PAL13473 (Build repetitive mesh):

	new meshers documentation

diff --git a/doc/salome/gui/SMESH/files/about_meshing_algorithms.htm b/doc/salome/gui/SMESH/files/about_meshing_algorithms.htm
index 213fa1f1357f3cb0bcec5044517be8df3502837f..36e1ae182674a746aa6db4f3fa33109cfe100326 100755 (executable)
--- a/doc/salome/gui/SMESH/files/about_meshing_algorithms.htm
+++ b/doc/salome/gui/SMESH/files/about_meshing_algorithms.htm
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@@ -78,7 +79,7 @@ if (window.gbWhTopic)
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        if (window.setRelStartPage)\r
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-       addTocInfo("MESH module\nCreating meshes\nDefining meshing algorithms");\r
+       addTocInfo("MESH module\nCreating meshes\nDefining Algorithms\nBasic meshing algorithms");\r
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 </script>\r
-<h1>Defining meshing algorithms</h1>\r
+<h1>Basic meshing algorithms</h1>\r
 \r
 <p><img src="../i_blue.jpg" x-maintain-ratio="TRUE" width="30px" height="30px" border="0" class="img_whs1"> The MESH module contains a set of meshing algorithms, \r
  which are used for meshing entities (1D, 2D, 3D) composing geometrical \r
- objects. They are as follows:</p>\r
+ objects. </p>\r
 \r
 <p>&nbsp;</p>\r
 \r
@@ -145,11 +146,11 @@ if (window.writeIntopicBar)
        \r
        <ul type="circle" class="whs3">\r
                \r
-               <li class=kadov-p><p>Triangle meshing algorithm - Faces are split \r
- into triangular elements.</p></li>\r
+               <li class=kadov-p><p>Triangle meshing algorithms (Mefisto and Netgen \r
+ 1D-2D ) - Faces are split into triangular elements.</p></li>\r
                \r
-               <li class=kadov-p><p>Quadrangle meshing algorithm - Faces are split \r
- into quadrangular elements.</p></li>\r
+               <li class=kadov-p><p>Quadrangle meshing algorithm (Mapping) - Faces \r
+ are split into quadrangular elements.</p></li>\r
        </ul>\r
 </ul>\r
 \r
@@ -182,8 +183,8 @@ if (window.writeIntopicBar)
        \r
        <ul type="circle" class="whs3">\r
                \r
-               <li class=kadov-p><p>Hexahedron meshing algorithm - Volumes are \r
- split into hexahedral (cubic) elements. </p></li>\r
+               <li class=kadov-p><p>Hexahedron meshing algorithm (i,j,k) - Volumes \r
+ are split into hexahedral (cubic) elements. </p></li>\r
                \r
                <li class=kadov-p><p>Tetrahedron (Netgen) meshing algorithm - Volumes \r
  are split into tetrahedral (pyramidal) elements. </p></li>\r
@@ -205,11 +206,26 @@ if (window.writeIntopicBar)
 \r
 <p>&nbsp;</p>\r
 \r
-<h4>To apply a meshing algorithm:</h4>\r
+<p>&nbsp;</p>\r
+\r
+<p>There also is a number of more specific algorithms: </p>\r
 \r
-<p class="whs21">Select this algorithm in the <span style="font-weight: bold;"><B><a href="constructing_meshes.htm">Create Mesh</a> </B></span>dialog box.</p>\r
+<ul type="disc" class="whs2">\r
+       \r
+       <li class=kadov-p><p><a href="../projection_algorithms.htm">for meshing \r
+ by projection of another mesh</a></p></li>\r
+       \r
+       <li class=kadov-p><p><a href="../radial_prism.htm">for meshing geometrical \r
+ objects with cavities</a></p></li>\r
+       \r
+       <li class=kadov-p><p><a href="../prism_3d_algorithm.htm">for meshing \r
+ prismatic shapes.</a> </p></li>\r
+</ul>\r
 \r
-<p class="whs21">&nbsp;</p>\r
+<h4 class="whs21"><a href="constructing_meshes.htm">Constructing \r
+ meshes</a> <span style="font-weight: normal;">page describes in detail \r
+ how to apply meshing algorithms.</span><a href="constructing_meshes.htm" style="font-weight: bold;"> \r
+ </a></h4>\r
 \r
 <p class="whs22"><span style="font-weight: bold;"><B>See Also</B></span> \r
  a sample TUI Script of a <a href="../defining_hypotheses_tui.htm#bookmark8">Define \r

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diff --git a/doc/salome/gui/SMESH/pics/projection_3d.png b/doc/salome/gui/SMESH/pics/projection_3d.png
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diff --git a/doc/salome/gui/SMESH/prism_3d_algorithm.htm b/doc/salome/gui/SMESH/prism_3d_algorithm.htm
new file mode 100644 (file)
index 0000000..da64656
--- /dev/null
+++ b/doc/salome/gui/SMESH/prism_3d_algorithm.htm
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+<html>\r
+\r
+<head>\r
+<title>Prism 3D Algorithm</title>\r
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+</style><script type="text/javascript" language="javascript1.2" src="whmsg.js"></script>\r
+<script type="text/javascript" language="javascript" src="whver.js"></script>\r
