Alexandria Engineering Journal,
Journal Year:
2022,
Volume and Issue:
63, P. 415 - 426
Published: Aug. 5, 2022
The
natural
convection
through
a
partitioned
circular
enclosure
by
deformable
middle
wall
was
analyzed.
To
solve
the
FSI
problem,
forceful
connection
between
fluid
and
flexible
established.
In
order
to
problem
under
consideration,
Arbitrary
Lagrangian-Eulerian
(ALE)
perspective
utilized.
finite
element
method
(FEM),
also
unilized
in
solving
set
of
model
equations.
Effect
Angle
(30
≤
η
90),
flexibility
(0.71
Eτ
200),
Position
heat
source
sink
(-60
α
+60)
has
been
studied
within
enclosure.
results
indicate
that
reduction
reduces
force
(stress)
applied
as
well
average
Nusselt
number
some
extent.
Also,
Increased
angle
leads
an
enhancement
Nu.
maximum
stress
distortion
occur
at
specific
positions
hot
cold
sector,
buoyancy
and,
therefore,
strength
flow
are
higher,
causing
transfer
rate
increase.
For
number,
A
decrease
8.5
%
for
=
90°
reported
compared
30°.
−60°
is
up
124.5
higher
than
60°.
Bioinspiration & Biomimetics,
Journal Year:
2022,
Volume and Issue:
17(4), P. 041002 - 041002
Published: April 20, 2022
Flexible
slender
structures
are
ubiquitous
in
biological
systems
and
engineering
applications.
Fluid-structure
interaction
(FSI)
plays
a
key
role
the
dynamics
of
such
immersed
fluids.
Here,
we
survey
recent
studies
on
highly
simplified
bio-inspired
models
(either
mathematical
or
mechanical)
that
aim
to
revealthe
flow
physics
associated
with
FSI.
Various
from
different
sources
inspiration
included,
namely
flexible
flapping
foil
inspired
by
fish
insects,
deformable
membrane
jellyfish
cephalopods,
beating
filaments
flagella
cilia
microorganisms,
wall-mounted
terrestrial
aquatic
plants.
Suggestions
directions
for
future
research
also
provided.
Annual Review of Fluid Mechanics,
Journal Year:
2023,
Volume and Issue:
56(1), P. 491 - 519
Published: Oct. 10, 2023
Interactions
between
fluid
flow
and
elastic
structures
are
important
in
many
naturally
occurring
engineered
systems.
This
review
collects
organizes
recent
theoretical
experimental
developments
understanding
fluid-structure
interactions
at
low
Reynolds
numbers.
Particular
attention
is
given
to
the
motion
of
objects
moving
close
proximity
deformable
soft
materials
ensuing
interplay
deformation.
We
discuss
how
this
can
be
understood
terms
forces
torques,
harnessed
applications
such
as
microrheometry,
tribology,
robotics.
then
interaction
wet
contact,
where
intermolecular
surface
roughness
effects
become
sources
complexity
opportunity.
Journal of Fluid Mechanics,
Journal Year:
2024,
Volume and Issue:
979
Published: Jan. 19, 2024
We
experimentally
investigate
the
rotational
dynamics
of
neutrally
buoyant
axisymmetric
particles
in
a
simple
shear
flow.
A
custom-built
shearing
cell
and
multi-view
shape-reconstruction
method
are
used
to
obtain
direct
measurements
orientation
period
rotation
having
oblate
prolate
shapes
(such
as
spheroids
cylinders)
varying
aspect
ratios.
By
systematically
changing
viscosity
fluid,
we
examine
effect
inertia
(which
may
be
originated
from
either
phase)
on
dynamical
behaviour
these
suspended
up
particle
Reynolds
number
approximately
one.
While
no
significant
is
found
this
small-inertia
regime,
systematic
drift
among
several
rotations
toward
limiting
stable
orbits
observed.
Prolate
seen
towards
tumbling
orbit
plane
shear,
whereas
driven
or
vorticity-aligned
spinning
orbits,
depending
their
initial
orientation.
These
results
compared
with
recent
asymptotic
theories,
assessing
range
validity,
well
numerical
simulations
regime
for
both
particles.
Science Advances,
Journal Year:
2020,
Volume and Issue:
6(28)
Published: July 10, 2020
Interaction
of
swimming
bacteria
with
flows
controls
their
ability
to
explore
complex
environments,
crucial
many
societal
and
environmental
challenges
relevant
for
microfluidic
applications
as
cell
sorting.
Combining
experimental,
numerical
theoretical
analysis,
we
present
a
comprehensive
study
the
transport
motile
in
shear
flows.
Experimentally,
obtain
high
accuracy
large
range
flow
rates,
spatially
resolved
velocity
orientation
distributions.
They
are
excellent
agreement
simulations
kinematic
model
accounting
stochastic
microhydrodynamic
properties
particular
flagella
chirality.
Theoretical
analysis
reveals
scaling
laws
behind
average
rheotactic
at
moderate
rates
using
chirality
parameter
explains
reorientation
dynamics
leading
saturation
from
marginal
stability
fixed
point.
Our
findings
constitute
full
understanding
physical
mechanisms
parameters
bulk
rheotaxis.
