Due to the shortcomings of power law distributions in the heat transfer laws of fractional
calculus, some other forms of derivatives with few other kernel functions have been …

This problem deals with the determination of thermo-elastic interaction due to step input of
temperature on the boundaries of a functionally graded orthotropic hollow sphere in the …

In this paper, a new theory of two-temperature generalized thermoelasticity is constructed in
the context of a new consideration of heat conduction with fractional orders. The two …

The thermoelastic interaction for the three-phase-lag (TPL) heat equation in an isotropic
infinite elastic body with a spherical cavity is studied by two-temperature generalized …

A novel modification for Green and Naghdi thermoelasticity model of type III is proposed in
this article. This model is joined to other ones to treat a thermoelastic wave propagation …

This problem deals with the thermo-visco-elastic interaction due to step input of temperature
on the stress free boundaries of a homogeneous visco-elastic isotropic spherical shell in the …

The present paper aims at studying the thermo-visco-elastic interaction in a homogeneous,
infinite Kelvin-Voigt-type viscoelastic, thermally conducting medium due to the presence of …

In this investigation, the problem of elasto-thermo-diffusion interaction insider a spherical
shell is concerned in the context of the mechanism of two temperature generalized …

The theory of thermal stresses based on the heat conduction equation with the Caputo time-
fractional derivative of order 0< α≤ 2 is used to investigate axisymmetic thermal stresses in …

This paper deals with the problem of magneto-thermoelastic interactions in a functionally
graded isotropic, unbounded, rotating medium due to a periodically varying heat source in …