+<script type="text/javascript" language="javascript1.2" src="whproxy.js"></script>\r
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+<!--\r
+if (window.gbWhTopic)\r
+{\r
+       if (window.setRelStartPage)\r
+       {\r
+       addTocInfo("MESH module\nCreating meshes\nDefining Algorithms\nPrism 3D Algorithm");\r
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+<body><script type="text/javascript" language="javascript1.2">\r
+<!--\r
+if (window.writeIntopicBar)\r
+       writeIntopicBar(4);\r
+//-->\r
+</script>\r
+<h1>Prism 3D Algorithm</h1>\r
+\r
+<p>Prism 3D algorithm can be used for meshing prisms, i.e. <span style="font-weight: bold;"><B>3D \r
+ Shapes</B></span> defined by<span style="margin-left: 24px;\r
+                                                                               margin-top: 0pt;\r
+                                                                               margin-bottom: 0pt;"> two opposing \r
+ faces having the same number of vertices and edges and meshed using the \r
+ <a href="projection_algorithms.htm">2D Projection</a> algorithm. These \r
+ two faces should be connected by quadrangle &quot;side&quot; faces.</span></p>\r
+\r
+<p><span style="margin-left: 24px;\r
+                               margin-top: 0pt;\r
+                               margin-bottom: 0pt;">The opposing faces can be meshed with \r
+ either quadrangles or triangles, while the side faces should be meshed \r
+ with quadranglees only. </span></p>\r
+\r
+<p class="whs1"><img src="image157.gif" width="324px" height="337px" border="0" class="img_whs2"></p>\r
+\r
+<p class="whs1">&nbsp;</p>\r
+\r
+<p class="whs3">As you can see, the <span style="font-weight: bold;"><B>Prism3D</B></span> \r
+ algorithm permits to build and to have in the same 3D mesh such elements \r
+ as hexahedrons, prisms and polyhedrons.</p>\r
+\r
+<script type="text/javascript" language="javascript1.2">\r
+<!--\r
+if (window.writeIntopicBar)\r
+       writeIntopicBar(0);\r
+//-->\r
+</script>\r
+</body>\r
+</html>\r

diff --git a/doc/salome/gui/SMESH/projection_algorithms.htm b/doc/salome/gui/SMESH/projection_algorithms.htm
new file mode 100644 (file)
index 0000000..3e1059b
--- /dev/null
+++ b/doc/salome/gui/SMESH/projection_algorithms.htm
@@ -0,0 +1,179 @@
+<!doctype HTML public "-//W3C//DTD HTML 4.0 Frameset//EN">\r
+\r
+<html>\r
+\r
+<head>\r
+<title>Projection Algorithms</title>\r
+<meta http-equiv="content-type" content="text/html; charset=windows-1252">\r
+<meta name="generator" content="RoboHelp by eHelp Corporation www.ehelp.com"><style type="text/css">\r
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+  document.write(strNSS);\r
+}\r
+//-->\r
+</script>\r
+<script type="text/javascript" language="JavaScript" title="WebHelpInlineScript">\r
+<!--\r
+function reDo() {\r
+  if (innerWidth != origWidth || innerHeight != origHeight)\r
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+}\r
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+<style type="text/css">\r
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+-->\r
+</style><script type="text/javascript" language="javascript1.2" src="whmsg.js"></script>\r
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+<script type="text/javascript" language="javascript1.2">\r
+<!--\r
+if (window.gbWhTopic)\r
+{\r
+       if (window.setRelStartPage)\r
+       {\r
+       addTocInfo("MESH module\nCreating meshes\nDefining Algorithms\nProjection Algorithms");\r
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+</head>\r
+<body><script type="text/javascript" language="javascript1.2">\r
+<!--\r
+if (window.writeIntopicBar)\r
+       writeIntopicBar(4);\r
+//-->\r
+</script>\r
+<h1>Projection Algorithms</h1>\r
+\r
+<p class="whs1">Projection algorithms allow \r
+ to define the mesh of a geometrical object by the projection of another \r
+ already meshed geometrical object. </p>\r
+\r
+<p class="whs1">&nbsp;</p>\r
+\r
+<p class="whs1"><span style="font-weight: bold;"><B>Projection \r
+ 1D</B></span> algorithm permits to define the mesh of an edge by the projection \r
+ of another already meshed edge.</p>\r
+\r
+<p class="whs1">To apply this algorithm \r
+ select the edge to be meshed (indicated in the field <span style="font-weight: bold;"><B>Geometry</B></span> \r
+ of<span style="font-weight: bold;"><B> Create mesh</B></span> dialog box), <span \r
+ style="font-weight: bold;"><B>Projection 1D</B></span> in the list of 1D algorithms \r
+ and click the <img src="image122.gif" width="30px" height="29px" border="0" class="img_whs2"> button. The following dialog box will appear: \r
+ </p>\r
+\r
