In this paper, a new coupled meshless method for 2D transient elastodynamic problems
involving dynamic crack propagation is developed. The method is based on an efficient …

The traditional finite element method (FEM) often requires a large number of refined meshes
to analyze the mechanical behavior of geometric discontinuities, its computational efficiency …

The scaled boundary finite element method is extended to model fracture in functionally
graded materials (FGM) under coupled thermo-mechanical loads. The governing equations …

In this work, a novel adaptive algorithm integrated into a dynamic phase-field method is
developed to model the fracture of orthotropic materials under thermoelastic loading. The …

A numerical study of thermal-mechanical crack growth in orthotropic composite materials by
the recently developed extended nodal gradient finite element method is presented. The …

To model fracture in functionally graded materials (FGMs), the scaled boundary finite
element method (SBFEM) is extended to examine the effects of fully coupled transient …

Dynamic crack propagation in anisotropic cracked solids exposed to a generalized thermal
shock within the framework of XFEM is investigated in this paper. The generalized theories …

This paper discusses the thermal fracture analysis of anisotropic materials under thermal
shock based on the classic theory of thermoelasticity in the framework of the Extended Finite …

This article addresses a study about the dynamic crack propagation in Variable Stiffness
Composite Laminates (VSCLs) under non-classic thermal shock considering Lord …

In this paper, the eXtended finite element method (XFEM) is used to study a cracked
orthotropic medium under a non-classic thermal shock considering the Green-Naghdi (GN) …