The element‐free Galerkin (EFG) methods represent a significant progression in numerical analysis, harnessing meshless techniques to overcome challenges associated with conventional meshing. By ...

Discontinuous Galerkin methods represent a powerful and flexible class of finite element techniques that have gained prominence in the simulation of wave propagation phenomena governed by the ...

An hp- and memory-adaptive discontinuous Galerkin time-domain algorithm is presented to efficiently model wave propagation in poroelastic media, with the incorporation of 3-D fully anisotropic ...

The discontinuous Galerkin (DG)-based domain decomposition method has been proposed for analyzing complex electromagnetic scattering problems. For targets involving material regions, the electric (J) ...

Fluid simulation codes of atmosphere using discontinuous Galerkin finite element method. This project also provides a nonhydrostatic atmospheric model, SCALE-DG. C++ implementation of Polygonal ...

This paper aims to present Galerkin Least-Squares approximations for flows of Bingham plastic fluids. These fluids are modeled using the Generalized Newtonian Liquid (GNL) constitutive equation. Their ...

A total of 80 UC Davis student-athletes who competed in spring sports across the Big West were honored for their work in competition and in the classroom, as members of ...

In this paper, the smoothed finite element method, incorporated with the level set method, is employed to carry out the topology optimization of continuum structures. The structural compliance is ...

python hpc spectral fourier turbulence fenics mobius galerkin laguerre chebyshev legendre spectral-methods spherical-coordinates cylindrical-coordinates hermite curvilinear-coordinates ...