+<p class="whs3"><img src="pics/projection_1d.png" x-maintain-ratio="TRUE" width="270px" height="285px" border="0" class="img_whs4"></p>\r
+\r
+<p>In this menu you can define the <span style="font-weight: bold;"><B>Name</B></span> \r
+ of the algorithm, the algeady meshed source <span style="font-weight: bold;"><B>Edge</B></span> \r
+ and the <span style="font-weight: bold;"><B>Mesh</B></span> (optional, use it \r
+ if there are several different meshes on the same edge). It could also \r
+ be necessary to define the orientation of edges, which is done by indicating \r
+ the <span style="font-weight: bold;"><B>Source Vertex</B></span> being the first \r
+ point of the Source Edge and the <span style="font-weight: bold;"><B>Target \r
+ Vertex </B></span>being the first point of the created <span style="font-weight: bold;"><B>Edge.</B></span></p>\r
+\r
+<p><span style="font-weight: bold;"><B>Projection 2D</B></span> algorithm<span \r
+ style="font-weight: bold;"> <B></B></span>permits to define the mesh of a face \r
+ by the projection of another already meshed face. This algorithm works \r
+ only if all edges of the<span style="font-weight: bold;"> <B></B></span>target \r
+ face have been meshed as 1D Projections of the edges of the source face.</p>\r
+\r
+<p>To apply this algorithm select the face to be meshed (indicated in the \r
+ field <span style="font-weight: bold;"><B>Geometry</B></span> of<span style="font-weight: bold;"><B> \r
+ Create mesh</B></span> dialog box), <span style="font-weight: bold;"><B>Projection \r
+ 2D</B></span> in the list of 2D algorithms and click the <img src="image122.gif" width="30px" height="29px" border="0" class="img_whs5"> button. \r
+ The following dialog box will appear: </p>\r
+\r
+<p class="whs3"><img src="pics/projection_2d.png" x-maintain-ratio="TRUE" width="280px" height="351px" border="0" class="img_whs6"></p>\r
+\r
+<p>In this menu you can define the <span style="font-weight: bold;"><B>Name</B></span> \r
+ of the algorithm, the algeady meshed source <span style="font-weight: bold;"><B>Face</B></span> \r
+ and the <span style="font-weight: bold;"><B>Mesh</B></span> (optional, use it \r
+ if there are several different meshes on the same face). It could also \r
+ be necessary to define the orientation of mesh on the face, which is done \r
+ by indicating two <span style="font-weight: bold;"><B>Source Vertices, </B></span>which \r
+ belong to the same edge of the<span style="font-weight: bold;"> <B></B></span>source \r
+ face, and two<span style="font-weight: bold;"><B> Target Vertices,</B></span> \r
+ which belong to the same edge of the created<span style="font-weight: bold;"><B> \r
+ Face. </B></span></p>\r
+\r
+<p><span style="font-weight: bold;"><B>Projection 3D</B></span> algorithm permits \r
+ to define the mesh of a shape by the projection of another already meshed \r
+ shape. &nbsp;This \r
+ algorithm works only if all faces and edges of the<span style="font-weight: bold;"> \r
+ <B></B></span>target face have been meshed as 1D Projections of the faces and \r
+ edges of the source face. Another limitation is that this algorithm currently \r
+ works only on boxes. </p>\r
+\r
+<p>To apply this algorithm select the solid to be meshed (indicated in \r
+ the field <span style="font-weight: bold;"><B>Geometry</B></span> of<span style="font-weight: bold;"><B> \r
+ Create mesh</B></span> dialog box), <span style="font-weight: bold;"><B>Projection \r
+ 3D</B></span> in the list of 3D algorithms and click the <img src="image122.gif" width="30px" height="29px" border="0" class="img_whs5"> button. \r
+ The following dialog box will appear: </p>\r
+\r
+<p class="whs3"><img src="pics/projection_3d.png" x-maintain-ratio="TRUE" width="280px" height="351px" border="0" class="img_whs6"></p>\r
+\r
+<p class="whs7">In this menu you can define the <span style="font-weight: bold;"><B>Name</B></span> \r
+ of the algorithm, the algeady meshed source <span style="font-weight: bold;"><B>3D \r
+ shape</B></span> and the <span style="font-weight: bold;"><B>Mesh</B></span> (optional, \r
+ use it if there are several different meshes on the same shape). It could \r
+ also be necessary to define the orientation of mesh on the shape, which \r
+ is done by indicating two <span style="font-weight: bold;"><B>Source Vertices,</B></span> \r
+ which belong to the same edge of the<span style="font-weight: bold;"> \r
+ <B></B></span>source <span style="font-weight: bold;"><B>3D Shape,</B></span> and two<span \r
+ style="font-weight: bold;"><B> Target Vertices,</B></span> which belong to the \r
+ same edge of the<span style="font-weight: bold;"> <B></B></span>source <span \r
+ style="font-weight: bold;"><B>3D Shape. </B></span></p>\r
