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Larry Price
gmsh
Commits
20a9d05a
Commit
20a9d05a
authored
20 years ago
by
Christophe Geuzaine
Browse files
Options
Downloads
Patches
Plain Diff
Generalized Plugin(Extract) so that it can also create tensor views
parent
036f789b
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No related merge requests found
Changes
3
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3 changed files
Plugin/Extract.cpp
+107
-57
107 additions, 57 deletions
Plugin/Extract.cpp
doc/VERSIONS
+3
-2
3 additions, 2 deletions
doc/VERSIONS
doc/texinfo/opt_plugin.texi
+28
-13
28 additions, 13 deletions
doc/texinfo/opt_plugin.texi
with
138 additions
and
72 deletions
Plugin/Extract.cpp
+
107
−
57
View file @
20a9d05a
// $Id: Extract.cpp,v 1.1
7
2005-0
1
-0
1 19:35:39
geuzaine Exp $
// $Id: Extract.cpp,v 1.1
8
2005-0
3
-0
3 22:06:06
geuzaine Exp $
//
// Copyright (C) 1997-2005 C. Geuzaine, J.-F. Remacle
//
...
...
@@ -39,7 +39,13 @@ StringXNumber ExtractOptions_Number[] = {
StringXString
ExtractOptions_String
[]
=
{
{
GMSH_FULLRC
,
"Expression0"
,
NULL
,
"v0"
},
{
GMSH_FULLRC
,
"Expression1"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression2"
,
NULL
,
""
}
{
GMSH_FULLRC
,
"Expression2"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression3"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression4"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression5"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression6"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression7"
,
NULL
,
""
},
{
GMSH_FULLRC
,
"Expression8"
,
NULL
,
""
}
};
extern
"C"
...
...
@@ -66,19 +72,22 @@ void GMSH_ExtractPlugin::getInfos(char *author, char *copyright, char *help_text
strcpy
(
copyright
,
"DGR (www.multiphysics.com)"
);
strcpy
(
help_text
,
"Plugin(Extract) extracts a combination of
\n
"
"components from the view `iView'. If
\n
"
"`Expression1' or `Expression2' is empty, the
\n
"
"plugin creates a scalar view using
\n
"
"`Expression0'; otherwise the plugin creates
\n
"
"a vector view. In addition to the usual
\n
"
"mathematical functions (Exp, Log, Sqrt, Sin,
\n
"
"Cos, Fabs, etc.) and operators (+, -, *, /, ^),
\n
"
"the expressions can contain the symbols v0,
\n
"
"v1, v2, ..., vn, which represent the n
\n
"
"components of the field, and the symbols x, y
\n
"
"and z, which represent the three spatial
\n
"
"coordinates. If `iView' < 0, the plugin is
\n
"
"run on the current view.
\n
"
"components from the view `iView'. If only
\n
"
"`Expression0' is given (and `Expression1',
\n
"
"..., `Expression8' are all empty), the plugin
\n
"
"creates a scalar view. If `Expression0',
\n
"
"`Expression1' and/or `Expression2' are given
\n
"
"(and `Expression3', ..., `Expression8' are all
\n
"
"empty) the plugin creates a vector view.
\n
"
"Otherwise the plugin creates a tensor view.
\n
"
"In addition to the usual mathematical functions
\n
"
"(Exp, Log, Sqrt, Sin, Cos, Fabs, etc.) and
\n
"
"operators (+, -, *, /, ^), all expressions
\n
"
"can contain the symbols v0, v1, v2, ..., vn,
\n
"
"which represent the n components of the field,
\n
"
"and the symbols x, y and z, which represent
\n
"
"the three spatial coordinates. If `iView' < 0,
\n
"
"the plugin is run on the current view.
\n
"
"
\n
"
"Plugin(Extract) creates one new view.
\n
"
);
}
...
...
@@ -108,9 +117,10 @@ void GMSH_ExtractPlugin::catchErrorMessage(char *errorMessage) const
strcpy
(
errorMessage
,
"Extract failed..."
