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Mesh.hpp
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Tue, May 21, 10:47
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text/x-c++
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Thu, May 23, 10:47 (2 d)
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rGOOSEFEM GooseFEM
Mesh.hpp
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/*
(c - GPLv3) T.W.J. de Geus (Tom) | tom@geus.me | www.geus.me | github.com/tdegeus/GooseFEM
*/
#ifndef GOOSEFEM_MESH_HPP
#define GOOSEFEM_MESH_HPP
#include "Mesh.h"
namespace
GooseFEM
{
namespace
Mesh
{
inline
ElementType
defaultElementType
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
if
(
coor
.
shape
(
1
)
==
2ul
&&
conn
.
shape
(
1
)
==
3ul
)
{
return
ElementType
::
Tri3
;
}
if
(
coor
.
shape
(
1
)
==
2ul
&&
conn
.
shape
(
1
)
==
4ul
)
{
return
ElementType
::
Quad4
;
}
if
(
coor
.
shape
(
1
)
==
3ul
&&
conn
.
shape
(
1
)
==
8ul
)
{
return
ElementType
::
Hex8
;
}
throw
std
::
runtime_error
(
"Element-type not implemented"
);
}
namespace
detail
{
template
<
class
T
,
class
R
>
inline
T
renum
(
const
T
&
arg
,
const
R
&
mapping
)
{
T
ret
=
T
::
from_shape
(
arg
.
shape
());
auto
jt
=
ret
.
begin
();
for
(
auto
it
=
arg
.
begin
();
it
!=
arg
.
end
();
++
it
,
++
jt
)
{
*
jt
=
mapping
(
*
it
);
}
return
ret
;
}
}
// namespace detail
inline
ManualStitch
::
ManualStitch
(
const
xt
::
xtensor
<
double
,
2
>&
coor_a
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn_a
,
const
xt
::
xtensor
<
size_t
,
1
>&
overlapping_nodes_a
,
const
xt
::
xtensor
<
double
,
2
>&
coor_b
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn_b
,
const
xt
::
xtensor
<
size_t
,
1
>&
overlapping_nodes_b
,
bool
check_position
,
double
rtol
,
double
atol
)
{
UNUSED
(
rtol
);
UNUSED
(
atol
);
GOOSEFEM_ASSERT
(
xt
::
has_shape
(
overlapping_nodes_a
,
overlapping_nodes_b
.
shape
()));
GOOSEFEM_ASSERT
(
coor_a
.
shape
(
1
)
==
coor_b
.
shape
(
1
));
GOOSEFEM_ASSERT
(
conn_a
.
shape
(
1
)
==
conn_b
.
shape
(
1
));
if
(
check_position
)
{
GOOSEFEM_ASSERT
(
xt
::
allclose
(
xt
::
view
(
coor_a
,
xt
::
keep
(
overlapping_nodes_a
),
xt
::
all
()),
xt
::
view
(
coor_b
,
xt
::
keep
(
overlapping_nodes_b
),
xt
::
all
()),
rtol
,
atol
));
}
size_t
nnda
=
coor_a
.
shape
(
0
);
size_t
nndb
=
coor_b
.
shape
(
0
);
size_t
ndim
=
coor_a
.
shape
(
1
);
size_t
nelim
=
overlapping_nodes_a
.
size
();
size_t
nela
=
conn_a
.
shape
(
0
);
size_t
nelb
=
conn_b
.
shape
(
0
);
size_t
nne
=
conn_a
.
shape
(
1
);
m_nel_a
=
nela
;
m_nel_b
=
nelb
;
m_nnd_a
=
nnda
;
xt
::
xtensor
<
size_t
,
1
>
keep_b
=
xt
::
setdiff1d
(
xt
::
arange
<
size_t
>
(
nndb
),
overlapping_nodes_b
);
m_map_b
=
xt
::
empty
<
size_t
>
({
nndb
});
xt
::
view
(
m_map_b
,
xt
::
keep
(
overlapping_nodes_b
))
=
overlapping_nodes_a
;
xt
::
view
(
m_map_b
,
xt
::
keep
(
keep_b
))
=
xt
::
arange
<
size_t
>
(
keep_b
.
