Applied Sciences,
Journal Year:
2025,
Volume and Issue:
15(7), P. 3618 - 3618
Published: March 26, 2025
The
identification
of
the
most
pertinent
site
parameters
to
classify
soils
in
terms
their
amplification
seismic
ground
motions
is
still
prime
interest
earthquake
engineering
and
codes.
This
study
investigates
many
options
for
improving
soil
classifications
order
reduce
deviation
between
“exact”
predictions
using
wave
propagation
method
used
codes
based
on
(site)
factors.
To
this
end,
an
exhaustive
parametric
carried
out
obtain
nonlinear
responses
sets
324
clay
sand
columns
constitute
database
neuronal
network
methods
predict
regression
equations
factors
parameters.
A
wide
variety
combinations
are
considered
study,
namely,
depth,
shear
velocity,
stiffness
underlaying
bedrock,
intensity
frequency
content
excitation.
AFs
profiles
under
multiple
records
with
different
intensities
contents
obtained
by
propagation,
where
nonlinearity
accounted
through
equivalent
linear
model
iterative
procedure.
Then,
a
Generalized
Regression
Neural
Network
(GRNN)
determine
significant
affecting
AFs.
second
neural
network,
Radial
Basis
Function
(RBF)
develop
simple
practical
prediction
equations.
Both
whole
period
range
specific
short-,
mid-,
long-period
ranges
associated
AFs,
Fa,
Fv,
Fl,
respectively,
considered.
results
indicate
that
factor
arbitrary
profile
can
be
satisfactorily
approximated
limited
number
sites
record
(two
six).
best
parameter
pair
(PGA;
resonance
frequency,
f0),
which
leads
standard
reduction
at
least
65%.
For
improved
performance,
we
propose
triplet
PGA;Vs30;f0
Vs30
being
average
velocity
within
upper
30
m
below
foundation.
Most
other
relevant
include
fact
long
periods
(Fl)
significantly
higher
than
those
short
or
mid
soft
soils.
Finally,
it
recommended
further
refine
including
additional
such
as
spatial
configuration
adopting
more
refined
models.
Georisk Assessment and Management of Risk for Engineered Systems and Geohazards,
Journal Year:
2024,
Volume and Issue:
18(1), P. 33 - 51
Published: Jan. 2, 2024
Engineering-scale
problems
generally
can
be
described
by
partial
differential
equations
(PDEs)
or
ordinary
(ODEs).
Analytical,
semi-analytical
and
numerical
analysis
are
commonly
used
for
deriving
the
solutions
of
such
PDEs/ODEs.
Recently,
a
novel
physics-informed
neural
network
(PINN)
solver
has
emerged
as
promising
alternative
to
solve
PINN
resembles
mesh-free
method
which
leverages
strong
non-linear
ability
deep
learning
algorithms
(e.g.
networks)
automatically
search
correct
spatial-temporal
responses
constrained
embedded
This
study
comprehensively
reviews
current
state
including
its
principles
forward
inverse
problems,
baseline
PINN,
enhanced
variants
combined
with
special
sampling
strategies
loss
functions.
shows
an
easier
modelling
process
superior
feasibility
compared
conventional
methods.
Meanwhile,
limitations
challenges
applications
solvers
constitutive
multi-scale/phase
also
discussed
in
terms
convergence
computational
costs.
exhibited
huge
potential
geoengineering
brings
revolutionary
way
numerous
domain
problems.