);
}
static
void
extract
(
char
*
expr
[
3
],
List_T
*
inList
,
int
inNb
,
static
void
extract
(
char
*
expr
[
9
],
List_T
*
inList
,
int
inNb
,
List_T
*
outListScalar
,
int
*
outNbScalar
,
List_T
*
outListVector
,
int
*
outNbVector
,
List_T
*
outListTensor
,
int
*
outNbTensor
,
int
nbTime
,
int
nbNod
,
int
nbComp
)
{
if
(
!
inNb
)
...
...
@@ -119,22 +129,32 @@ static void extract(char *expr[3], List_T *inList, int inNb,
int
outNbComp
,
*
outNb
;
List_T
*
outList
;
if
(
!
strlen
(
expr
[
1
])
||
!
strlen
(
expr
[
2
])){
outNbComp
=
1
;
outNb
=
outNbScalar
;
outList
=
outListScalar
;
if
(
strlen
(
expr
[
3
])
||
strlen
(
expr
[
4
])
||
strlen
(
expr
[
5
])
||
strlen
(
expr
[
6
])
||
strlen
(
expr
[
7
])
||
strlen
(
expr
[
8
])){
outNbComp
=
9
;
outNb
=
outNbTensor
;
outList
=
outListTensor
;
for
(
int
i
=
0
;
i
<
9
;
i
++
)
if
(
!
strlen
(
expr
[
i
]))
expr
[
i
]
=
"0"
;
}
else
{
else
if
(
strlen
(
expr
[
1
])
||
strlen
(
expr
[
2
]))
{
outNbComp
=
3
;
outNb
=
outNbVector
;
outList
=
outListVector
;
for
(
int
i
=
0
;
i
<
3
;
i
++
)
if
(
!
strlen
(
expr
[
i
]))
expr
[
i
]
=
"0"
;
}
else
{
outNbComp
=
1
;
outNb
=
outNbScalar
;
outList
=
outListScalar
;
}
// if we have MathEval, we can evaluate arbitrary expressions;
// otherwise, we only allow to extract single components
#if defined(HAVE_MATH_EVAL)
void
*
f
[
3
]
=
{
NULL
,
NULL
,
NULL
};
void
*
f
[
9
]
=
{
NULL
,
NULL
,
NULL
,
NULL
,
NULL
,
NULL
,
NULL
,
NULL
,
NULL
};
for
(
int
i
=
0
;
i
<
outNbComp
;
i
++
){
f
[
i
]
=
evaluator_create
(
expr
[
i
]);
if
(
!
f
[
i
]){
...
...
@@ -145,7 +165,7 @@ static void extract(char *expr[3], List_T *inList, int inNb,
}
}
#else
int
comp
[
3
]
=
{
0
,
0
,
0
};
int
comp
[
9
]
=
{
0
,
0
,
0
,
0
,
0
,
0
,
0
,
0
,
0
};
for
(
int
i
=
0
;
i
<
outNbComp
;
i
++
){
if
(
!
strcmp
(
expr
[
i
],
"v0"
))
comp
[
i
]
=
0
;
else
if
(
!
strcmp
(
expr
[
i
],
"v1"
))
comp
[
i
]
=
1
;
...
...
@@ -202,9 +222,15 @@ static void extract(char *expr[3], List_T *inList, int inNb,
Post_View
*
GMSH_ExtractPlugin
::
execute
(
Post_View
*
v
)
{
int
iView
=
(
int
)
ExtractOptions_Number
[
0
].
def
;
char
*
expr
[
3
]
=
{
ExtractOptions_String
[
0
].
def
,
char
*
expr
[
9
]
=
{
ExtractOptions_String
[
0
].
def
,
ExtractOptions_String
[
1
].
def
,
ExtractOptions_String
[
2
].
def
};
ExtractOptions_String
[
2
].
def
,
ExtractOptions_String
[
3
].
def
,
ExtractOptions_String
[
4
].
def
,
ExtractOptions_String
[
5
].
def
,
ExtractOptions_String
[
6
].
def
,
ExtractOptions_String
[
7
].
def
,
ExtractOptions_String
[
8
].
def
};
if
(
iView
<
0
)
iView
=
v
?
v
->
Index
:
0
;
...
