Paulino and Jin [Paulino, GH, and Jin, Z.-H., 2001,“Correspondence Principle in Viscoelastic
Functionally Graded Materials,” ASME J. Appl. Mech., 68, pp. 129–132], have recently …

In this paper, a crack in a viscoelastic strip of a functionally graded material (FGM) is studied
under tensile loading conditions. The extensional relaxation modulus is assumed as E …

In this paper the plane thermo-mechanical behavior of a crack in a viscoelastic functionally
graded materials (FGMs) coating with arbitrary material properties bonded to a …

By considering the influence of the mid-plane strains due to the inhomogeneous property of
FGMs across the thickness, a constitutive equation of thermoviscoelastic functionally graded …

In this paper, a thermo-viscoelastic model is developed for the crack problem in an infinite,
functionally graded half plane under a thermal shock. The moduli are assumed to be …

According to the constitutive relation of linear thermoviscoelasticity, a mathematical model of
viscoelastic FGM thin plates under thermal loads is set up with the help of Laplace …

A quasi-static analysis of an anti-plane strain crack in a radially inhomogeneous viscoelastic
material is carried out. Laplace and Mellin transform methods are used to construct explicit …

Abstract The Energy Release Rate (ERR) for the quasi-static problem of a semi-infinite
mode I crack propagating through an inhomogeneous isotropic linearly viscoelastic body is …

An analysis is presented of the quasi-static propagation of a semi-infinite mode III crack in an
inhomogeneous isotropic viscoelastic body. A shear modulus is assumed of the form G (t …

The problem of a propagating semi-infinite mode III crack in an infinite inhomogeneous
viscoelastic body is analyzed. Inertial effects are included in the equation of motion while the …