This paper presents the in-plane asymptotic displacement and stress fields for blunt V-
notched components based on Kolosov–Muskhelishvili's approach. In the first part, the …

The paper presents an extended and advanced boundary integral equation method (BIEM)
for simulating the elastic wave excitation and propagation in a layered piezoelectric …

Existing interfacial cracks in two joined dissimilar materials play a crucial role in determining
the stress concentration and its further propagation, which severely affects the interfacial …

The present study analysed the characteristics of a moving Griffith crack in a self-reinforced
strip of finite thickness and infinite extent with the moving parallel punches of constant load …

A new mathematical model is developed for the analytical study of two cracks in the upper
plane of dissimilar materials under various mechanical loadings, ie, shear, normal, tearing …

New formulations are produced for problems associated with multiple cracks in the upper
part of thermoelectric-bonded materials subjected to remote stress using hypersingular …

为了提高边界元法在求解稳态热问题时的计算精度, 通过使用一种新型单元插值方法(称为扩展
单元插值法), 实现对稳态传热问题的求解. 扩展单元是在传统不连续单元的边界配置虚拟节点 …

Cracks in engineered pipelines often appear in the form of multiple cracks or crack clusters
with interactions between them. It is important to study the interaction between cracks if the …

This paper presents the full analysis of near-interface cracks in three-dimensional linear
elastic multimaterial bodies by a weakly singular boundary integral equation method (BIEM) …

The new hypersingular integral equations (HSIEs) for the multiple cracks problems in both
upper and lower parts of the bonded dissimilar materials are formulated using the modified …