...
@@ -218,37 +244,61 @@ Post_View *GMSH_ExtractPlugin::execute(Post_View * v)
Post_View
*
v2
=
BeginView
(
1
);
// points
extract
(
expr
,
v1
->
SP
,
v1
->
NbSP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v1
->
NbTimeStep
,
1
,
1
);
extract
(
expr
,
v1
->
VP
,
v1
->
NbVP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v1
->
NbTimeStep
,
1
,
3
);
extract
(
expr
,
v1
->
TP
,
v1
->
NbTP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v1
->
NbTimeStep
,
1
,
9
);
extract
(
expr
,
v1
->
SP
,
v1
->
NbSP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v2
->
TP
,
&
v2
->
NbTP
,
v1
->
NbTimeStep
,
1
,
1
);
extract
(
expr
,
v1
->
VP
,
v1
->
NbVP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v2
->
TP
,
&
v2
->
NbTP
,
v1
->
NbTimeStep
,
1
,
3
);
extract
(
expr
,
v1
->
TP
,
v1
->
NbTP
,
v2
->
SP
,
&
v2
->
NbSP
,
v2
->
VP
,
&
v2
->
NbVP
,
v2
->
TP
,
&
v2
->
NbTP
,
v1
->
NbTimeStep
,
1
,
9
);
// lines
extract
(
expr
,
v1
->
SL
,
v1
->
NbSL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v1
->
NbTimeStep
,
2
,
1
);
extract
(
expr
,
v1
->
VL
,
v1
->
NbVL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v1
->
NbTimeStep
,
2
,
3
);
extract
(
expr
,
v1
->
TL
,
v1
->
NbTL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v1
->
NbTimeStep
,
2
,
9
);
extract
(
expr
,
v1
->
SL
,
v1
->
NbSL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v2
->
TL
,
&
v2
->
NbTL
,
v1
->
NbTimeStep
,
2
,
1
);
extract
(
expr
,
v1
->
VL
,
v1
->
NbVL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v2
->
TL
,
&
v2
->
NbTL
,
v1
->
NbTimeStep
,
2
,
3
);
extract
(
expr
,
v1
->
TL
,
v1
->
NbTL
,
v2
->
SL
,
&
v2
->
NbSL
,
v2
->
VL
,
&
v2
->
NbVL
,
v2
->
TL
,
&
v2
->
NbTL
,
v1
->
NbTimeStep
,
2
,
9
);
// triangles
extract
(
expr
,
v1
->
ST
,
v1
->
NbST
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v1
->
NbTimeStep
,
3
,
1
);
extract
(
expr
,
v1
->
VT
,
v1
->
NbVT
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v1
->
NbTimeStep
,
3
,
3
);
extract
(
expr
,
v1
->
TT
,
v1
->
NbTT
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v1
->
NbTimeStep
,
3
,
9
);
extract
(
expr
,
v1
->
ST
,
v1
->
NbST
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v2
->
TT
,
&
v2
->
NbTT
,
v1
->
NbTimeStep
,
3
,
1
);
extract
(
expr
,
v1
->
VT
,
v1
->
NbVT
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v2
->
TT
,
&
v2
->
NbTT
,
v1
->
NbTimeStep
,
3
,
3
);
extract
(
expr
,
v1
->
TT
,
v1
->
NbTT
,
v2
->
ST
,
&
v2
->
NbST
,
v2
->
VT
,
&
v2
->
NbVT
,
v2
->
TT
,
&
v2
->
NbTT
,
v1
->
NbTimeStep
,
3
,
9
);
// quadrangles
extract
(
expr
,
v1
->
SQ
,
v1
->
NbSQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v1
->
NbTimeStep
,
4
,
1
);
extract
(
expr
,
v1
->
VQ
,
v1
->
NbVQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v1
->
NbTimeStep
,
4
,
3
);
extract
(
expr
,
v1
->
TQ
,
v1
->
NbTQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v1
->
NbTimeStep
,
4
,
9
);
extract
(
expr
,
v1
->
SQ
,
v1
->
NbSQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v2
->
TQ
,
&
v2
->
NbTQ
,
v1
->
NbTimeStep
,
4
,
1
);
extract
(
expr
,
v1
->
VQ
,
v1
->
NbVQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v2
->
TQ
,
&
v2
->
NbTQ
,
v1
->
NbTimeStep
,
4
,
3
);
extract
(
expr
,
v1
->
TQ
,
v1
->
NbTQ
,
v2
->
SQ
,
&
v2
->
NbSQ
,
v2
->
VQ
,
&
v2
->
NbVQ
,
v2
->
TQ
,
&
v2
->
NbTQ
,
v1
