Page Menu
Home
c4science
Search
Configure Global Search
Log In
Files
F88714150
test_material_cohesive_fixture.hh
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
Sun, Oct 20, 07:50
Size
9 KB
Mime Type
text/x-c++
Expires
Tue, Oct 22, 07:50 (2 d)
Engine
blob
Format
Raw Data
Handle
21806261
Attached To
rAKA akantu
test_material_cohesive_fixture.hh
View Options
/**
* @file test_material_cohesive_fixture.hh
*
* @author Nicolas Richart <nicolas.richart@epfl.ch>
*
* @date creation: Wed Feb 21 2018
*
* @brief Test the traction separations laws for cohesive elements
*
*
* Copyright (©) 2016-2018 EPFL (Ecole Polytechnique Fédérale de Lausanne)
* Laboratory (LSMS - Laboratoire de Simulation en Mécanique des Solides)
*
* Akantu is free software: you can redistribute it and/or modify it under the
* terms of the GNU Lesser General Public License as published by the Free
* Software Foundation, either version 3 of the License, or (at your option) any
* later version.
*
* Akantu is distributed in the hope that it will be useful, but WITHOUT ANY
* WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR
* A PARTICULAR PURPOSE. See the GNU Lesser General Public License for more
* details.
*
* You should have received a copy of the GNU Lesser General Public License
* along with Akantu. If not, see <http://www.gnu.org/licenses/>.
*
*/
/* -------------------------------------------------------------------------- */
#include "solid_mechanics_model_cohesive.hh"
/* -------------------------------------------------------------------------- */
#include "test_gtest_utils.hh"
/* -------------------------------------------------------------------------- */
#include <fstream>
#include <gtest/gtest.h>
/* -------------------------------------------------------------------------- */
using
namespace
akantu
;
//#define debug_
/* -------------------------------------------------------------------------- */
template
<
template
<
UInt
>
class
Mat
,
typename
dim_
>
class
TestMaterialCohesiveFixture
:
public
::
testing
::
Test
{
public
:
static
constexpr
UInt
dim
=
dim_
::
value
;
using
Material
=
Mat
<
dim
>
;
void
SetUp
()
override
{
mesh
=
std
::
make_unique
<
Mesh
>
(
dim
);
model
=
std
::
make_unique
<
SolidMechanicsModelCohesive
>
(
*
mesh
);
material
=
std
::
make_unique
<
Material
>
(
*
model
);
material
->
SetUps
();
openings
=
std
::
make_unique
<
Array
<
Real
>>
(
0
,
dim
);
tractions
=
std
::
make_unique
<
Array
<
Real
>>
(
0
,
dim
);
reset
();
gen
.
seed
(
::
testing
::
GTEST_FLAG
(
random_seed
));
normal
=
getRandomNormal
();
tangents
=
getRandomTangents
();
}
void
TearDown
()
override
{
material
.
reset
(
nullptr
);
model
.
reset
(
nullptr
);
mesh
.
reset
(
nullptr
);
openings
.
reset
(
nullptr
);
tractions
.
reset
(
nullptr
);
}
void
reset
()
{
openings
->
resize
(
1
);
tractions
->
resize
(
1
);
openings
->
clear
();
tractions
->
clear
();
}
/* ------------------------------------------------------------------------ */
void
addOpening
(
const
Vector
<
Real
>
&
direction
,
Real
start
,
Real
stop
,
UInt
nb_steps
)
{
for
(
auto
s
:
arange
(
nb_steps
))
{
auto
opening
=
direction
*
(
start
+
(
stop
-
start
)
/
Real
(
nb_steps
)
*
Real
(
s
+
1
));
openings
->
push_back
(
opening
);
}
tractions
->
resize
(
openings
->
size
());
}
/* ------------------------------------------------------------------------ */
Vector
<
Real
>
getRandomVector
()
{
std
::
uniform_real_distribution
<
Real
>
dis
;
Vector
<
Real
>
vector
(
dim
);
for
(
auto
s
:
arange
(
dim
))
vector
(
s
)
=
dis
(
gen
);
return
vector
;
}
Vector
<
Real
>
getRandomNormal
()
{
auto
normal
=
getRandomVector
();
normal
.
normalize
();
#if defined(debug_)
normal
.
set
(
0.
);
normal
(
0
)
=
1.
