Numerical Heat Transfer Part A Applications,
Journal Year:
2024,
Volume and Issue:
unknown, P. 1 - 26
Published: April 4, 2024
As
part
of
this
study,
we
used
three-dimensional
numerical
simulations
to
look
into
mixed
thermal
convection
in
a
nanofluid
that
flows
partially
heated
cylindrical
channel
without
being
able
be
compressed.
Our
study
specifically
focused
on
two
distinct
configurations:
the
investigation
laminar
regime
using
hybrid
under
both
porous
and
nonporous
conditions.
The
adds
scientific
understanding
heat
transfer
processes
complex
fluid–solid
systems
contributes
ongoing
advancement
knowledge
fields
engineering
research.
This
research
involved
investigations
varying
nanoparticle
volume
fractions
(0%–4%),
Reynolds
numbers
within
range
200–800,
Richardson
between
1
2,
fixed
Darcy
number
Da=10−8.
analytical
methodology
thorough
assessment
temperature,
velocity,
distributions
nanofluid.
did
showed
adding
nanoparticles
made
base
fluid's
effective
conductivity
much
better.
rate
go
up.
Specifically,
Al2O3-CuO-water
displayed
noteworthy
improvement.
Furthermore,
incorporation
matrix
substantially
enhanced
overall
efficiency
process.
Scientific African,
Journal Year:
2024,
Volume and Issue:
unknown, P. e02107 - e02107
Published: Jan. 1, 2024
The
current
article
aims
to
analytically
solve
the
conformable
space-time
fractional
Fokas
(CSTFF)
equation
in
(4+1)
dimensions.
new
sub-equation
method
is
applied
achieve
this
purpose.
First,
wave
transformation
reduces
an
integer-order
ordinary
differential
(ODE).
After
homogeneous
balance
of
ODE
terms,
a
set
algebraic
equations
considered.
Five
cases
solutions
group
are
obtained
with
aid
Maple
tool.
Studying
five
cases,
we
get
twelve
families
for
every
case.
results
confirm
that
efficient
analyzing
various
nonlinear
time-fractional
partial
equations.
Particulate Science And Technology,
Journal Year:
2024,
Volume and Issue:
unknown, P. 1 - 11
Published: Nov. 28, 2024
Eyring–Prandtl
nanofluid
is
used
in
several
areas
for
the
purpose
of
flow
control,
improvement
stability,
enhancement
heat
transfer,
and
many
others.
Motivated
by
these
uses,
this
work
aims
to
investigate
transmission
two-dimensional
across
a
moving
plate
under
influence
Stefan
blowing
effects
Darcy-porous
medium.
The
new
aspect
problem
arises
due
having
nonlinear
velocity
as
well
inclusion
consideration
nanofluid.
This
creates
boundary
layer
over
plate.
Similarity
transformations
are
employed
obtaining
self-similar
structure
leading
equations.
Self-similar
solutions
found
specific
power
law
Numerical
technique
adopted
finding
A
thorough
discussion
demonstration
fluid
material
parameters,
medium
permeability,
Prandtl
number,
Lewis
other
parameters
on
temperature,
concentration,
made.
possible
physical
explanations
provided
systematically.
permeability
porous
determines
how
flowing
It
restricts
but
temperature
concentration
enhanced.
However,
parameter
has
shown
reverse
concentration.
study
indicates
that
two
involved
momentum
equation
have
opposite
velocity.
basic
essence
find
developed
heat,
mass
transfer
influenced
Numerical Heat Transfer Part A Applications,
Journal Year:
2023,
Volume and Issue:
unknown, P. 1 - 29
Published: Dec. 22, 2023
This
articles
focus
the
dynamics
of
fluid
conveying
ternary
solid
particles,
nano-layer,
and
magnetic
field
effects
subject
to
porous
disks.
The
magnetized
nanoparticles
induced
by
Ferro
nano-layer
are
considered
due
their
unusual
characteristics
like
extraordinary
thermal
conductivity,
which
significant
in
advanced
nanotechnology,
heat
exchangers,
material
sciences,
electronics.
To
avoid
possible
sedimentation
tiny
motile
microorganisms
also
elaborated
problem.
main
objective
this
comprehensive
study
is
enhancement
transportation.
In
study,
we
investigate
physical
entropy
generation,
particularly
emphasizing
viscous
dissipation
related
joule
heating
effects.
mass
transfer
equation
was
employed
monitor
chemical
interaction
with
diverse
nanoparticles.
results
comparative
numerical
validation
agree
well.
approach
stable
accurate
boundary
value
problem
fourth
order
code
(bvp4c)
applied
solve
nonlinear
system
ordinary
differential
equations.
Many
useful
engineering
summarized
here,
including
skin
friction
coefficient
(Cf),
Nusselt
number
(Nu),
Sherwood
(Sh),
(Nn).
For
both
disks,
several
non-dimensional
parameter
depicted
graphically
tabulated.
show
that
increasing
nanolayer
particles
slows
rate
temperature
profile
associated
expansion
ratio,
Reynolds
number,
number.
Moreover,
values
density
ratio
an
increase
flow
Increasing
diffusivity
parameters
difference
enhances
generation.
Numerical Heat Transfer Part A Applications,
Journal Year:
2024,
Volume and Issue:
unknown, P. 1 - 26
Published: April 4, 2024
As
part
of
this
study,
we
used
three-dimensional
numerical
simulations
to
look
into
mixed
thermal
convection
in
a
nanofluid
that
flows
partially
heated
cylindrical
channel
without
being
able
be
compressed.
Our
study
specifically
focused
on
two
distinct
configurations:
the
investigation
laminar
regime
using
hybrid
under
both
porous
and
nonporous
conditions.
The
adds
scientific
understanding
heat
transfer
processes
complex
fluid–solid
systems
contributes
ongoing
advancement
knowledge
fields
engineering
research.
This
research
involved
investigations
varying
nanoparticle
volume
fractions
(0%–4%),
Reynolds
numbers
within
range
200–800,
Richardson
between
1
2,
fixed
Darcy
number
Da=10−8.
analytical
methodology
thorough
assessment
temperature,
velocity,
distributions
nanofluid.
did
showed
adding
nanoparticles
made
base
fluid's
effective
conductivity
much
better.
rate
go
up.
Specifically,
Al2O3-CuO-water
displayed
noteworthy
improvement.
Furthermore,
incorporation
matrix
substantially
enhanced
overall
efficiency
process.