Physics-Informed Neural Networks for Predicting Internal Forces and Deformations of Structural Frames in a Single-Span Agricultural Greenhouse
Horticultural Science and Technology,
Journal Year:
2025,
Volume and Issue:
43, P. 1 - 19
Published: April 24, 2025
Language: Английский
Outlier-resistant physics-informed neural network
Physical review. E,
Journal Year:
2025,
Volume and Issue:
111(2)
Published: Feb. 20, 2025
Recent
advances
in
machine
learning
have
introduced
physics-informed
neural
networks
(PINN)
as
a
valuable
tool
for
addressing
dynamics
through
governing
equations
and
experimental
observations.
Outliers
can
be
present
measurements
significantly
affect
the
accuracy
of
solutions
provided
by
PINN.
To
overcome
this
limitation,
we
construct
an
outlier-resistant
PINN
(OrPINN)
based
on
Tsallis
statistics.
We
investigate
robustness
OrPINN
describing
acoustic
linear
elastic
wave
under
various
outlier-level
scenarios.
find
that
improve
even
when
data
is
highly
corrupted.
Language: Английский
Hierarchical Design of Mechanical Metamaterials: an Application on Pentamode-like Structures
International Journal of Mechanical Sciences,
Journal Year:
2025,
Volume and Issue:
unknown, P. 110232 - 110232
Published: April 1, 2025
Language: Английский
Physics-Informed Neural Network for Solving a One-Dimensional Solid Mechanics Problem
Modelling—International Open Access Journal of Modelling in Engineering Science,
Journal Year:
2024,
Volume and Issue:
5(4), P. 1532 - 1549
Published: Oct. 18, 2024
Our
objective
in
this
work
is
to
demonstrate
how
physics-informed
neural
networks,
a
type
of
deep
learning
technology,
can
be
utilized
examine
the
mechanical
properties
helicopter
blade.
The
blade
regarded
as
one-dimensional
prismatic
cantilever
beam
that
exposed
triangular
loading,
and
comprehending
its
behavior
utmost
importance
aerospace
field.
PINNs
utilize
physical
information,
including
differential
equations
boundary
conditions,
within
loss
function
network
approximate
solution.
approach
determines
overall
by
aggregating
losses
from
equation,
data.
We
employed
(PINN)
an
artificial
(ANN)
with
equivalent
hyperparameters
solve
fourth-order
equation.
By
comparing
performance
PINN
model
against
analytical
solution
equation
results
obtained
ANN
model,
we
have
conclusively
shown
exhibits
superior
accuracy,
robustness,
computational
efficiency
when
addressing
high-order
govern
physics-based
problems.
In
conclusion,
study
demonstrates
offers
alternative
for
solid
mechanics
problems
applications
industry.
Language: Английский