ACS Sustainable Chemistry & Engineering,
Journal Year:
2020,
Volume and Issue:
8(16), P. 6142 - 6156
Published: April 3, 2020
Biomass
is
a
renewable
and
sustainable
energy
resource.
Current
design
of
biomass
handling
feeding
equipment
leverage
both
experiments
numerical
modeling.
This
paper
reviews
the
state-of-the-art
discrete
element
methods
(DEM)
for
flow
milled
(Part
I),
accompanied
by
comprehensive
review
on
continuum-based
computational
models
II).
The
present
DEM
primarily
focused
features
suitability
various
particle
shape
different
types
because
predominant
attribute
controlling
behavior
complex-shaped
granular
material.
general
strengths
weaknesses
in
applicability
those
modeling
are
summarized.
In
particular,
comments
provided
to
balance
model
capabilities
cost
development
models.
To
our
best
knowledge,
this
first-of-its-kind
specifically
biomass.
Our
study
indicates
that
current
require
further
development,
calibration,
validation
based
deep
understanding
contact
mechanics
experimental
data
support
before
they
can
be
reliably
used
predictive
simulations
systems.
Physical review. E,
Journal Year:
2022,
Volume and Issue:
105(6)
Published: June 6, 2022
We
theoretically
investigate
self-oscillating
waves
of
an
active
material,
which
were
recently
introduced
as
a
nonsymmetric
part
the
elastic
moduli,
termed
odd
elasticity.
Using
Purcell's
three-link
swimmer
model,
we
reveal
that
odd-elastic
filament
at
low
Reynolds
number
can
swim
in
self-organized
manner
and
time-periodic
dynamics
are
characterized
by
stable
limit
cycle
generated
elastohydrodynamic
interactions.
Also,
consider
noisy
shape
gait
derive
swimming
formula
for
general
material
Stokes
regime
with
its
elasticity
modulus
being
represented
matrix,
demonstrating
produces
biased
net
locomotion
from
random
noise.
Journal of the Physical Society of Japan,
Journal Year:
2023,
Volume and Issue:
92(6)
Published: May 17, 2023
In
this
review,
we
provide
a
theoretical
introduction
to
Jeffery's
equations
for
the
orientation
dynamics
of
an
axisymmetric
object
in
flow
at
low
Reynolds
number,
and
review
recent
extensions
applications
motions
self-propelled
particles,
so-called
microswimmers,
external
flows.
Bacteria
colonize
human
organs
medical
devices
even
with
flowing
fluid,
microalgae
occasionally
cause
huge
harmful
toxic
blooms
lakes
oceans,
artificial
microrobots
can
migrate
flows
generated
well-designed
microfluidic
chambers.
The
Jeffery
equations,
simple
set
ordinary
differential
equation,
useful
building
block
modeling,
analyzing,
understanding
these
microswimmer
current,
particular
when
incorporating
impact
swimmer
shape
since
contain
parameter
as
single
scalar,
known
Bretherton
parameter.
particle
forms
closed
orbit
situated
shear,
non-uniform
periodic
rotational
motion,
referred
orbits,
is
due
constant
motion
non-linear
equation.
After
providing
hydrodynamics
derivation
discuss
possible
more
general
shapes,
including
those
rapid
deformation.
latter
part
mathematical
models
microswimmers
different
types
fields
are
described,
focus
on
constants
their
relation
phase
space,
together
breakdown
degenerate
stable,
unstable,
chaotic
system.
discussion
paper
will
comprehensive
foundation
orbits
be
understand
under
various
Journal of Rheology,
Journal Year:
2024,
Volume and Issue:
68(4), P. 491 - 508
Published: May 16, 2024
In
this
work,
the
nonlinear
rheological
behavior
of
aqueous
suspensions
composed
two
typical
nanocellulose
[rod-like
cellulose
nanocrystals
(CNCs)
and
filamentous
nanofibrils
(CNFs)]
was
examined
compared
by
using
various
large-amplitude
oscillatory
shear
(LAOS)
analysis
methods,
such
as
Fourier-transform
rheology,
stress
decomposition,
Chebyshev
polynomials,
sequence
physical
processes.
From
our
analysis,
parameters
higher
harmonics,
dissipation
ratio,
strain
hardening
thickening
transient
modulus,
cage
modulus
were
obtained
quantitatively
analyzed.
CNCs
tend
to
assemble
form
anisotropic
structures
in
an
medium
while
CNFs
are
entangled
gels.
The
CNF
demonstrated
a
significant
viscous
overshoot
had
stronger
yield
stresses,
but
CNC
more
ductile.
case
low
concentrations,
intracycle
medium-amplitude
region
lower
ratios
at
small
amplitudes.
Although
both
revealed
existence
four
transition
processes
(viscoplastic
deformation,
structural
recovery,
early-stage
yielding,
late-stage
yielding),
exhibited
recovery
ability.
Larger
amplitudes
did
not
invariably
result
broader
range
transitions,
which
also
affected
excitation
frequency.
application
LAOS
methods
provided
valuable
insights
into
suspensions,
great
importance
for
enhancing
their
industrial
perspectives.