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code
pugs
Commits
40493ae2
Commit
40493ae2
authored
2 years ago
by
Stéphane Del Pino
Browse files
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Add missing tests for InterpolateItemArray
parent
d7576af8
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1 merge request
!167
Improve fluxing based remapping
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tests/test_InterpolateItemArray.cpp
+657
-261
657 additions, 261 deletions
tests/test_InterpolateItemArray.cpp
with
657 additions
and
261 deletions
tests/test_InterpolateItemArray.cpp
+
657
−
261
View file @
40493ae2
...
@@ -48,6 +48,8 @@ TEST_CASE("InterpolateItemArray", "[language]")
...
@@ -48,6 +48,8 @@ TEST_CASE("InterpolateItemArray", "[language]")
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all1DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all1DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -115,12 +117,74 @@ let scalar_non_linear_1d: R^1 -> R, x -> 2 * exp(x[0]) + 3;
...
@@ -115,12 +117,74 @@ let scalar_non_linear_1d: R^1 -> R, x -> 2 * exp(x[0]) + 3;
}
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_1d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_1d
).
xj
();
std
::
string_view
data
=
R"(
import math;
let f_1d: R^1 -> (R), x -> (2*x[0] + 2, 2 * exp(x[0]) + 3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_1d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
CellArray
<
double
>
cell_array
{
mesh_1d
->
connectivity
(),
2
};
parallel_for
(
cell_array
.
numberOfItems
(),
PUGS_LAMBDA
(
const
CellId
cell_id
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id
];
cell_array
[
cell_id
][
0
]
=
2
*
x
[
0
]
+
2
;
cell_array
[
cell_id
][
1
]
=
2
*
exp
(
x
[
0
])
+
3
;
});
CellArray
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
);
REQUIRE
(
same_cell_array
(
cell_array
,
interpolate_array
));
}
}
}
}
SECTION
(
"2D"
)
SECTION
(
"2D"
)
{
{
constexpr
size_t
Dimension
=
2
;
constexpr
size_t
Dimension
=
2
;
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all2DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all2DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -188,12 +252,74 @@ let scalar_non_linear_2d: R^2 -> R, x -> 2*exp(x[0])*sin(x[1])+3;
...
@@ -188,12 +252,74 @@ let scalar_non_linear_2d: R^2 -> R, x -> 2*exp(x[0])*sin(x[1])+3;
}
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_2d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_2d
).
xj
();
std
::
string_view
data
=
R"(
import math;
let f_2d: R^2 -> (R), x -> (2*x[0] + 3*x[1] + 2, 2*exp(x[0])*sin(x[1])+3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_2d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
CellArray
<
double
>
cell_array
{
mesh_2d
->
connectivity
(),
2
};
parallel_for
(
cell_array
.
numberOfItems
(),
PUGS_LAMBDA
(
const
CellId
cell_id
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id
];
cell_array
[
cell_id
][
0
]
=
2
*
x
[
0
]
+
3
*
x
[
1
]
+
2
;
cell_array
[
cell_id
][
1
]
=
2
*
exp
(
x
[
0
])
*
sin
(
x
[
1
])
+
3
;
});
CellArray
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
);
REQUIRE
(
same_cell_array
(
cell_array
,
interpolate_array
));
}
}
}
}
SECTION
(
"3D"
)
SECTION
(
"3D"
)
{
{
constexpr
size_t
Dimension
=
3
;
constexpr
size_t
Dimension
=
3
;
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all3DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all3DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -260,6 +386,66 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
...
