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Francisco Ramírez
comet-fenics
Commits
48751791
Commit
48751791
authored
May 02, 2018
by
Jeremy BLEYER
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examples/elasticity/2D_elasticity.py.rst
examples/elasticity/2D_elasticity.py.rst
+5
-2
examples/periodic_homog_elas/.ipynb_checkpoints/periodic_homog_elas-checkpoint.ipynb
...s/.ipynb_checkpoints/periodic_homog_elas-checkpoint.ipynb
+23
-11
examples/periodic_homog_elas/periodic_homog_elas.ipynb
examples/periodic_homog_elas/periodic_homog_elas.ipynb
+23
-11
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examples/elasticity/2D_elasticity.py.rst
View file @
48751791
...
...
@@ -15,8 +15,11 @@ Introduction
In
this
first
numerical
tour
,
we
will
show
how
to
compute
a
small
strain
solution
for
a
2
D
isotropic
linear
elastic
medium
,
either
in
plane
stress
or
in
plane
strain
,
in
a
tradtional
displacement
-
based
finite
element
formulation
.
The
corresponding
file
can
be
obtained
from
:
download
:`
2
D_elasticity
.
py
`.
Extension
to
3
D
is
straightforward
and
an
example
can
be
found
in
the
:
ref
:`
ModalAnalysis
`
example
.
file
can
be
obtained
from
:
download
:`
2
D_elasticity
.
py
`.
..
seealso
::
Extension
to
3
D
is
straightforward
and
an
example
can
be
found
in
the
:
ref
:`
ModalAnalysis
`
example
.
We
consider
here
the
case
of
a
cantilever
beam
modeled
as
a
2
D
medium
of
dimensions
:
math
:`
L
\
times
H
`.
Geometrical
parameters
and
mesh
density
are
first
defined
...
...
examples/periodic_homog_elas/.ipynb_checkpoints/periodic_homog_elas-checkpoint.ipynb
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48751791
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examples/periodic_homog_elas/periodic_homog_elas.ipynb
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