+\r
+<script type="text/javascript" language="javascript1.2">\r
+<!--\r
+if (window.writeIntopicBar)\r
+       writeIntopicBar(0);\r
+//-->\r
+</script>\r
+</body>\r
+</html>\r

diff --git a/doc/salome/gui/SMESH/radial_prism.htm b/doc/salome/gui/SMESH/radial_prism.htm
new file mode 100644 (file)
index 0000000..3ca4485
--- /dev/null
+++ b/doc/salome/gui/SMESH/radial_prism.htm
@@ -0,0 +1,124 @@
+<!doctype HTML public "-//W3C//DTD HTML 4.0 Frameset//EN">\r
+\r
+<html>\r
+\r
+<head>\r
+<title>Radial Prism</title>\r
+<meta http-equiv="content-type" content="text/html; charset=windows-1252">\r
+<meta name="generator" content="RoboHelp by eHelp Corporation www.ehelp.com"><style type="text/css">\r
+<!--\r
+p.whs1 { margin-left:0px; }\r
+p.whs2 { margin-left:48px; }\r
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+<!--\r
+if (window.gbWhTopic)\r
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+<!--\r
+if (window.writeIntopicBar)\r
+       writeIntopicBar(4);\r
+//-->\r
+</script>\r
+<h1>Radial Prism</h1>\r
+\r
+<p>This algorithm applies to the meshing of a hollow 3D shape, i.e. such \r
+ shape should be composed of two meshed shells: an outer shell and an internal \r
+ shell without intersection with the outer shell. One of the shells should \r
+ be a 2D Projection of the other shell. The meshes of the shells can consist \r
+ both of triangles and quadrangles.</p>\r
+\r
+<p class="whs1">The Radial Prism algorithm would fill the \r
+ space between the two shells with meshes. </p>\r
+\r
+<p class="whs1">This algorithm also needs the information \r
+ concerning the number and distribution of mesh layers between the inner \r
+ and the outer shapes.</p>\r
+\r
+<p class="whs2">&nbsp;<img src="pics/number_of_layers.png" x-maintain-ratio="TRUE" width="270px" height="179px" border="0" class="img_whs3"></p>\r
+\r
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+\r
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+</html>\r

diff --git a/doc/salome/gui/SMESH/whdata/whftdata0.htm b/doc/salome/gui/SMESH/whdata/whftdata0.htm
index 140af1130c7c2b62fa5acf470b03e1ae104ebe05..dd23e6dd86dc14763344506c2e225af106af0ca8 100755 (executable)
--- a/doc/salome/gui/SMESH/whdata/whftdata0.htm
+++ b/doc/salome/gui/SMESH/whdata/whftdata0.htm
@@ -78,7 +78,10 @@ aTE("SALOME - SMESH - v.version: Package smesh","namespacesmesh.html");
 aTE("Netgen 2D and 3D hypotheses","netgen_2d_and_3d_hypotheses.htm");\r
 aTE("Pattern mapping","pattern_mapping.htm");\r
 aTE("Presentation","presentation.htm");\r
+aTE("Prism 3D Algorithm","prism_3d_algorithm.htm");\r
+aTE("Projection Algorithms","projection_algorithms.htm");\r
 aTE("Quality Controls","quality_controls.htm");\r
+aTE("Radial Prism","radial_prism.htm");\r
 aTE("Revolution","revolution.htm");\r
 aTE("Selection filter library","selection_filter_library.htm");\r
 aTE("smesh.py_introduction","smesh.py_introduction.htm");\r

diff --git a/doc/salome/gui/SMESH/whdata/whfwdata0.htm b/doc/salome/gui/SMESH/whdata/whfwdata0.htm
index dd65b784d576e61621b6fa4b924b95609e6e2f16..11bb10e2c628097f3a293a1fe5e53a69a6cfc756 100755 (executable)
--- a/doc/salome/gui/SMESH/whdata/whfwdata0.htm
+++ b/doc/salome/gui/SMESH/whdata/whfwdata0.htm
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 aWE("bog",19);\r
 aWE("boolean",61,51);\r
-aWE("bord",43,70);\r
-aWE("border",16,3,4,55,56,60,66,43,70);\r
-aWE("both",0,12,45,51);\r
+aWE("bord",43,73);\r
+aWE("border",16,3,4,55,56,60,68,43,73);\r
+aWE("both",0,12,69,45,51);\r
 aWE("bottom",61,42);\r
-aWE("bound",14,64);\r
+aWE("bound",14,64,53);\r
 aWE("boundari",64);\r
 aWE("boundary",13,25,64,43,45);\r
-aWE("box",17,1,19,21,23,6,24,7,26,8,27,28,30,11,12,57,31,59,35,63,64,66,39,40,67,41,42,68,43,69,45,46,70,48,49,50,51,52,72);\r
+aWE("box",17,1,19,21,23,6,24,7,26,8,27,28,30,11,12,57,31,59,35,63,64,67,68,39,40,70,41,42,71,43,72,45,46,73,48,49,50,51,52,75,53);\r
 aWE("box_1",61);\r
-aWE("box_cyl",69);\r
-aWE("box1",66,70);\r
-aWE("box2",66,70);\r
+aWE("box_cyl",72);\r
+aWE("box1",68,73);\r
+aWE("box2",68,73);\r
 aWE("broken",1,37);\r
 aWE("brown",25);\r
-aWE("brows",0,17,1,22,23,24,25,9,30,65,39,40,68,52);\r
-aWE("build",8,11,33,61,63,37,64,67,69);\r
+aWE("brows",0,17,1,22,23,24,25,9,30,65,39,40,71,52);\r
+aWE("build",8,11,33,61,63,37,64,66,70,72);\r
 aWE("built",20,24,12,64,45);\r
-aWE("button",17,1,18,20,2,21,5,23,24,7,25,26,9,27,28,30,11,12,31,32,36,64,38,39,40,67,41,68,43,44,45,46,47,48,49,50,51,52,73,53,54);\r
+aWE("button",17,1,18,20,2,21,5,23,24,7,25,26,9,27,28,30,11,12,31,32,36,64,67,38,39,40,70,41,71,43,44,45,46,47,48,49,50,51,52,76,53,54);\r
 aWE("cad",14);\r
 aWE("cal",64);\r
