Case Studies in Thermal Engineering,
Journal Year:
2024,
Volume and Issue:
60, P. 104694 - 104694
Published: June 24, 2024
The
Casson
fluid
flow
over
a
stretching
sheet
is
studied
in
this
work
the
presence
of
porous
media
with
melting
heat
transfer
and
chemical
reaction,
combining
nanoparticles
base
sodium
alginate
().
medium
Darcy
Forchheimer
effect
included
momentum
equation.
Through
effects
melting,
process
described.
In
order
to
explore
features
transmission
absenteeism
LTECs
(local
thermal
equilibrium
conditions),
current
study
employs
mathematical
model
that
has
been
simplified.
For
both
solid
liquid
phases,
LTNE
yields
two
different
fundamental
gradients.
This
proposed
compares
YOM
(Yamada-Ota
model)
XM
(Xue
model),
well-known
trihybrid
nanofluid
models,
terms
performance.
After
applying
proper
transformations,
modulated
non-linear
PDEs
(partial
differential
equations)
are
simplified
ODEs
(ordinary
bvp4c
method
used
solve
them
numerically.
A
graphic
discussion
relevant
factors'
significance
on
pertinent
fields
presented.
It
observed
ternary
hybrid
temperature
velocity
distributions
predominate
at
higher
parameter.
phase's
transport
rate
rises
an
upsurge
interphase
Case Studies in Thermal Engineering,
Journal Year:
2024,
Volume and Issue:
59, P. 104546 - 104546
Published: May 18, 2024
The
physical
phenomena
of
Darcy-Forchheimer
flow
trihybrid
nanofluid
over
a
Riga
plate
with
the
influence
electrophoresis
and
thermophoresis
on
particle
deposition
non-uniform
heat
generation
in
porous
medium
is
discussed
this
article.
In
Marangoni
convective
flow,
study
examined
impact
rate
at
which
aerosol
particles
deposited
across
plate.
One
most
basic
processes
for
moving
tiny
temperature
gradient
known
as
deposition,
it
significant
to
both
aero-solution
electrical
engineering.
Trihybrid
containing
Cobalt
iron
oxide
Manganese
Zinc
Molybdenum
disulfides
(
nanoparticles,
based
fluid
water
used.
For
case
Xue
Yamada-Ota
models
have
been
expanded.
objective
envisaged
model
compare
performance
two
renowned
ternary
hybrid
namely
Yamada–Ota.
required
similarity
transformations
are
used
translate
set
governing
equations
into
collection
ODEs.
homotopy
analysis
method
(HAM)
analytically
solve
these
simplified
equations.
embedded
non-dimensional
parameters,
graphic
exploration
velocity,
concentration
thermal
fields
made.
study's
primary
outcomes
that
convection
parameter
increased,
velocity
profile
improved
distributions
lowered.
decreases
increasing
electrophoretic
parameter,
however
opposite
behavior
seen
parameter.
