In this paper, numerical simulation for the two-dimensional flow of tangent hyperbolic fluid in
the manifestation of nanoparticles, heat source and joule heating is considered. For motivation of
problem, the role of Riga plate is investigated. Chemical reaction and Brownian motion are the
parts of the analysis. The set of PDEs of Tangent hyperbolic nanofluids with swimming germs is
converted in to couple of ODEs by employing well-known approach namely shooting scheme. The
resulting highly nonlinear and coupled ODEs are solved by using ND solve tool of Wolfram Mathematica
11. Numerical outcome of involving parameters of interest like Lewis number
,
Prandtl number
, Chemical diffusion Peclet number
, Weissenberg number
, Bioconvec-
tion Lewis number
, nonlinear radiation, Biot number
, modified Hartmann number
and
magnetic parameter
on tangent hyperbolic nanofluids velocity
temperature
concentra-
tion
and density of germs distribution are discussed in the form of graphical trend and tables.
We professed that the speed of fluid degenerated for the increasing value of power-law index
and magnetic parameter
. The Nusselt number growths for growing values of the thermophore-
sis parameter
, Biot number Bi and radiation parameter
. |
