In this work, numerical estimations of a nonlinear hyperbolic bioheat equation under various
boundary conditions for medicinal treatments of tumor cells are constructed. The heating …

In the present paper, the bioheat equation under fractional derivatives is used to study the
thermal damage within the skin tissue during the thermal therapy. Basically, the analytical …

The model of coupled plasma and thermo-elastic wave were used to investigate the wave
propagation in a two-dimensional semiconducting half space by using eigenvalues …

This paper presents an analytical approach associated with Laplace transformation,
experimental temperature data, and a sequential concept over time to obtain the thermal …

In this paper, the bio-heat model with fractional derivative is established to study the
variations of temperature and the thermal damage in spherical tissues during thermal …

This paper provides a method for determining a numerical solution of the thermal damage of
living tissues using a nonlinear dual phase lag model. Due to the nonlinearity of the basic …

In this investigation, the variable thermal conductivity, which depends on a linear function of
temperature, is studied during photothermal excitation processes. The influence of the …

Purpose–The purpose of this paper is to study steady, laminar, natural convection boundary‐
layer flow over a permeable vertical cone embedded in a porous medium saturated with a …

The thermoelastic interaction in an unbounded medium with a spherical cavity is studied
using two-temperature generalized thermoelasticity theory. The medium is assumed to be …

In the present analysis, the non-local behavior during thermal lagging is studied to
accommodate the effect of the thermomass for a piezoelastic half-space due to the influence …