Space–time discontinuous Galerkin approximation of acoustic waves with point singularities
We develop a convergence theory of space–time discretizations for the linear, second-order
wave equation in polygonal domains, possibly occupied by piecewise homogeneous media …
wave equation in polygonal domains, possibly occupied by piecewise homogeneous media …
Space-time boundary element methods for the heat equation
In this chapter, we describe a space-time boundary element method for the numerical
solution of the time-dependent heat equation. As model problem, we consider the initial …
solution of the time-dependent heat equation. As model problem, we consider the initial …
[HTML][HTML] Semi-analytic integration for a parallel space-time boundary element method modelling the heat equation
The presented paper concentrates on the boundary element method (BEM) for the heat
equation in three spatial dimensions. In particular, we deal with tensor product space-time …
equation in three spatial dimensions. In particular, we deal with tensor product space-time …
Nyström method for BEM of the heat equation with moving boundaries
J Tausch - Advances in Computational Mathematics, 2019 - Springer
A direct boundary integral equation method for the heat equation based on Nyström
discretization is proposed and analyzed. For problems with moving geometries, a weakly …
discretization is proposed and analyzed. For problems with moving geometries, a weakly …
The Boundary Element Method for Parabolic Equation and Its Implementation in BEM++
S Wang - 2020 - scholar.smu.edu
The goal of this work is to develop a fast method for solving Galerkin discretizations of
boundary integral formulations of the heat equation. The main contribution of this work is to …
boundary integral formulations of the heat equation. The main contribution of this work is to …
[PDF][PDF] Technische Universitat Graz
In this note we describe a space-time boundary element method for the numerical solution of
the time-dependent heat equation. As model problem we consider the initial Dirichlet …
the time-dependent heat equation. As model problem we consider the initial Dirichlet …