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Significant involvement of double diffusion theories on viscoelastic fluid comprising variable thermophysical properties
(MDPI AG, 2021)
This report examines the heat and mass transfer in three-dimensional second grade non-Newtonian fluid in the presence of a variable magnetic field. Heat transfer is presented with the involvement of thermal relaxation time ...
Inclusion of hybrid nanoparticles in hyperbolic tangent material to explore thermal transportation via finite element approach engaging Cattaneo-Christov heat flux
(Public Library of Science, 2021)
This report is prepared to examine the heat transport in stagnation point mixed convective hyperbolic tangent material flow past over a linear heated stretching sheet in the presence of magnetic dipole. Phenomenon of thermal ...
Finite element simulations of hybrid nano-Carreau Yasuda fluid with hall and ion slip forces over rotating heated porous cone
(Nature Research, 2021)
Involvement of hybrid nanoparticles a vital role to improve the efficiency of thermal systems. This report covers the utilization of different nanoparticles mixed in Carreau Yasuda material for the improvement of thermal ...
Numerical exploration of thermal and mass transportation by utilising non-Fourier double diffusion theories for Casson model under Hall and ion slip effects
(Springer, 2021)
Non-Newtonian materials have attracted the attention of scientists and engineers due to their many applications in the current era. This endeavour is conducted to utilise the generalised Ohm law with thermal and mass ...
Approximate solution of Fornberg-Whitham equation by madified homotopy perturbation method under non-singular fractional derivative
(World Scientific, 2021)
The basic idea of this paper is to investigate the approximate solution to a well-known Fornberg-Whitham equation of arbitrary order. We consider the stated problem under ABC fractional order derivative. The proposed ...
Utilization of Chebyshev collocation approach for differential, differential-difference and integro-differential equations
(Taylor and Francis Ltd., 2021)
Numerical solutions to differential and integral equations have been a very active field of research. The necessary tools to solve differential equations can add much fuel for acceleration of scientific development. ...
Time fractional model of electro-osmotic Brinkman-type nanofluid with heat generation and chemical reaction effects: application in cleansing of contaminated water
(Nature Research, 2021)
Drilling fluids execute a dominant role in the extraction of oil and gas from the land and rocks. To enhance the efficiency of drilling fluid, clay nanoparticulate has been utilized. The inclusion of clay nanomaterial to ...
Parametric estimation of gyrotactic microorganism hybrid nanofluid flow between the conical gap of spinning disk-cone apparatus
(Nature Research, 2022)
The silver, magnesium oxide and gyrotactic microorganism-based hybrid nanofluid flow inside the conical space between disc and cone is addressed in the perspective of thermal energy stabilization. Different cases have been ...
Induced magnetic field and viscous dissipation on flows of two immiscible fluids in a rectangular channel
(Nature Research, 2022)
The unsteady, magneto-hydrodynamic generalized Couette flows of two immiscible fluids in a rectangular channel with isothermal walls under the influence of an inclined magnetic field and an axial electric field have been ...
On existence and stability results for pantograph fractional boundary value problems
(World Scientific, 2022)
In this paper, we investigated some essential provisions for the existence and stability of the solution to integral boundary value problems with proportional delay of fractional order Atangana-Baleanu-Caputo (ABC) derivative. ...