Bioconvection flow of magnetized Carreau nanofluid under the influence of slip over a wedge with motile microorganisms
This article addresses the time-dependent flow of magnetized rheological Carreau
nanoliquid conveying microorganisms over a moving wedge with velocity slip and thermal …
nanoliquid conveying microorganisms over a moving wedge with velocity slip and thermal …
Study of Arrhenius activation energy on the thermo-bioconvection nanofluid flow over a Riga plate
This article deals with a study of Arrhenius activation energy on thermo-bioconvection
nanofluid propagates through a Riga plate. The Riga plate is filled with nanofluid and …
nanofluid propagates through a Riga plate. The Riga plate is filled with nanofluid and …
An eigenvalues approach for a two-dimensional porous medium based upon weak, normal and strong thermal conductivities
This work is devoted to the investigation of a two-dimensional porous material under weak,
strong and normal conductivity, using the eigenvalues method. By using Laplace–Fourier …
strong and normal conductivity, using the eigenvalues method. By using Laplace–Fourier …
A third-order nonlinear Schrödinger equation: the exact solutions, group-invariant solutions and conservation laws
In this study, we consider the third order nonlinear Schrödinger equation (TONSE) that
models the wave pulse transmission in a time period less than one-trillionth of a second …
models the wave pulse transmission in a time period less than one-trillionth of a second …
The effect of fractional time derivative of bioheat model in skin tissue induced to laser irradiation
This work uses the “fractional order bio-heat model”(Fob) model of heat conduction to offer a
new interpretation to study the thermal damages in a skin tissue caused by laser irradiation …
new interpretation to study the thermal damages in a skin tissue caused by laser irradiation …
A domain of influence in the Moore–Gibson–Thompson theory of dipolar bodies
We establish a domain of influence theorem for the mixed initial-boundary value problem in
the context of the Moore–Gibson–Thompson theory of thermoelasticity for dipolar bodies …
the context of the Moore–Gibson–Thompson theory of thermoelasticity for dipolar bodies …
New analytical method based on dynamic response of planar mechanical elastic systems
An important stage in an analysis of a multibody system (MBS) with elastic elements by the
finite element method is the assembly of the equations of motion for the whole system. This …
finite element method is the assembly of the equations of motion for the whole system. This …
Leveraging elasticity to uncover the role of rabinowitsch suspension through a wavelike conduit: Consolidated blood suspension application
The present work presents a mathematical investigation of a Rabinowitsch suspension fluid
through elastic walls with heat transfer under the effect of electroosmotic forces (EOFs). The …
through elastic walls with heat transfer under the effect of electroosmotic forces (EOFs). The …
On the partition of energies for the backward in time problem of thermoelastic materials with a dipolar structure
We first formulate the mixed backward in time problem in the context of thermoelasticity for
dipolar materials. To prove the consistency of this mixed problem, our first main result is …
dipolar materials. To prove the consistency of this mixed problem, our first main result is …
Thermal analysis of peristaltic flow of nanosized particles within a curved channel with second-order partial slip and porous medium
In a thermo-dynamical system, maximum transfer of energy takes the center of attention.
Industrial advancement in recent years augmented the need for efficient heat transfer and …
Industrial advancement in recent years augmented the need for efficient heat transfer and …