This paper presents a dynamic analysis of an anti-plane crack in functionally graded
piezoelectric semiconductors. General boundary conditions and sample geometry are …

Dynamic anti-plane fracture problem of an exponentially graded linear
magnetoelectroelastic plane with a finite impermeable crack subjected to time-harmonic SH …

In this work, the dynamic interaction between defects of different types such as cracks and
cavities in a smoothly inhomogeneous, elastic anisotropic plane subjected to incident SH …

Fracture Mechanics of Electromagnetic Materials provides a comprehensive overview of
fracture mechanics of conservative and dissipative materials, as well as a general …

The anti-plane dynamic problem of a functionally graded piezoelectric plane containing a
hole–crack system is treated by a non-hypersingular traction-based boundary integral …

We present here a Boundary Element Method implementation for anti‐plane fracture
mechanics in nonhomogeneous and anisotropic media. The results are obtained using two …

This work presents numerical solution for wave motion in a functionally graded piezoelectric
half-plane that includes contributions of incident time-harmonic SH waves, waves reflected …

The solution of second order partial differential equation, with continuous change in
coefficients by the formation of integral equation and then using radial basis function …

Considering the dielectric effects inside a crack, the problem of an electrically dielectric
crack in a functionally graded piezoelectric layer is addressed in this paper. The …

A numerical method based on boundary integral equation and radial basis function
approximation is presented for solving boundary value problems governed by a second …