 aWE("calculat",16,20,2,33,47);\r
 aWE("calculation",13,18,32,36);\r
 aWE("careful",39);\r
 aWE("cas",17,23,6,8,28,12,64,52);\r
+aWE("caviti",15);\r
 aWE("cc",61);\r
 aWE("cel",25,63,39,50);\r
 aWE("cent",12,45,53);\r
@@ -265,52 +262,52 @@ aWE("centroid",45);
 aWE("centroidal",45);\r
 aWE("centroidal_smooth",61);\r
 aWE("certain",25,64);\r
-aWE("chang",0,19,21,6,28,61,37,38);\r
+aWE("chang",0,19,21,6,28,61,37,38,53);\r
 aWE("characteristic",16);\r
 aWE("characteriz",14);\r
-aWE("check",25,63,66,43,53);\r
-aWE("checkbox",17,63,68,48);\r
+aWE("check",25,63,43,53);\r
+aWE("checkbox",17,63,71,48);\r
 aWE("choic",13,23,64);\r
-aWE("choos",17,1,18,20,2,21,22,7,25,26,9,27,28,10,29,11,12,31,32,35,36,64,39,40,67,41,42,68,43,44,46,47,48,49,50,73,54);\r
+aWE("choos",17,1,18,20,2,21,22,7,25,26,9,27,28,10,29,11,12,31,32,35,36,64,39,40,70,41,42,71,43,44,46,47,48,49,50,76,53,54);\r
 aWE("chosen",20,26,33,34,49);\r
-aWE("circl",12,70);\r
-aWE("circlemesh",70);\r
+aWE("circl",12,73);\r
+aWE("circlemesh",73);\r
 aWE("circular",61);\r
 aWE("clas",62);\r
-aWE("clear",62,68);\r
-aWE("click",0,17,1,18,20,2,21,5,22,23,24,7,25,26,9,27,28,29,30,11,12,31,32,36,64,65,38,39,40,67,42,68,43,44,45,47,49,50,51,52,73,53,54);\r
+aWE("clear",62,71);\r
+aWE("click",0,17,1,18,20,2,21,5,22,23,24,7,25,26,9,27,28,29,30,11,12,31,32,36,64,65,67,38,39,40,70,42,71,43,44,45,47,49,50,51,52,76,53,54);\r
 aWE("clip",0,5);\r
 aWE("clos",14,20,9,12,61,43);\r
 aWE("co",61,43);\r
 aWE("coars",19,7,63);\r
 aWE("coincid",59);\r
 aWE("coincident",12,59,35);\r
-aWE("color",16,0,18,20,2,25,32,36,44,47,73,53,54);\r
-aWE("combin",10,32,65,68);\r
-aWE("command",57,61,66,70);\r
-aWE("common",27,68,50);\r
-aWE("comp",66);\r
+aWE("color",16,0,18,20,2,25,32,36,44,47,76,53,54);\r
+aWE("combin",10,32,65,71);\r
+aWE("common",27,71,50);\r
+aWE("comp",68);\r
 aWE("compar",19,43);\r
 aWE("complete",59);\r
 aWE("complex",1,12);\r
 aWE("component",60,42);\r
-aWE("compos",13,14,15,16,0,19,2,29,33,34,44);\r
-aWE("compound",66);\r
-aWE("comput",0,19,23,6,8,57,61,64,66,43,69,70,72);\r
+aWE("compos",13,14,15,16,0,19,2,29,33,34,69,44);\r
+aWE("compound",68);\r
+aWE("comput",0,19,23,6,8,57,61,64,68,43,72,73,75);\r
 aWE("computation",23,24,8,61);\r
-aWE("con",69);\r
+aWE("con",72);\r
 aWE("concept",37);\r
+aWE("concern",69);\r
 aWE("condition",13,25);\r
 aWE("confirm",21,26,30,39,45,49,51);\r
 aWE("confirmation",25);\r
-aWE("conform",13,37,43,70);\r
+aWE("conform",13,37,43,73);\r
 aWE("conformity",20);\r
-aWE("connect",19,26,45);\r
-aWE("connection",14,16,3,4,60,66);\r
+aWE("connect",19,26,66,45);\r
+aWE("connection",14,16,3,4,60,68);\r
 aWE("connectivity",64);\r
 aWE("consid",20,23);\r
 aWE("consider",14,20,2,43);\r
-aWE("consist",16,1,18,19,20,3,4,22,23,24,25,12,55,56,57,33,32,36,34,47);\r
+aWE("consist",16,1,18,19,20,3,4,22,23,24,25,12,55,56,57,33,32,36,34,69,47);\r
 aWE("consol",52);\r
 aWE("constant",19);\r
 aWE("construct",15,19,22,23,6,24,38);\r
@@ -320,78 +317,58 @@ aWE("content",9,53);
 aWE("continu",45);\r
 aWE("contour",14,43);\r
 aWE("contrast",49);\r
-aWE("control",16,0,18,20,2,3,4,26,55,56,58,32,60,36,66,44,47,49,73,54);\r
+aWE("control",16,0,18,20,2,3,4,26,55,56,58,32,60,36,68,44,47,49,76,54);\r
 aWE("converg",45);\r
 aWE("conversion",19,7);\r
 aWE("convert",7);\r
 aWE("coordinat",14,17,28,64,53);\r
-aWE("copi",70);\r
-aWE("copy",41,68,46,70,48);\r
+aWE("copy",41,71,46,73,48);\r
 aWE("corn",1,54);\r
 aWE("corner",26,12,45,54);\r
-aWE("correspond",14,16,31,64,66,68,43,48);\r
+aWE("correspond",14,16,31,64,68,71,43,48);\r
 aWE("cos_bot",61);\r
 aWE("cos_top",61);\r
 aWE("cosal",61);\r
-aWE("cot",69);\r
-aWE("could",14,17);\r
+aWE("cot",72);\r
+aWE("could",14,17,67);\r
 aWE("count",43);\r
 aWE("counterclockwis",64);\r
 aWE("cours",23);\r
 aWE("cover",12);\r
-aWE("creat",14,0,17,1,19,5,23,6,24,25,8,30,57,35,60,61,63,37,64,66,38,41,68,69,46,70,48,51,72,54);\r
-aWE("createarea",57,66);\r
-aWE("createaspectratio",66);\r
-aWE("createaspectratio3d",66);\r
-aWE("createemptymesh",61);\r
-aWE("createequalto",57,66);\r
-aWE("createfilt",57,66);\r
-aWE("createfiltermanag",57,61,66);\r
-aWE("createfreeborder",66);\r
-aWE("createfreeedg",66);\r
-aWE("creategroup",57,61,66,69);\r
-aWE("creategroupfromgeom",61);\r
-aWE("createhypothesi",61);\r
-aWE("createlength",66);\r
-aWE("createlength2d",66);\r
-aWE("createlessthan",57,66);\r
-aWE("createminimumangl",61,66);\r
-aWE("createmorethan",57,66);\r
-aWE("createmulticonnection",66);\r
-aWE("createmulticonnection2d",66);\r
-aWE("createpolyedr",70);\r
-aWE("createpolygon",70);\r
-aWE("createskew",66);\r
-aWE("createtap",66);\r
-aWE("createvolume3d",66);\r
-aWE("createwarp",66);\r
-aWE("creation",14,37,64,38,62,69,51);\r