;
#endif
return
normal
;
}
Matrix
<
Real
>
getRandomTangents
()
{
auto
dim
=
normal
.
size
();
Matrix
<
Real
>
tangent
(
dim
,
dim
-
1
);
if
(
dim
==
2
)
{
Math
::
normal2
(
normal
.
storage
(),
tangent
(
0
).
storage
());
}
if
(
dim
==
3
)
{
auto
v
=
getRandomVector
();
tangent
(
0
)
=
(
v
-
v
.
dot
(
normal
)
*
normal
).
normalize
();
Math
::
normal3
(
normal
.
storage
(),
tangent
(
0
).
storage
(),
tangent
(
1
).
storage
());
}
#if defined(debug_)
if
(
dim
==
2
)
tangent
(
0
)
=
Vector
<
Real
>
{
0.
,
1
};
if
(
dim
==
3
)
tangent
=
Matrix
<
Real
>
{{
0.
,
0.
},
{
1.
,
0.
},
{
0.
,
1.
}};
#endif
return
tangent
;
}
/* ------------------------------------------------------------------------ */
void
output_csv
()
{
const
::
testing
::
TestInfo
*
const
test_info
=
::
testing
::
UnitTest
::
GetInstance
()
->
current_test_info
();
std
::
ofstream
cout
(
std
::
string
(
test_info
->
name
())
+
".csv"
);
auto
print_vect_name
=
[
&
](
auto
name
)
{
for
(
auto
s
:
arange
(
dim
))
{
if
(
s
!=
0
)
{
cout
<<
", "
;
}
cout
<<
name
<<
"_"
<<
s
;
}
};
auto
print_vect
=
[
&
](
const
auto
&
vect
)
{
cout
<<
vect
.
dot
(
normal
);
if
(
dim
>
1
)
cout
<<
", "
<<
vect
.
dot
(
tangents
(
0
));
if
(
dim
>
2
)
cout
<<
", "
<<
vect
.
dot
(
tangents
(
1
));
};
cout
<<
"delta, "
;
print_vect_name
(
"opening"
);
cout
<<
", "
;
print_vect_name
(
"traction"
);
cout
<<
std
::
endl
;
for
(
auto
&&
data
:
zip
(
make_view
(
*
this
->
openings
,
this
->
dim
),
make_view
(
*
this
->
tractions
,
this
->
dim
)))
{
const
auto
&
opening
=
std
::
get
<
0
>
(
data
);
auto
&
traction
=
std
::
get
<
1
>
(
data
);
cout
<<
this
->
material
->
delta
(
opening
,
normal
)
<<
", "
;
print_vect
(
opening
);
cout
<<
", "
;
print_vect
(
traction
);
cout
<<
std
::
endl
;
}
}
/* ------------------------------------------------------------------------ */
Real
dissipated
()
{
Vector
<
Real
>
prev_opening
(
dim
,
0.
);
Vector
<
Real
>
prev_traction
(
dim
,
0.
);
Real
etot
=
0.
;
Real
erev
=
0.
;
for
(
auto
&&
data
:
zip
(
make_view
(
*
this
->
openings
,
this
->
dim
),
make_view
(
*
this
->
tractions
,
this
->
dim
)))
{
const
auto
&
opening
=
std
::
get
<
0
>
(
data
);
const
auto
&
traction
=
std
::
get
<
1
>
(
data
);
etot
+=
(
opening
-
prev_opening
).
dot
(
traction
+
prev_traction
)
/
2.
;
erev
=
traction
.
dot
(
opening
)
/
2.
;
prev_opening
=
opening
;
prev_traction
=
traction
;
}
return
etot
-
erev
;
}
/* ------------------------------------------------------------------------ */
void
checkModeI
(
Real
max_opening
,
Real
expected_dissipated
)
{
this
->
material
->
insertion_stress_
=
this
->
material
->
sigma_c_
*
normal
;
addOpening
(
normal
,
0.