->
NbTimeStep
,
4
,
9
);
// tets
extract
(
expr
,
v1
->
SS
,
v1
->
NbSS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v1
->
NbTimeStep
,
4
,
1
);
extract
(
expr
,
v1
->
VS
,
v1
->
NbVS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v1
->
NbTimeStep
,
4
,
3
);
extract
(
expr
,
v1
->
TS
,
v1
->
NbTS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v1
->
NbTimeStep
,
4
,
9
);
extract
(
expr
,
v1
->
SS
,
v1
->
NbSS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v2
->
TS
,
&
v2
->
NbTS
,
v1
->
NbTimeStep
,
4
,
1
);
extract
(
expr
,
v1
->
VS
,
v1
->
NbVS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v2
->
TS
,
&
v2
->
NbTS
,
v1
->
NbTimeStep
,
4
,
3
);
extract
(
expr
,
v1
->
TS
,
v1
->
NbTS
,
v2
->
SS
,
&
v2
->
NbSS
,
v2
->
VS
,
&
v2
->
NbVS
,
v2
->
TS
,
&
v2
->
NbTS
,
v1
->
NbTimeStep
,
4
,
9
);
// hexas
extract
(
expr
,
v1
->
SH
,
v1
->
NbSH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v1
->
NbTimeStep
,
8
,
1
);
extract
(
expr
,
v1
->
VH
,
v1
->
NbVH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v1
->
NbTimeStep
,
8
,
3
);
extract
(
expr
,
v1
->
TH
,
v1
->
NbTH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v1
->
NbTimeStep
,
8
,
9
);
extract
(
expr
,
v1
->
SH
,
v1
->
NbSH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v2
->
TH
,
&
v2
->
NbTH
,
v1
->
NbTimeStep
,
8
,
1
);
extract
(
expr
,
v1
->
VH
,
v1
->
NbVH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v2
->
TH
,
&
v2
->
NbTH
,
v1
->
NbTimeStep
,
8
,
3
);
extract
(
expr
,
v1
->
TH
,
v1
->
NbTH
,
v2
->
SH
,
&
v2
->
NbSH
,
v2
->
VH
,
&
v2
->
NbVH
,
v2
->
TH
,
&
v2
->
NbTH
,
v1
->
NbTimeStep
,
8
,
9
);
// prisms
extract
(
expr
,
v1
->
SI
,
v1
->
NbSI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v1
->
NbTimeStep
,
6
,
1
);
extract
(
expr
,
v1
->
VI
,
v1
->
NbVI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v1
->
NbTimeStep
,
6
,
3
);
extract
(
expr
,
v1
->
TI
,
v1
->
NbTI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v1
->
NbTimeStep
,
6
,
9
);
extract
(
expr
,
v1
->
SI
,
v1
->
NbSI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v2
->
TI
,
&
v2
->
NbTI
,
v1
->
NbTimeStep
,
6
,
1
);
extract
(
expr
,
v1
->
VI
,
v1
->
NbVI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v2
->
TI
,
&
v2
->
NbTI
,
v1
->
NbTimeStep
,
6
,
3
);
extract
(
expr
,
v1
->
TI
,
v1
->
NbTI
,
v2
->
SI
,
&
v2
->
NbSI
,
v2
->
VI
,
&
v2
->
NbVI
,
v2
->
TI
,
&
v2
->
NbTI
,
v1
->
NbTimeStep
,
6
,
9
);
// pyramids
extract
(
expr
,
v1
->
SY
,
v1
->
NbSY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v1
->
NbTimeStep
,
5
,
1
);
extract
(
expr
,
v1
->
VY
,
v1
->
NbVY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v1
->
NbTimeStep
,
5
,
3
);
extract
(
expr
,
v1
->
TY
,
v1
->
NbTY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v1
->
NbTimeStep
,
5
,
9
);
extract
(
expr
,
v1
->
SY
,
v1
->
NbSY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v2
->
TY
,
&
v2
->
NbTY
,
v1
->
NbTimeStep
,
5
,
1
);
extract
(
expr
,
v1
->
VY
,
v1
->
NbVY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v2
->
TY
,
&
v2
->
NbTY
,
v1
->
NbTimeStep
,
5
,
3
);
extract
(
expr
,
v1
->
TY
,
v1
->
NbTY
,
v2
->
SY
,
&
v2
->
NbSY
,
v2
->
VY
,
&
v2
->
NbVY
,
v2
->
TY
,
&
v2
->
NbTY
,
v1
->
NbTimeStep
,
5
,
9
);
// copy time data
for
(
int
i
=
0
;
i
<
List_Nbr
(
v1
->
Time
);
i
++
)
...