size
())
+
nnda
;
m_conn
=
xt
::
empty
<
size_t
>
({
nela
+
nelb
,
nne
});
xt
::
view
(
m_conn
,
xt
::
range
(
0
,
nela
),
xt
::
all
())
=
conn_a
;
xt
::
view
(
m_conn
,
xt
::
range
(
nela
,
nela
+
nelb
),
xt
::
all
())
=
detail
::
renum
(
conn_b
,
m_map_b
);
m_coor
=
xt
::
empty
<
size_t
>
({
nnda
+
nndb
-
nelim
,
ndim
});
xt
::
view
(
m_coor
,
xt
::
range
(
0
,
nnda
),
xt
::
all
())
=
coor_a
;
xt
::
view
(
m_coor
,
xt
::
range
(
nnda
,
nnda
+
nndb
-
nelim
),
xt
::
all
())
=
xt
::
view
(
coor_b
,
xt
::
keep
(
keep_b
),
xt
::
all
());
}
inline
xt
::
xtensor
<
double
,
2
>
ManualStitch
::
coor
()
const
{
return
m_coor
;
}
inline
xt
::
xtensor
<
size_t
,
2
>
ManualStitch
::
conn
()
const
{
return
m_conn
;
}
inline
xt
::
xtensor
<
size_t
,
1
>
ManualStitch
::
nodemap
(
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<=
1
);
if
(
index
==
0
)
{
return
xt
::
arange
<
size_t
>
(
m_nnd_a
);
}
return
m_map_b
;
}
inline
xt
::
xtensor
<
size_t
,
1
>
ManualStitch
::
elemmap
(
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<=
1
);
if
(
index
==
0
)
{
return
xt
::
arange
<
size_t
>
(
m_nel_a
);
}
return
xt
::
arange
<
size_t
>
(
m_nel_b
)
+
m_nel_a
;
}
inline
xt
::
xtensor
<
size_t
,
1
>
ManualStitch
::
nodeset
(
const
xt
::
xtensor
<
size_t
,
1
>&
set
,
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<=
1
);
if
(
index
==
0
)
{
return
set
;
}
return
detail
::
renum
(
set
,
m_map_b
);
}
inline
xt
::
xtensor
<
size_t
,
1
>
ManualStitch
::
elemset
(
const
xt
::
xtensor
<
size_t
,
1
>&
set
,
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<=
1
);
if
(
index
==
0
)
{
return
set
;
}
return
set
+
m_nel_a
;
}
inline
Stitch
::
Stitch
(
double
rtol
,
double
atol
)
{
m_rtol
=
rtol
;
m_atol
=
atol
;
}
inline
void
Stitch
::
push_back
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
if
(
m_map
.
size
()
==
0
)
{
m_coor
=
coor
;
m_conn
=
conn
;
m_map
.
push_back
(
xt
::
eval
(
xt
::
arange
<
size_t
>
(
coor
.
shape
(
0
))));
m_nel
.
push_back
(
conn
.
shape
(
0
));
m_el_offset
.
push_back
(
0
);
return
;
}
auto
overlap
=
overlapping
(
m_coor
,
coor
,
m_rtol
,
m_atol
);
size_t
index
=
m_map
.
size
();
ManualStitch
stich
(
m_coor
,
m_conn
,
xt
::
view
(
overlap
,
0
,
xt
::
all
()),
coor
,
conn
,
xt
::
view
(
overlap
,
1
,
xt
::
all
()),
false
);
m_coor
=
stich
.
coor
();
m_conn
=
stich
.
conn
();
m_map
.
push_back
(
stich
.
nodemap
(
1
));
m_nel
.
push_back
(
conn
.
shape
(
0
));
m_el_offset
.
push_back
(
m_el_offset
[
index
-
1
]
+
conn
.