,
max_opening
,
100
);
this
->
material
->
computeTractions
(
*
openings
,
normal
,
*
tractions
);
for
(
auto
&&
data
:
zip
(
make_view
(
*
this
->
openings
,
this
->
dim
),
make_view
(
*
this
->
tractions
,
this
->
dim
)))
{
const
auto
&
opening
=
std
::
get
<
0
>
(
data
);
auto
&
traction
=
std
::
get
<
1
>
(
data
);
auto
T
=
traction
.
dot
(
normal
);
EXPECT_NEAR
(
0
,
(
traction
-
T
*
normal
).
norm
(),
1e-9
);
auto
T_expected
=
this
->
material
->
tractionModeI
(
opening
,
normal
).
dot
(
normal
);
EXPECT_NEAR
(
T_expected
,
T
,
1e-9
);
}
EXPECT_NEAR
(
expected_dissipated
,
dissipated
(),
1e-5
);
this
->
output_csv
();
}
/* ------------------------------------------------------------------------ */
void
checkModeII
(
Real
max_opening
)
{
if
(
this
->
dim
==
1
)
{
SUCCEED
();
return
;
}
std
::
uniform_real_distribution
<
Real
>
dis
;
auto
direction
=
Vector
<
Real
>
(
tangents
(
0
));
auto
alpha
=
dis
(
gen
)
+
0.1
;
auto
beta
=
dis
(
gen
)
+
0.2
;
#ifndef debug_
direction
=
alpha
*
Vector
<
Real
>
(
tangents
(
0
));
if
(
dim
>
2
)
direction
+=
beta
*
Vector
<
Real
>
(
tangents
(
1
));
direction
=
direction
.
normalize
();
#endif
beta
=
this
->
material
->
get
(
"beta"
);
this
->
material
->
insertion_stress_
=
beta
*
this
->
material
->
sigma_c_
*
direction
;
addOpening
(
direction
,
0.
,
max_opening
,
100
);
this
->
material
->
computeTractions
(
*
openings
,
normal
,
*
tractions
);
for
(
auto
&&
data
:
zip
(
make_view
(
*
this
->
openings
,
this
->
dim
),
make_view
(
*
this
->
tractions
,
this
->
dim
)))
{
const
auto
&
opening
=
std
::
get
<
0
>
(
data
);
const
auto
&
traction
=
std
::
get
<
1
>
(
data
);
// In ModeII normal traction should be 0
ASSERT_NEAR
(
0
,
traction
.
dot
(
normal
),
1e-9
);
// Normal opening is null
ASSERT_NEAR
(
0
,
opening
.
dot
(
normal
),
1e-16
);
auto
T
=
traction
.
dot
(
direction
);
auto
T_expected
=
this
->
material
->
tractionModeII
(
opening
,
normal
).
dot
(
direction
);
EXPECT_NEAR
(
T_expected
,
T
,
1e-9
);
}
// EXPECT_NEAR(expected_dissipated, dissipated(), 1e-5);
this
->
output_csv
();
}
protected
:
Vector
<
Real
>
normal
;
Matrix
<
Real
>
tangents
;
std
::
unique_ptr
<
Mesh
>
mesh
;
std
::
unique_ptr
<
SolidMechanicsModelCohesive
>
model
;
std
::
unique_ptr
<
Material
>
material
;
std
::
unique_ptr
<
Array
<
Real
>>
openings
;
std
::
unique_ptr
<
Array
<
Real
>>
tractions
;
std
::
mt19937
gen
;
};
template
<
template
<
UInt
>
class
Mat
,
UInt
dim
>
struct
TestMaterialCohesive
:
public
Mat
<
dim
>
{
TestMaterialCohesive
(
SolidMechanicsModel
&
model
)
:
Mat
<
dim
>
(
model
,
"test"
),
insertion_stress_
(
dim
,
0.
)
{}
virtual
void
SetUp
()
{}
virtual
void
resetInternal
()
{}
void
SetUps
()
{
this
->
initMaterial
();
this
->
SetUp
();
this
->
updateInternalParameters
();
this
->
resetInternals
();
}
void
resetInternals
()
{
this
->
resetInternal
();
}
virtual
void
computeTractions
(
Array
<
Real
>
&
/*openings*/
,
const
Vector
<
Real
>
&
/*normal*/
,
Array
<
Real
>
&
/*tractions*/
)
{}
Vector
<
Real
>
insertion_stress_
;
Real
sigma_c_
{
0
};
bool
is_extrinsic
{
true
};
};
template
<
template
<
UInt
>
class
Mat
,
typename
dim_
>
constexpr
UInt
TestMaterialCohesiveFixture
<
Mat
,
dim_
>::
dim
;
Event Timeline
Log In to Comment