arxiv:1601.01623v1 [math.GM] 30 Dec 2015 Page 1 arxiv:1601.01623v1 [math.GM] 30 Dec
2015 A NEW FRACTIONAL DERIVATIVE WITHOUT SINGULAR KERNEL: APPLICATION TO …

In the present article, a comprehensive review of relevant literature is presented to highlight
the role of fractional calculus in the field of thermoelasticity. This review is devoted to the …

In this manuscript, the generalized micropolar theory of thermoelasticity is modified using
fractional calculus. The revised equations are used to solve a problem for a half-space …

The main objective of the current study is to investigate the fractional ordered thermoelastic
stress analysis of a thin circular plate under axi-symmetric heat supply. Initially, the plate is …

Two-dimensional axisymmetric problems are considered within the context of the fractional
order thermoelasticity theory. The general solution is obtained in the Laplace transform …

Considering the thermal contact resistance and elastic wave impedance at the interface, in
this paper we theoretically investigate the thermo-hydro-mechanical (THM) coupling …

In this manuscript, the generalized thermoporoelasticity theory is modified by using fractional
derivatives. The revised equation is used to study mathematical model for two-dimensional …

In this article, the generalized thermoelastic theory with fractional derivative is presented to
estimate the variation of temperature, the components of stress, the components of …

The present paper is aimed to studying the two-dimensional generalised magneto-thermo-
viscoelasticity problem for a spherical cavity with one relaxation time using fractional …

∫ ∫ Page 1 Yang, X.-J., et al.: A New Fractional Derivative without Singular … THERMAL
SCIENCE, Year 2016, Vol. 20, No. 2, pp. 753-756 753 A NEW FRACTIONAL DERIVATIVE …