shape
(
0
));
}
inline
xt
::
xtensor
<
double
,
2
>
Stitch
::
coor
()
const
{
return
m_coor
;
}
inline
xt
::
xtensor
<
size_t
,
2
>
Stitch
::
conn
()
const
{
return
m_conn
;
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
nodemap
(
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<
m_map
.
size
());
return
m_map
[
index
];
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
elemmap
(
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<
m_map
.
size
());
return
xt
::
arange
<
size_t
>
(
m_nel
[
index
])
+
m_el_offset
[
index
];
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
nodeset
(
const
xt
::
xtensor
<
size_t
,
1
>&
set
,
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<
m_map
.
size
());
return
detail
::
renum
(
set
,
m_map
[
index
]);
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
elemset
(
const
xt
::
xtensor
<
size_t
,
1
>&
set
,
size_t
index
)
const
{
GOOSEFEM_ASSERT
(
index
<
m_map
.
size
());
return
set
+
m_el_offset
[
index
];
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
nodeset
(
const
std
::
vector
<
xt
::
xtensor
<
size_t
,
1
>>&
set
)
const
{
size_t
n
=
0
;
for
(
size_t
i
=
0
;
i
<
set
.
size
();
++
i
)
{
n
+=
set
[
i
].
size
();
}
xt
::
xtensor
<
size_t
,
1
>
ret
=
xt
::
empty
<
size_t
>
({
n
});
n
=
0
;
for
(
size_t
i
=
0
;
i
<
set
.
size
();
++
i
)
{
xt
::
view
(
ret
,
xt
::
range
(
n
,
n
+
set
[
i
].
size
()))
=
this
->
nodeset
(
set
[
i
],
i
);
n
+=
set
[
i
].
size
();
}
return
xt
::
unique
(
ret
);
}
inline
xt
::
xtensor
<
size_t
,
1
>
Stitch
::
elemset
(
const
std
::
vector
<
xt
::
xtensor
<
size_t
,
1
>>&
set
)
const
{
size_t
n
=
0
;
for
(
size_t
i
=
0
;
i
<
set
.
size
();
++
i
)
{
n
+=
set
[
i
].
size
();
}
xt
::
xtensor
<
size_t
,
1
>
ret
=
xt
::
empty
<
size_t
>
({
n
});
n
=
0
;
for
(
size_t
i
=
0
;
i
<
set
.
size
();
++
i
)
{
xt
::
view
(
ret
,
xt
::
range
(
n
,
n
+
set
[
i
].
size
()))
=
this
->
elemset
(
set
[
i
],
i
);
n
+=
set
[
i
].
size
();
}
return
ret
;
}
inline
Renumber
::
Renumber
(
const
xt
::
xarray
<
size_t
>&
dofs
)
{
size_t
n
=
xt
::
amax
(
dofs
)()
+
1
;
size_t
i
=
0
;
xt
::
xtensor
<
size_t
,
1
>
unique
=
xt
::
unique
(
dofs
);
m_renum
=
xt
::
empty
<
size_t
>
({
n
});
for
(
auto
&
j
:
unique
)
{
m_renum
(
j
)
=
i
;
++
i
;
}
}
// ret(i,j) = renum(list(i,j))
template
<
class
T
>
T
Renumber
::
apply
(
const
T
&
list
)
const
{
return
detail
::
renum
(
list
,
m_renum
);
}
inline
xt
::
xtensor
<
size_t
,
2
>
Renumber
::
get
(
const
xt
::
xtensor
<
size_t
,
2
>&
dofs
)
const
{
return
this
->
apply
(
dofs
);
}
inline
xt
::
xtensor
<
size_t
,
1
>
Renumber
::
index
()
const
{
return
m_renum
;
}
inline
Reorder
::
Reorder
(
const
std
::
initializer_list
<
xt
::
xtensor
<
size_t
,
1
>>
args
)
{
size_t
n
=
0
;
size_t
i
=
0
;
for
(
auto
&
arg
:
args
)
{
if
(
arg
.
