Abstract:
We
present
(EFG) linear
this
method
solving
in
explanation
of
and
for
equations. We an
essential
least
algorithm
program
dimension.
implementation
discrete
to
method
a one—dimensional
to
An
solve
two
elastostatics
dimensions
those of the one dimensional formulation.
V
with
formulation.
problem
explanation
this
the
which
approximations,
of
in
the
problem
EFG
simplified
linear
in
the
one-dimensional
references to
A
equations
(MLS)
presented.
used
specific
of
provide
the
for
is
concepts
square
on
elastostatics
given with
Galerkin
implementation emphasis
MATLAB
Free
numerical
the
specific
linear
Element
its moving
EFG
the
differential employs
The
thesis
is also
method in one-
two—dimensional
is
are
described.
very
similar
The
to