...
This diff is collapsed.
Click to expand it.
doc/VERSIONS
+
3
−
2
View file @
20a9d05a
$Id: VERSIONS,v 1.31
2
2005-03-03
15:07:29
geuzaine Exp $
$Id: VERSIONS,v 1.31
3
2005-03-03
22:06:06
geuzaine Exp $
New since 1.59: added support for discrete curves; new Window menu on
Mac OS X; generalized all octree-based plugins (CutGrid, StreamLines,
Probe, etc.) to handle all element types (and not only scalar and
vector triangles+tetrahedra); fixed various small bugs.
vector triangles+tetrahedra); generalized Plugin(Evaluate) and
Plugin(Extract); fixed various small bugs.
New in 1.59: added support for discrete (triangulated) surfaces,
either in STL format or with the new "Discrete Surface" command; added
...
...
This diff is collapsed.
Click to expand it.
doc/texinfo/opt_plugin.texi
+
28
−
13
View file @
20a9d05a
...
...
@@ -376,19 +376,22 @@ Default value: @code{-1}
@item Plugin(Extract)
Plugin(Extract) extracts a combination of
components from the view `iView'. If
`Expression1' or `Expression2' is empty, the
plugin creates a scalar view using
`Expression0'; otherwise the plugin creates
a vector view. In addition to the usual
mathematical functions (Exp, Log, Sqrt, Sin,
Cos, Fabs, etc.) and operators (+, -, *, /, ^),
the expressions can contain the symbols v0,
v1, v2, ..., vn, which represent the n
components of the field, and the symbols x, y
and z, which represent the three spatial
coordinates. If `iView' < 0, the plugin is
run on the current view.
components from the view `iView'. If only
`Expression0' is given (and `Expression1',
..., `Expression8' are all empty), the plugin
creates a scalar view. If `Expression0',
`Expression1' and/or `Expression2' are given
(and `Expression3', ..., `Expression8' are all
empty) the plugin creates a vector view.
Otherwise the plugin creates a tensor view.
In addition to the usual mathematical functions
(Exp, Log, Sqrt, Sin, Cos, Fabs, etc.) and
operators (+, -, *, /, ^), all expressions
can contain the symbols v0, v1, v2, ..., vn,
which represent the n components of the field,
and the symbols x, y and z, which represent
the three spatial coordinates. If `iView' < 0,
the plugin is run on the current view.
Plugin(Extract) creates one new view.
...
...
@@ -400,6 +403,18 @@ Default value: @code{"v0"}
Default value: @code{""}
@item Expression2
Default value: @code{""}
@item Expression3
Default value: @code{""}
@item Expression4
Default value: @code{""}
@item Expression5
Default value: @code{""}
@item Expression6
Default value: @code{""}
@item Expression7
Default value: @code{""}
@item Expression8
Default value: @code{""}
@end table
Numeric options:
@table @code
...
...
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