size
()
==
0
)
{
continue
;
}
n
=
std
::
max
(
n
,
xt
::
amax
(
arg
)()
+
1
);
}
#ifdef GOOSEFEM_ENABLE_ASSERT
for
(
auto
&
arg
:
args
)
{
GOOSEFEM_ASSERT
(
xt
::
unique
(
arg
)
==
xt
::
sort
(
arg
));
}
#endif
m_renum
=
xt
::
empty
<
size_t
>
({
n
});
for
(
auto
&
arg
:
args
)
{
for
(
auto
&
j
:
arg
)
{
m_renum
(
j
)
=
i
;
++
i
;
}
}
}
inline
xt
::
xtensor
<
size_t
,
2
>
Reorder
::
get
(
const
xt
::
xtensor
<
size_t
,
2
>&
dofs
)
const
{
return
this
->
apply
(
dofs
);
}
inline
xt
::
xtensor
<
size_t
,
1
>
Reorder
::
index
()
const
{
return
m_renum
;
}
// apply renumbering, e.g. for a matrix:
//
// ret(i,j) = renum(list(i,j))
template
<
class
T
>
T
Reorder
::
apply
(
const
T
&
list
)
const
{
T
ret
=
T
::
from_shape
(
list
.
shape
());
auto
jt
=
ret
.
begin
();
for
(
auto
it
=
list
.
begin
();
it
!=
list
.
end
();
++
it
,
++
jt
)
{
*
jt
=
m_renum
(
*
it
);
}
return
ret
;
}
inline
xt
::
xtensor
<
size_t
,
2
>
renumber
(
const
xt
::
xtensor
<
size_t
,
2
>&
dofs
)
{
return
Renumber
(
dofs
).
get
(
dofs
);
}
inline
xt
::
xtensor
<
size_t
,
2
>
dofs
(
size_t
nnode
,
size_t
ndim
)
{
return
xt
::
reshape_view
(
xt
::
arange
<
size_t
>
(
nnode
*
ndim
),
{
nnode
,
ndim
});
}
inline
xt
::
xtensor
<
size_t
,
1
>
coordination
(
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
size_t
nnode
=
xt
::
amax
(
conn
)()
+
1
;
xt
::
xtensor
<
size_t
,
1
>
N
=
xt
::
zeros
<
size_t
>
({
nnode
});
for
(
auto
it
=
conn
.
begin
();
it
!=
conn
.
end
();
++
it
)
{
N
(
*
it
)
+=
1
;
}
return
N
;
}
inline
std
::
vector
<
std
::
vector
<
size_t
>>
elem2node
(
const
xt
::
xtensor
<
size_t
,
2
>&
conn
,
bool
sorted
)
{
auto
N
=
coordination
(
conn
);
auto
nnode
=
N
.
size
();
std
::
vector
<
std
::
vector
<
size_t
>>
ret
(
nnode
);
for
(
size_t
i
=
0
;
i
<
nnode
;
++
i
)
{
ret
[
i
].
reserve
(
N
(
i
));
}
for
(
size_t
e
=
0
;
e
<
conn
.
shape
(
0
);
++
e
)
{
for
(
size_t
m
=
0
;
m
<
conn
.
shape
(
1
);
++
m
)
{
ret
[
conn
(
e
,
m
)].
push_back
(
e
);
}
}
if
(
sorted
)
{
for
(
auto
&
row
:
ret
)
{
std
::
sort
(
row
.
begin
(),
row
.
end
());
}
}
return
ret
;
}
inline
xt
::
xtensor
<
double
,
2
>
edgesize
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
,
ElementType
type
)
{
GOOSEFEM_ASSERT
(
xt
::
amax
(
conn
)()
<
coor
.
shape
(
0
));
if
(
type
==
ElementType
::
Quad4
)
{
GOOSEFEM_ASSERT
(
coor
.
shape
(
1
)
==
2ul
);
GOOSEFEM_ASSERT
(
conn
.