@@ -260,6 +386,66 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
}
}
}
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_3d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_3d
).
xj
();
std
::
string_view
data
=
R"(
import math;
let f_3d: R^3 -> (R), x -> (2 * x[0] + 3 * x[1] + 2 * x[2] - 1, 2 * exp(x[0]) * sin(x[1]) * x[2] + 3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_3d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
CellArray
<
double
>
cell_array
{
mesh_3d
->
connectivity
(),
2
};
parallel_for
(
cell_array
.
numberOfItems
(),
PUGS_LAMBDA
(
const
CellId
cell_id
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id
];
cell_array
[
cell_id
][
0
]
=
2
*
x
[
0
]
+
3
*
x
[
1
]
+
2
*
x
[
2
]
-
1
;
cell_array
[
cell_id
][
1
]
=
2
*
exp
(
x
[
0
])
*
sin
(
x
[
1
])
*
x
[
2
]
+
3
;
});
CellArray
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
);
REQUIRE
(
same_cell_array
(
cell_array
,
interpolate_array
));
}
}
}
}
}
}
SECTION
(
"interpolate on items list"
)
SECTION
(
"interpolate on items list"
)
...
@@ -281,6 +467,8 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
...
@@ -281,6 +467,8 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all1DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all1DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -349,19 +537,91 @@ let scalar_non_linear_1d: R^1 -> R, x -> 2 * exp(x[0]) + 3;
...
@@ -349,19 +537,91 @@ let scalar_non_linear_1d: R^1 -> R, x -> 2 * exp(x[0]) + 3;
});
});
Table
<
const
double
>
interpolate_array
=
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
}
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_1d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_1d
).
xj
();
Array
<
const
CellId
>
cell_id_list
=
[
&
]
{
Array
<
CellId
>
cell_ids
{
mesh_1d
->
numberOfCells
()
/
2
};
for
(
size_t
i_cell
=
0
;
i_cell
<
cell_ids
.
size
();
++
i_cell
)
{
cell_ids
[
i_cell
]
=
static_cast
<
CellId
>
(
2
*
i_cell
);
}
return
cell_ids
;
}();
std
::
string_view
data
=
R"(
import math;
let f_1d: R^1 -> (R), x -> (2*x[0] + 2, 2 * exp(x[0]) + 3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_1d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
Table
<
double
>
cell_array
{
cell_id_list
.
size
(),
2
};
parallel_for
(
cell_id_list
.
size
(),
PUGS_LAMBDA
(
const
size_t
i
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id_list
[
i
]];
cell_array
[
i
][
0
]
=
2
*
x
[
0
]
+
2
;
cell_array
[
i
][
1
]
=
2
*
exp
(
x
[
0
])
+
3
;
});
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
}
}
SECTION
(
"2D"
)
SECTION
(
"2D"
)
{
{
constexpr
size_t
Dimension
=
2
;
constexpr
size_t
Dimension
=
2
;
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all2DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all2DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -427,19 +687,88 @@ let scalar_non_linear_2d: R^2 -> R, x -> 2*exp(x[0])*sin(x[1])+3;
...
@@ -427,19 +687,88 @@ let scalar_non_linear_2d: R^2 -> R, x -> 2*exp(x[0])*sin(x[1])+3;
});
});
Table
<
const
double
>
interpolate_array
=
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
}
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_2d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_2d
).
xj
();
Array
<
CellId
>
cell_id_list
{
mesh_2d
->
numberOfCells
()
/
2
};
for
(
size_t
i_cell
=
0
;
i_cell
<
cell_id_list
.
size
();
++
i_cell
)
{
cell_id_list
[
i_cell
]
=
static_cast
<
CellId
>
(
2
*
i_cell
);
}
std
::
string_view
data
=
R"(
import math;
let f_2d: R^2 -> (R), x -> (2*x[0] + 3*x[1] + 2, 2*exp(x[0])*sin(x[1])+3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_2d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
Table
<
double
>
cell_array
{
cell_id_list
.
size
(),
2
};
parallel_for
(
cell_id_list
.
size
(),
PUGS_LAMBDA
(
const
size_t
i
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id_list
[
i
]];
cell_array
[
i
][
0
]
=
2
*
x
[
0
]
+
3
*
x
[
1
]
+
2
;
cell_array
[
i
][
1
]
=
2
*
exp
(
x
[
0
])
*
sin
(
x
[
1
])
+
3
;
});
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
}
}
SECTION
(
"3D"
)
SECTION
(
"3D"
)
{
{
constexpr
size_t
Dimension
=
3
;
constexpr
size_t
Dimension
=
3
;
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all3DMeshes
();
std
::
array
mesh_list
=
MeshDataBaseForTests
::
get
().
all3DMeshes
();
SECTION
(
"from list of -> R"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
SECTION
(
named_mesh
.
name
())
{
{
...
