The numerical solution of a two‐dimensional thermal problem governed by a third‐order partial differential equation derived from a non‐Fourier heat flux model which may account…
Abstract
The numerical solution of a two‐dimensional thermal problem governed by a third‐order partial differential equation derived from a non‐Fourier heat flux model which may account for thermal waves and/or microscopic effects is considered. A dual‐reciprocity boundary element method is proposed for solving the problem in the Laplace transformation domain. The solution in the physical domain is recovered by a numerical inverse Laplace transformation technique.
Details
Keywords
A hypersingular boundary integral method is proposed for the numerical solution of a quasi‐static antiplane problem involving an elastic bimaterial with an imperfect interface…
Abstract
A hypersingular boundary integral method is proposed for the numerical solution of a quasi‐static antiplane problem involving an elastic bimaterial with an imperfect interface. The interface exhibits viscoelastic behaviors and is modeled as comprising linear springs and dashpots. The proposed method is applied to solve a specific test problem.