Advances in chemical and materials engineering book series,
Journal Year:
2024,
Volume and Issue:
unknown, P. 161 - 190
Published: Oct. 25, 2024
This
chapter
introduces
a
thermal
and
flow
analysis
of
an
unsteady
compressible
nanofluid
heat
transfer
utilizing
founded
on
the
Brinkmann
model
in
presence
varying
magnetic
field.
An
analytical
approach
is
used
to
solve
problem's
nonlinear
differential
equations.
Nanofluid
viscosity
effective
conductivity
are
calculated
using
correlation.
Nusselt
number
skin
friction
coefficient
provided.
Impacts
active
parameters
such
as
Hartmann
number,
pressure
source
parameter
discussed.
The
results
for
temperature
distribution
velocity
profile,
presented
employing
Galerkin
technique.
Journal of Applied Physics,
Journal Year:
2025,
Volume and Issue:
137(3)
Published: Jan. 21, 2025
Hybrid
nanofluids
are
recognized
as
advanced
due
to
their
superior
thermal
properties
and
the
potential
advantages
they
offer
in
boosting
efficiency
of
machines.
Keeping
hybrid
nanofluids,
this
study
aims
discuss
numerical
solution
for
micro-rotating
tangent
nanofluid
induced
by
a
porous
stretchable
sheet.
The
physcial
model
is
mathematically
formulated.
mathematical
formulation
yields
set
non-linear
partial
differential
equations.
To
derive
similarity
solution,
variables
introduced.
system
equations
achieved
engaging
Runge–Kutta–Fehlberg
45
(RKF-45)
method,
conjunction
with
shooting
method.
Graphical
representations
employed
demonstrate
physical
significance
relevant
parameters.
It
observed
that
rise
both
permeability
medium
magnetic
parameter
lead
significant
decrease
skin
friction
coefficient.
Furthermore,
Eckert
number
heat
source
reach
substantial
values,
an
increase
transfer
rate
foreseen.
worth
noting
manipulating
relaxation
parameters
allows
engineers
tailor
systems
optimal
performance,
efficiency,
safety
across
various
applications.
Scientific Reports,
Journal Year:
2025,
Volume and Issue:
15(1)
Published: April 9, 2025
The
study
incorporates
a
microsphere
membrane
into
the
glucose
composite
theory,
highlighting
its
role
in
planar
diffusion
and
reaction
processes.
It
includes
numerical
analysis
of
factors
influencing
gluconic
acid
concentration,
such
as
coefficients,
kinetics,
properties.
We
have
effectively
compared
an
analytically
derived
methodology
using
homotopy
perturbation
method
(HPM)
with
Hyperbolic
Function
Method(HFM).
These
findings
deepen
understanding
optimisation
enzyme
contributing
to
more
efficient
biocatalytic
systems.
ability
predict
control
behaviour
these
settings
opens
door
significant
advancements
biotechnology,
potential
applications
pharmaceuticals,
biofuels,
industrial
bioprocesses.