shape
(
1
)
==
4ul
);
xt
::
xtensor
<
size_t
,
1
>
n0
=
xt
::
view
(
conn
,
xt
::
all
(),
0
);
xt
::
xtensor
<
size_t
,
1
>
n1
=
xt
::
view
(
conn
,
xt
::
all
(),
1
);
xt
::
xtensor
<
size_t
,
1
>
n2
=
xt
::
view
(
conn
,
xt
::
all
(),
2
);
xt
::
xtensor
<
size_t
,
1
>
n3
=
xt
::
view
(
conn
,
xt
::
all
(),
3
);
xt
::
xtensor
<
double
,
1
>
x0
=
xt
::
view
(
coor
,
xt
::
keep
(
n0
),
0
);
xt
::
xtensor
<
double
,
1
>
x1
=
xt
::
view
(
coor
,
xt
::
keep
(
n1
),
0
);
xt
::
xtensor
<
double
,
1
>
x2
=
xt
::
view
(
coor
,
xt
::
keep
(
n2
),
0
);
xt
::
xtensor
<
double
,
1
>
x3
=
xt
::
view
(
coor
,
xt
::
keep
(
n3
),
0
);
xt
::
xtensor
<
double
,
1
>
y0
=
xt
::
view
(
coor
,
xt
::
keep
(
n0
),
1
);
xt
::
xtensor
<
double
,
1
>
y1
=
xt
::
view
(
coor
,
xt
::
keep
(
n1
),
1
);
xt
::
xtensor
<
double
,
1
>
y2
=
xt
::
view
(
coor
,
xt
::
keep
(
n2
),
1
);
xt
::
xtensor
<
double
,
1
>
y3
=
xt
::
view
(
coor
,
xt
::
keep
(
n3
),
1
);
xt
::
xtensor
<
double
,
2
>
ret
=
xt
::
empty
<
double
>
(
conn
.
shape
());
xt
::
view
(
ret
,
xt
::
all
(),
0
)
=
xt
::
sqrt
(
xt
::
pow
(
x1
-
x0
,
2.0
)
+
xt
::
pow
(
y1
-
y0
,
2.0
));
xt
::
view
(
ret
,
xt
::
all
(),
1
)
=
xt
::
sqrt
(
xt
::
pow
(
x2
-
x1
,
2.0
)
+
xt
::
pow
(
y2
-
y1
,
2.0
));
xt
::
view
(
ret
,
xt
::
all
(),
2
)
=
xt
::
sqrt
(
xt
::
pow
(
x3
-
x2
,
2.0
)
+
xt
::
pow
(
y3
-
y2
,
2.0
));
xt
::
view
(
ret
,
xt
::
all
(),
3
)
=
xt
::
sqrt
(
xt
::
pow
(
x0
-
x3
,
2.0
)
+
xt
::
pow
(
y0
-
y3
,
2.0
));
return
ret
;
}
throw
std
::
runtime_error
(
"Element-type not implemented"
);
}
inline
xt
::
xtensor
<
double
,
2
>
edgesize
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
return
edgesize
(
coor
,
conn
,
defaultElementType
(
coor
,
conn
));
}
inline
xt
::
xtensor
<
double
,
2
>
centers
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
,
ElementType
type
)
{
GOOSEFEM_ASSERT
(
xt
::
amax
(
conn
)()
<
coor
.
shape
(
0
));
xt
::
xtensor
<
double
,
2
>
ret
=
xt
::
zeros
<
double
>
({
conn
.
shape
(
0
),
coor
.
shape
(
1
)});
if
(
type
==
ElementType
::
Quad4
)
{
GOOSEFEM_ASSERT
(
coor
.
shape
(
1
)
==
2
);
GOOSEFEM_ASSERT
(
conn
.