-aWE("criteria",60,68);\r
-aWE("criterion",18,20,2,25,26,57,58,32,36,66,68,44,47,49,73,54);\r
+aWE("creat",14,0,17,1,19,5,23,6,24,25,8,30,57,35,60,61,63,37,64,67,68,38,41,71,72,46,73,48,51,75,54);\r
+aWE("createemptygroup",57,68);\r
+aWE("createfiltermanag",68);\r
+aWE("creategroup",57,61,68,72);\r
+aWE("createpolyedr",73);\r
+aWE("createpolygon",73);\r
+aWE("creation",14,37,64,38,62,72,51);\r
+aWE("criteria",60,71);\r
+aWE("criterion",18,20,2,25,26,57,58,32,36,68,71,44,47,49,76,54);\r
 aWE("cros",0,5,54);\r
 aWE("cubic",15);\r
-aWE("current",21,23,26,63,38,68,43,49);\r
+aWE("current",21,23,26,63,67,38,71,43,49);\r
 aWE("curv",14,19,12,61);\r
 aWE("curvilinear",19,12);\r
 aWE("custom",63);\r
 aWE("cut",19,6,26,8,57,61,51);\r
 aWE("cutgroup",57);\r
-aWE("cyl",8,69);\r
-aWE("cylind",8,69);\r
+aWE("cyl",8,72);\r
+aWE("cylind",8,72);\r
 aWE("d",19);\r
 aWE("data",62);\r
 aWE("dd",61);\r
+aWE("dea",31);\r
 aWE("deal",14);\r
 aWE("def",6,61,62);\r
-aWE("default",0,23,12,57,63,65,68,71,53);\r
-aWE("defin",14,15,1,19,20,5,23,6,24,25,8,12,61,63,37,64,62,43,69,70,53);\r
+aWE("default",0,23,12,57,63,65,71,74,53);\r
+aWE("defin",14,15,1,19,20,5,23,6,24,25,8,12,61,63,37,64,66,67,62,43,72,73,53);\r
 aWE("definit",14,16,19,21,22,25,26,60,38,39,49);\r
 aWE("definition",0,19,6,12,33,63,34);\r
 aWE("deflection",13,19,8,60);\r
 aWE("deflection1d",8);\r
 aWE("deform",53);\r
 aWE("degre",20,5);\r
-aWE("delet",9,56,61,39,68);\r
+aWE("delet",9,56,61,39,71);\r
 aWE("deletediag",61);\r
 aWE("deletion",39,50);\r
 aWE("density",19);\r
@@ -405,34 +382,33 @@ aWE("detail",13,15,0);
 aWE("detalization",63);\r
 aWE("detect",35);\r
 aWE("dh",61);\r
-aWE("di1",69);\r
+aWE("di1",72);\r
 aWE("diagonal",26,27,61,47);\r
-aWE("dialog",17,1,19,21,23,24,7,26,27,28,30,11,12,31,59,35,64,39,40,67,41,43,45,46,48,49,50,51);\r
+aWE("dialog",17,1,19,21,23,24,7,26,27,28,30,11,12,31,59,35,64,67,39,40,70,41,43,45,46,48,49,50,51);\r
 aWE("diamet",20);\r
 aWE("dif",1,63);\r
 aWE("differ",19);\r
 aWE("differenc",12,43);\r
-aWE("different",13,17,25,12,38,68,43);\r
+aWE("different",13,17,25,12,67,38,71,43);\r
 aWE("digit",12);\r
-aWE("dimension",14,2,23,11,63,67,52);\r
-aWE("direct",14,6,57,61,66,43,45,70);\r
+aWE("dimension",14,2,23,11,63,70,52);\r
+aWE("direct",14,6,43,45);\r
 aWE("direction",12,64,54);\r
-aWE("dirstruct",61,70);\r
-aWE("discretiz",11,67);\r
+aWE("dirstruct",61,73);\r
+aWE("discretiz",11,70);\r
 aWE("discretization",14,15);\r
 aWE("displac",28);\r
-aWE("display",16,0,1,18,20,2,3,21,23,24,25,26,28,10,29,55,32,36,65,44,45,47,49,52,73,53,54);\r
+aWE("display",16,0,1,18,20,2,3,21,23,24,25,26,28,10,29,55,32,36,65,44,45,47,49,52,76,53,54);\r
 aWE("distanc",19,5,64,53,54);\r
 aWE("distinguish",25);\r
 aWE("distortion",45);\r
-aWE("distribution",19);\r
+aWE("distribution",19,69);\r
 aWE("divid",19);\r
 aWE("do",17);\r
-aWE("docopy",70);\r
+aWE("docopy",73);\r
 aWE("documentation",62);\r
-aWE("doesn",57,61,66,70);\r
 aWE("domain",64);\r
-aWE("don",14,23,12,61,37,53);\r
+aWE("don",14,23,12,61,37,67,53);\r
 aWE("doubl",1);\r
 aWE("downward",53);\r
 aWE("dr",61);\r
@@ -442,13 +418,13 @@ aWE("dump",0,53);
 aWE("duplicat",12);\r
 aWE("dx",61);\r
 aWE("dy",61);\r
-aWE("e",20,23,24,26,12,63,64,43,49);\r
+aWE("e",20,23,24,26,12,63,64,66,69,43,49);\r
 aWE("e_arc",8);\r
 aWE("e_straight",8);\r
 aWE("e1",61);\r
 aWE("easi",22);\r
 aWE("easy",62);\r
-aWE("edg",13,14,15,16,0,17,1,19,20,3,4,22,23,6,25,26,8,27,28,10,12,55,56,57,58,33,32,60,61,63,37,64,66,68,43,45,70,49,50,72,54);\r
+aWE("edg",13,14,15,16,0,17,1,19,20,3,4,22,23,6,25,26,8,27,28,10,12,55,56,57,58,33,32,60,61,63,37,64,66,67,68,71,43,45,73,49,50,75,54);\r
 aWE("edge_",61);\r
 aWE("edge_bezierrr",61);\r
 aWE("edge_bezierrr_mesh",61);\r
@@ -456,18 +432,11 @@ aWE("edge_circl",61);
 aWE("edge_circle_mesh",61);\r
 aWE("edge_straight",61);\r
 aWE("edge_straight_mesh",61);\r
-aWE("edge1",70);\r
-aWE("edgeslist",70);\r
+aWE("edge1",73);\r
+aWE("edgeslist",73);\r
 aWE("edgex",6,8);\r
 aWE("edit",6,9,30,57,35,38);\r
-aWE("edition",62,69);\r
-aWE("editor_1",61);\r
-aWE("editor_2",61);\r
-aWE("editor_3",61);\r
-aWE("editor_4",61);\r
-aWE("editor_5",61);\r
-aWE("editor_6",61);\r
-aWE("editor_7",61);\r
+aWE("edition",62,72);\r
 aWE("ee_1",61);\r
 aWE("ee_2",61);\r
 aWE("ee_3",61);\r
@@ -476,19 +445,19 @@ aWE("ee_5",61);
 aWE("ee_6",61);\r
 aWE("ee_7",61);\r
 aWE("effect",49);\r
-aWE("eith",64,43);\r
-aWE("element",13,14,15,16,0,17,1,18,19,20,2,4,21,22,7,25,26,8,9,27,28,29,30,11,12,56,57,33,32,59,60,36,61,63,37,34,64,66,39,40,67,41,68,43,44,45,46,47,70,48,49,51,52,73,54);\r
+aWE("eith",64,66,43);\r
