The classical model of the Fourier's law is known as the most common constitutive relation
for thermal transport in various engineering materials. Although the Fourier's law has been …

In this paper, electrohydrodynamics (EHD) deformation of a droplet in a highly confined
domain is studied by using the incompressible smoothed particle hydrodynamics method …

Non-linear Pennes' bioheat equation including the thermal wave model of bioheat transfer
as well as the dual-phase-lag model has been discretized using a mesh-free Smoothed …

This article proposes a time fractional dual-phase-lagging (DPL) heat conduction model in a
double-layered nanoscale thin film with the temperature-jump boundary condition and a …

Nanoscale heat transfer cannot be described by the classical Fourier law due to the very
small dimension, and therefore, analyzing heat transfer in nanoscale is of crucial importance …

This paper theoretically investigates the thermal behavior in a living biological tissue under
various coordinate systems and different non-Fourier boundary conditions with the dual …

The variation of physical properties across the interface and the inaccuracy of spatial
derivative on discontinuity contribute to the numerical instability in multiphase flow with large …

In this paper, the dynamics of a 2D double emulsion under the combined effects of the
electric field and shear flow are studied by using an incompressible smoothed particle …

This article proposes a new nanoscale heat transfer model based on the Caputo type
fractional dual-phase-lagging (DPL) heat conduction equation with the temperature-jump …

The non-Fourier dual-phase-lag heat model has been solved as a well-known accurate
bioheat model to compute the temperature distribution in a three-dimensional multilayered …