shape
(
1
)
==
4
);
for
(
size_t
i
=
0
;
i
<
4
;
++
i
)
{
auto
n
=
xt
::
view
(
conn
,
xt
::
all
(),
i
);
ret
+=
xt
::
view
(
coor
,
xt
::
keep
(
n
),
xt
::
all
());
}
ret
/=
4.0
;
return
ret
;
}
throw
std
::
runtime_error
(
"Element-type not implemented"
);
}
inline
xt
::
xtensor
<
double
,
2
>
centers
(
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
return
centers
(
coor
,
conn
,
defaultElementType
(
coor
,
conn
));
}
inline
xt
::
xtensor
<
size_t
,
1
>
elemmap2nodemap
(
const
xt
::
xtensor
<
size_t
,
1
>&
elem_map
,
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
,
ElementType
type
)
{
GOOSEFEM_ASSERT
(
xt
::
amax
(
conn
)()
<
coor
.
shape
(
0
));
GOOSEFEM_ASSERT
(
elem_map
.
size
()
==
conn
.
shape
(
0
));
size_t
N
=
coor
.
shape
(
0
);
xt
::
xtensor
<
size_t
,
1
>
ret
=
N
*
xt
::
ones
<
size_t
>
({
N
});
if
(
type
==
ElementType
::
Quad4
)
{
GOOSEFEM_ASSERT
(
coor
.
shape
(
1
)
==
2
);
GOOSEFEM_ASSERT
(
conn
.
shape
(
1
)
==
4
);
for
(
size_t
i
=
0
;
i
<
4
;
++
i
)
{
xt
::
xtensor
<
size_t
,
1
>
t
=
N
*
xt
::
ones
<
size_t
>
({
N
});
auto
old_nd
=
xt
::
view
(
conn
,
xt
::
all
(),
i
);
auto
new_nd
=
xt
::
view
(
conn
,
xt
::
keep
(
elem_map
),
i
);
xt
::
view
(
t
,
xt
::
keep
(
old_nd
))
=
new_nd
;
ret
=
xt
::
where
(
xt
::
equal
(
ret
,
N
),
t
,
ret
);
}
return
ret
;
}
throw
std
::
runtime_error
(
"Element-type not implemented"
);
}
inline
xt
::
xtensor
<
size_t
,
1
>
elemmap2nodemap
(
const
xt
::
xtensor
<
size_t
,
1
>&
elem_map
,
const
xt
::
xtensor
<
double
,
2
>&
coor
,
const
xt
::
xtensor
<
size_t
,
2
>&
conn
)
{
return
elemmap2nodemap
(
elem_map
,
coor
,
conn
,
defaultElementType
(
coor
,
conn
));
}
inline
xt
::
xtensor
<
size_t
,
2
>
overlapping
(
const
xt
::
xtensor
<
double
,
2
>&
coor_a
,
const
xt
::
xtensor
<
double
,
2
>&
coor_b
,
double
rtol
,
double
atol
)
{
GOOSEFEM_ASSERT
(
coor_a
.
shape
(
1
)
==
coor_b
.
shape
(
1
));
std
::
vector
<
size_t
>
ret_a
;
std
::
vector
<
size_t
>
ret_b
;
for
(
size_t
i
=
0
;
i
<
coor_a
.
shape
(
0
);
++
i
)
{
auto
idx
=
xt
::
flatten_indices
(
xt
::
argwhere
(
xt
::
prod
(
xt
::
isclose
(
coor_b
,
xt
::
view
(
coor_a
,
i
,
xt
::
all
()),
rtol
,
atol
),
1
)));
for
(
auto
&
j
:
idx
)
{
ret_a
.
push_back
(
i
);
ret_b
.
push_back
(
j
);
}
}
xt
::
xtensor
<
size_t
,
2
>
ret
=
xt
::
empty
<
size_t
>
({
size_t
(
2
),
ret_a
.
size
()});
for
(
size_t
i
=
0
;
i
<
ret_a
.
size
();
++
i
)
{
ret
(
0
,
i
)
=
ret_a
[
i
];
ret
(
1
,
i
)
=
ret_b
[
i
];
}
return
ret
;
}
}
// namespace Mesh
}
// namespace GooseFEM
#endif
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