The development and the application of the scaled boundary finite element method for
fracture analysis is reviewed. In this method, polygonal elements (referred to as …

Three alternative approaches, namely the extended/generalized finite element method
(XFEM/GFEM), the scaled boundary finite element method (SBFEM) and phase field …

Abstract An efficient Monte Carlo simulation (MCS) method that analyses the influences of
multivariate uncertain parameters on the response of cracked structures is proposed. The …

An informative look at the theory, computer implementation, and application of the scaled
boundary finite element method This reliable resource, complete with MATLAB, is an easy-to …

We present in this paper a combined technique of long short-term memory and hidden
Markov model to prediction problems of crack propagation in engineering. The primary …

Structural deformation prediction is important for maintaining the serviceability and safety of
civil infrastructure. However, current deep learning-based single prediction models face …

Generalized barycentric coordinates such as Wachspress and mean value coordinates have
been used in polygonal and polyhedral finite element methods. Recently, mimetic finite …

A crack propagation modelling technique combining the scaled boundary finite element
method and quadtree meshes is developed. This technique automatically satisfies the …

Flexoelectricity is a fundamental property found in all nano/micro-scale dielectric materials,
even those with centrosymmetry. It describes coupling between electric field and nonuniform …

This study presents a novel scaled boundary polygon formulation to model elasto-plastic
material responses in structures. The polygons have flexible mesh generation capabilities …