Page Menu
Home
c4science
Search
Configure Global Search
Log In
Files
F93963901
manual-cohesive_elements_insertion.tex
No One
Temporary
Actions
Download File
Edit File
Delete File
View Transforms
Subscribe
Mute Notifications
Award Token
Subscribers
None
File Metadata
Details
File Info
Storage
Attached
Created
Mon, Dec 2, 21:23
Size
2 KB
Mime Type
text/x-tex
Expires
Wed, Dec 4, 21:23 (1 d, 23 h)
Engine
blob
Format
Raw Data
Handle
18282118
Attached To
rAKA akantu
manual-cohesive_elements_insertion.tex
View Options
\subsection
{
Insertion of Cohesive Elements
}
\subsubsection
{
Dynamics
}
As far as dynamic simulations are concerned, cohesive elements are
currently compatible only with the explicit time integration scheme
(see section~
\ref
{
ssect:smm:expl-time-integr
}
). They do not have to be
inserted when the mesh is generated but during the
simulation. Intrinsic cohesive elements can be introduced at the
beginning of the simulation as follows:
\begin
{
cpp
}
SolidMechanicsModelCohesive model(mesh);
model.initFull();
model.limitInsertion(
_
x, -1, 1);
model.insertIntrinsicElements();
\end
{
cpp
}
where the insertion is limited to the facets whose barycenter's
$
x
$
coordinate is in the range
$
[-
1
,
1
]
$
. Additional restrictions with
respect to
$
y
$
and
$
z
$
directions can be added as well. Similarly the
dynamic insertion of extrinsic cohesive elements can be utilized in
the following way:
\begin
{
cpp
}
SolidMechanicsModelCohesive model(mesh);
model.initFull(SolidMechanicsModelCohesiveOptions(
_
explicit
_
lumped
_
mass, true));
model.limitInsertion(
_
x, -1, 1);
model.updateAutomaticInsertion();
\end
{
cpp
}
in which this time the method
\code
{
limitInsertion
}
prevents the
cohesive elements to be inserted out of the range
$
[-
1
,
1
]
$
in the
$
x
$
direction. In order to check stress and automatically insert elements,
it is necessary to call the function
\code
{
checkCohesiveStress
}
in the
main loop where
\code
{
solveStep
}
is:
\begin
{
cpp
}
model.checkCohesiveStress();
model.solveStep();
\end
{
cpp
}
At any time during the simulation, it is possible to access the
following energies with the relative function:
\begin
{
cpp
}
Real Ed = model.getEnergy("dissipated");
Real Er = model.getEnergy("reversible");
Real Ec = model.getEnergy("contact");
\end
{
cpp
}
\subsubsection
{
Statics
}
The only cohesive law that is applicable in this case is the
exponential one (see
section~
\ref
{
ssect:smm:cl:coh-exponential
}
). However
unloading-reloading cycles are not supported yet. In this case
cohesive elements have to be inserted before creating the
\code
{
SolidMechanicsModelCohesive
}
model:
\begin
{
cpp
}
Mesh mesh(spatial
_
dimension);
mesh.read("implicit
_
mesh.msh");
CohesiveElementInserter inserter(mesh);
inserter.setLimit(
_
y, 0.9, 1.1);
inserter.insertIntrinsicElements();
SolidMechanicsModelCohesive model(mesh);
model.initFull(SolidMechanicsModelCohesiveOptions(
_
static));
\end
{
cpp
}
Also in this case the element insertion can be limited to a given
range thanks to the method
\code
{
setLimit
}
. The first input parameter
of this method indicates the direction while the other two indicate
the extreme values of the range
$
[
0
.
9
,
1
.
1
]
$
. In order to compute the
energies, the same functions illustrated for dynamics in the last
section can be used.
Event Timeline
Log In to Comment