+aWE("element",13,14,15,16,0,17,1,18,19,20,2,4,21,22,7,25,26,8,9,27,28,29,30,11,12,56,57,33,32,59,60,36,61,63,34,37,64,66,68,39,40,70,41,71,43,44,45,46,47,73,48,49,51,52,76,54);\r
 aWE("els",6,8,61,64);\r
 aWE("empty",61);\r
-aWE("enabl",68);\r
+aWE("enabl",71);\r
 aWE("encapsulat",24);\r
 aWE("encounter",64);\r
-aWE("end",13,19,8,60,37,68,43,48);\r
+aWE("end",13,19,8,60,37,71,43,48);\r
 aWE("enough",43);\r
 aWE("ent",25,27,28,31,50);\r
 aWE("entiti",14,15);\r
-aWE("entity",14,0,10,68);\r
-aWE("equal",19,33,64,68,43,45);\r
+aWE("entity",14,0,10,71);\r
+aWE("equal",19,33,64,71,43,45);\r
 aWE("equidistant",19);\r
 aWE("equilateral",20);\r
 aWE("eras",0);\r
@@ -498,13 +467,13 @@ aWE("even",23,33,63);
 aWE("eventual",64);\r
 aWE("every",54);\r
 aWE("everyth",23);\r
-aWE("ex21_lamp",69);\r
+aWE("ex21_lamp",72);\r
 aWE("examin",12);\r
-aWE("exampl",14,2,23,6,25,12,64,62,69,51);\r
+aWE("exampl",14,2,23,6,25,12,64,62,72,51);\r
 aWE("exce",19);\r
 aWE("exceed",45);\r
 aWE("except",43,53);\r
-aWE("exist",13,21,25,26,30,64,68,49);\r
+aWE("exist",13,21,25,26,30,64,71,49);\r
 aWE("existenc",23);\r
 aWE("explod",61);\r
 aWE("exponent",19);\r
@@ -515,10 +484,9 @@ aWE("extend",53,54);
 aWE("external",12);\r
 aWE("extreme",19);\r
 aWE("extremiti",5);\r
-aWE("extrud",11,12,61,67);\r
-aWE("extrusion",11,12,61,70);\r
-aWE("extrusionalongpath",61);\r
-aWE("extrusionalongpathobject",70);\r
+aWE("extrud",11,12,61,70);\r
+aWE("extrusion",11,12,61,73);\r
+aWE("extrusionalongpath",61,73);\r
 aWE("extrusionsweepobject",61);\r
 aWE("exy",8);\r
 aWE("f",19,8);\r
@@ -527,14 +495,14 @@ aWE("f2",61);
 aWE("f3",61);\r
 aWE("f4",61);\r
 aWE("f5",61);\r
-aWE("fac",13,14,15,0,17,19,2,3,22,23,6,24,25,8,10,12,55,57,33,60,61,63,37,64,66,68,43,69,70,52,72,54);\r
+aWE("fac",13,14,15,0,17,19,2,3,22,23,6,24,25,8,10,12,55,57,33,60,61,63,37,64,66,67,68,71,43,72,73,52,75,54);\r
 aWE("face_1",61);\r
 aWE("face_2",61);\r
-aWE("face1",8,70);\r
-aWE("face2",70);\r
-aWE("facelist",66);\r
-aWE("faceslist1",70);\r
-aWE("faceslist2",70);\r
+aWE("face1",8,73);\r
+aWE("face2",73);\r
+aWE("facelist",68);\r
+aWE("faceslist1",73);\r
+aWE("faceslist2",73);\r
 aWE("facesrotat",61);\r
 aWE("factor",19,26);\r
 aWE("factoryserv",62);\r
@@ -551,28 +519,28 @@ aWE("ff_4",61);
 aWE("ff_5",61);\r
 aWE("ff_6",61);\r
 aWE("ff_7",61);\r
-aWE("field",17,1,21,25,27,28,40,68,43,45,49,50);\r
+aWE("field",17,1,21,25,27,28,67,40,71,43,45,49,50);\r
 aWE("fifth",43);\r
-aWE("fil",6,31,64,68);\r
-aWE("fill",66,40,43);\r
-aWE("filt",21,25,26,68,49);\r
-aWE("filter",25,68);\r
+aWE("fil",6,31,64,71);\r
+aWE("fill",68,69,40,43);\r
+aWE("filt",21,25,26,71,49);\r
+aWE("filter",25,71);\r
 aWE("fin",19,63);\r
 aWE("find",31,64,43);\r
-aWE("findcoincidentnod",70);\r
+aWE("findcoincidentnod",73);\r
 aWE("findorloadcomponent",62);\r
 aWE("finenes",19,63);\r
-aWE("first",1,19,23,6,12,57,61,37,64,43);\r
-aWE("firstnodeid1",70);\r
-aWE("firstnodeid2",70);\r
-aWE("firstnodeidonfreebord",70);\r
-aWE("firstnodeidonsid",70);\r
+aWE("first",1,19,23,6,12,57,61,37,64,67,43);\r
+aWE("firstnodeid1",73);\r
+aWE("firstnodeid2",73);\r
+aWE("firstnodeidonfreebord",73);\r
+aWE("firstnodeidonsid",73);\r
 aWE("fit",53);\r
 aWE("fiv",61);\r
 aWE("fix",14,6,8,45);\r
 aWE("flag",64);\r
 aWE("fold",23,24);\r
-aWE("follow",13,14,15,17,1,2,21,23,24,7,25,26,27,28,29,30,11,12,35,61,64,39,40,67,41,43,45,46,48,49,50,51,52);\r
+aWE("follow",13,14,17,1,2,21,23,24,7,25,26,27,28,29,30,11,12,35,61,64,67,39,40,70,41,43,45,46,48,49,50,51,52);\r
 aWE("font",53);\r
 aWE("form",1,27,30,64,43);\r
 aWE("format",0,31,60,53);\r
@@ -580,37 +548,53 @@ aWE("formula",19,20,2);
 aWE("four",14,20,54);\r
 aWE("fourth",61);\r
 aWE("fram",53);\r
-aWE("fre",14,16,55,56,60,66,43,45,70);\r
+aWE("fre",14,16,55,56,60,68,43,45,73);\r
+aWE("ft_area",57,68);\r
+aWE("ft_aspectratio",68);\r
+aWE("ft_aspectratio3d",68);\r
+aWE("ft_equalto",57,68);\r
+aWE("ft_freeborder",68);\r
+aWE("ft_length",68);\r
+aWE("ft_length2d",68);\r
+aWE("ft_lessthan",57,68);\r
+aWE("ft_minimumangl",61,68);\r
+aWE("ft_morethan",57,68);\r
+aWE("ft_multiconnection",68);\r
+aWE("ft_multiconnection2d",68);\r
+aWE("ft_skew",68);\r
+aWE("ft_tap",68);\r
+aWE("ft_volume3d",68);\r
+aWE("ft_warp",68);\r
+aWE("full_netgen",8);\r
 aWE("function",14,62);\r
 aWE("functionaliti",53);\r
 aWE("functionality",23,7,31,59,35,43,53);\r
-aWE("fus",69);\r
+aWE("fus",72);\r
 aWE("futur",19);\r
 aWE("g",24);\r
 aWE("gaus",53);\r
-aWE("gen",61,66);\r
 aWE("generat",13,14,16,19,23,60,37,64);\r
-aWE("generation",6,11,64,67,69);\r
+aWE("generation",6,11,64,70,72);\r
 aWE("geom",14,60);\r
 aWE("geometric",14,16,8);\r
-aWE("geometrical",13,14,15,19,23,24,25,33,60,34,64,38,41,45,46,48,52);\r
-aWE("geometry",24,7,25,57,61,69,45);\r
-aWE("geompy",6,8,57,61,66,69,70,72);\r