@@ -505,7 +834,73 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
...
@@ -505,7 +834,73 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
});
});
Table
<
const
double
>
interpolate_array
=
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
}
SECTION
(
"from -> (R)"
)
{
for
(
const
auto
&
named_mesh
:
mesh_list
)
{
SECTION
(
named_mesh
.
name
())
{
auto
mesh_3d
=
named_mesh
.
mesh
();
auto
xj
=
MeshDataManager
::
instance
().
getMeshData
(
*
mesh_3d
).
xj
();
Array
<
CellId
>
cell_id_list
{
mesh_3d
->
numberOfCells
()
/
2
};
for
(
size_t
i_cell
=
0
;
i_cell
<
cell_id_list
.
size
();
++
i_cell
)
{
cell_id_list
[
i_cell
]
=
static_cast
<
CellId
>
(
2
*
i_cell
);
}
std
::
string_view
data
=
R"(
import math;
let f_3d: R^3 -> (R), x -> (2 * x[0] + 3 * x[1] + 2 * x[2] - 1, 2 * exp(x[0]) * sin(x[1]) * x[2] + 3);
)"
;
TAO_PEGTL_NAMESPACE
::
string_input
input
{
data
,
"test.pgs"
};
auto
ast
=
ASTBuilder
::
build
(
input
);
ASTModulesImporter
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
import_instruction
>
{
*
ast
};
ASTSymbolTableBuilder
{
*
ast
};
ASTNodeDataTypeBuilder
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
var_declaration
>
{
*
ast
};
ASTNodeTypeCleaner
<
language
::
fct_declaration
>
{
*
ast
};
ASTNodeExpressionBuilder
{
*
ast
};
std
::
shared_ptr
<
SymbolTable
>
symbol_table
=
ast
->
m_symbol_table
;
TAO_PEGTL_NAMESPACE
::
position
position
{
TAO_PEGTL_NAMESPACE
::
internal
::
iterator
{
"fixture"
},
"fixture"
};
position
.
byte
=
data
.
size
();
// ensure that variables are declared at this point
std
::
vector
<
FunctionSymbolId
>
function_symbol_id_list
;
{
auto
[
i_symbol
,
found
]
=
symbol_table
->
find
(
"f_3d"
,
position
);
REQUIRE
(
found
);
REQUIRE
(
i_symbol
->
attributes
().
dataType
()
==
ASTNodeDataType
::
function_t
);
function_symbol_id_list
.
push_back
(
FunctionSymbolId
(
std
::
get
<
uint64_t
>
(
i_symbol
->
attributes
().
value
()),
symbol_table
));
}
Table
<
double
>
cell_array
{
cell_id_list
.
size
(),
2
};
parallel_for
(
cell_id_list
.
size
(),
PUGS_LAMBDA
(
const
size_t
i
)
{
const
TinyVector
<
Dimension
>&
x
=
xj
[
cell_id_list
[
i
]];
cell_array
[
i
][
0
]
=
2
*
x
[
0
]
+
3
*
x
[
1
]
+
2
*
x
[
2
]
-
1
;
cell_array
[
i
][
1
]
=
2
*
exp
(
x
[
0
])
*
sin
(
x
[
1
])
*
x
[
2
]
+
3
;
});
Table
<
const
double
>
interpolate_array
=
InterpolateItemArray
<
double
(
TinyVector
<
Dimension
>
)
>::
interpolate
(
function_symbol_id_list
,
xj
,
cell_id_list
);
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
REQUIRE
(
same_cell_value
(
cell_array
,
interpolate_array
));
}
}
...
@@ -513,3 +908,4 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
...
@@ -513,3 +908,4 @@ let scalar_non_linear_3d: R^3 -> R, x -> 2 * exp(x[0]) * sin(x[1]) * x[2] + 3;
}
}
}
}
}
}
}
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