
Multiscale and Multidisciplinary Modeling Experiments and Design, Journal Year: 2024, Volume and Issue: 8(1)
Published: Nov. 9, 2024
Abstract
In
this
study,
we
examine
the
nature
of
magnetohydrodynamic
(MHD)
Casson
flow
fluid
across
a
stretched
surface
in
porous
material.
It
studies
how
behaviour
fluids
is
affected
by
number
variables,
including
thermal
radiation,
chemical
processes,
Joule
heating,
and
viscosity
dissipation.
The
Keller
box
strategy,
based
on
finite
difference
method
(FDM),
used
to
tackle
complex
numerical
problem.
Graphical
representations
are
show
effects
different
system
parts.
Comprehensive
tables
displaying
transfer
mass,
heat,
drag
rates
given
for
your
convenience.
study
focuses
particle
motion
transforms
kinetic
energy
into
heat.
Increased
Brownian
leads
higher
temperature
profile
reduced
concentration
profile.
Thicker
profiles
created
increased
Lewis
(
$$Le$$
Language: Английский