+aWE("geometrical",13,14,15,19,23,24,25,33,60,34,64,67,38,41,45,46,48,52);\r
+aWE("geometry",24,7,25,57,61,67,72,45);\r
+aWE("geompy",6,8,57,61,68,72,73,75);\r
 aWE("get",0,5,23,8,12,57,64,52);\r
-aWE("getborder",66);\r
 aWE("getedgenearpoint",6,8);\r
-aWE("getelementsid",57,66);\r
 aWE("geterrorcod",61);\r
+aWE("getfilt",57,68);\r
+aWE("getfreeborder",68);\r
+aWE("getidsfromfilt",57,68);\r
 aWE("getlistofid",57);\r
-aWE("getmesh",6,61,66,70,72);\r
-aWE("getmesheditor",61,66,70);\r
+aWE("getmesh",6,61);\r
 aWE("getnam",62);\r
 aWE("getpattern",61);\r
 aWE("ghs3d",62);\r
-aWE("giv",68,52);\r
+aWE("giv",71,52);\r
 aWE("given",19,33,61,43);\r
 aWE("global",8,53);\r
-aWE("glu",66);\r
+aWE("glu",68);\r
 aWE("good",6,45);\r
 aWE("got",64);\r
 aWE("graduat",53);\r
@@ -618,16 +602,17 @@ aWE("graphical",0);
 aWE("great",19,53);\r
 aWE("greatest",20,2);\r
 aWE("green",25,12);\r
-aWE("group",21,22,25,26,9,30,12,57,35,60,61,66,68,69,45,48,49,51,52);\r
-aWE("group_nam",69);\r
+aWE("group",21,22,25,26,9,30,12,57,35,60,61,68,71,72,45,48,49,51,52);\r
+aWE("group_nam",72);\r
 aWE("group1",51);\r
 aWE("group12",51);\r
 aWE("group12a",51);\r
 aWE("group12b",51);\r
 aWE("group2",51);\r
+aWE("groupongeom",57,61);\r
 aWE("grouprotat",61);\r
 aWE("groupsmooth",61);\r
-aWE("groupsofnod",70);\r
+aWE("groupsofnod",73);\r
 aWE("grouptri",61);\r
 aWE("growth",63);\r
 aWE("h",54);\r
@@ -635,9 +620,9 @@ aWE("half",20,54);
 aWE("halv",5);\r
 aWE("hasangl",61);\r
 aWE("hasrefpoint",61);\r
-aWE("hav",20,33,37,64);\r
+aWE("hav",20,33,37,64,66);\r
 aWE("hedron",61);\r
-aWE("height",69,54);\r
+aWE("height",72,54);\r
 aWE("helical",12);\r
 aWE("help",16);\r
 aWE("henc",64);\r
@@ -646,7 +631,7 @@ aWE("hexa",8);
 aWE("hexahedral",15,6,8);\r
 aWE("hexahedralization",23);\r
 aWE("hexahedrical",8);\r
-aWE("hexahedron",14,15,17,2,8,61,34,72);\r
+aWE("hexahedron",14,15,17,2,8,61,34,66,75);\r
 aWE("hh",61);\r
 aWE("hid",0,53);\r
 aWE("high",14);\r
@@ -654,77 +639,75 @@ aWE("highlight",3,4,21,25,26,55,56,49);
 aWE("hmax",20);\r
 aWE("hol",56,61);\r
 aWE("hold",64);\r
+aWE("hollow",69);\r
 aWE("homogeneou",63);\r
 aWE("how",15,12,63,38);\r
-aWE("hyp",24);\r
+aWE("hyp",24,61);\r
 aWE("hyp1",6);\r
-aWE("hyp1d",61);\r
 aWE("hyp2",6);\r
 aWE("hyp3",6);\r
 aWE("hyp4",6);\r
-aWE("hypothes",13,0,19,23,6,24,8,33,60,61,63,37,38);\r
-aWE("hypothesi",13,19,23,6,8,33,61,37,34,38,69);\r
-aWE("i",15,20,23,26,12,57,61,63,64,66,43,49);\r
+aWE("hypothes",13,0,19,23,6,24,8,33,60,63,37,69,38);\r
+aWE("hypothesi",13,19,23,6,8,33,61,34,37,38,72);\r
+aWE("i",15,20,23,26,12,57,31,61,63,64,66,68,69,43,49);\r
 aWE("icon",30,39,42);\r
-aWE("id",0,19,21,25,26,27,28,29,11,12,57,61,67,43,45,49,50);\r
-aWE("id_circl",70);\r
+aWE("id",0,19,21,25,26,27,28,29,11,12,57,61,70,43,45,49,50);\r
+aWE("id_circl",73);\r
 aWE("id_fac",8);\r
-aWE("id_face1",70);\r
-aWE("idbox",6,66);\r
+aWE("id_face1",73);\r
+aWE("idbox",6,68);\r
 aWE("idea",12);\r
-aWE("idl",6,57,61,66,70);\r
+aWE("idl",6);\r
 aWE("idsofelement",61);\r
 aWE("idsoffixednod",61);\r
-aWE("idsofside1element",70);\r
-aWE("idsofside2element",70);\r
-aWE("if",14,17,5,23,6,24,7,8,11,12,57,33,61,63,37,64,66,38,39,67,68,43,45,49,53);\r
+aWE("idsofside1element",73);\r
+aWE("idsofside2element",73);\r
+aWE("if",14,17,5,23,6,24,7,8,11,12,57,33,61,63,37,64,67,68,38,39,70,71,43,45,49,53);\r
 aWE("ii",61);\r
 aWE("imag",0,12,53);\r
 aWE("imp",14);\r
-aWE("import",6,8,57,31,60,61,66,69,70,72);\r
+aWE("import",6,8,57,31,60,61,68,72,73,75);\r
 aWE("importation",31);\r
-aWE("importcomponentgui",61);\r
+aWE("in",69);\r
 aWE("includ",14,52);\r
 aWE("increas",6,8);\r
 aWE("index",25,64);\r
 aWE("indic",64);\r
-aWE("indicat",54);\r
-aWE("info",0,52,72);\r
-aWE("information",14,0,6,7,30,52,72);\r
-aWE("init",61);\r
-aWE("initial",12,61,68,46,51);\r
+aWE("indicat",67,54);\r
+aWE("info",0,52,75);\r
+aWE("information",14,0,6,7,30,69,52,75);\r
+aWE("initial",12,61,71,46,51);\r
 aWE("input",1,19);\r
 aWE("inscrib",20);\r
-aWE("insert",68,43);\r
+aWE("insert",71,43);\r
 aWE("instead",6,37,64);\r
 aWE("int",62);\r
 aWE("intact",9);\r
 aWE("integ",25);\r
 aWE("intend",43);\r
 aWE("interest",14);\r
-aWE("interfac",6,57,61,66,69,70);\r
+aWE("interfac",6,72);\r
 aWE("intermediat",43);\r
-aWE("internal",64);\r
+aWE("internal",64,69);\r
 aWE("intersect",64,51);\r
 aWE("intersectgroup",57);\r
-aWE("intersection",57,64,51);\r
+aWE("intersection",57,64,69,51);\r
 aWE("introduc",13,25,37);\r
-aWE("introduction",60,69);\r
+aWE("introduction",60,72);\r
 aWE("invers",14,27,61);\r
 aWE("inversediag",61);\r
 aWE("inversion",27,61);\r
-aWE("invisibl",71);\r
-aWE("is3d",8);\r
+aWE("invisibl",74);\r
 aWE("isdon",61);\r
 aWE("iso",64);\r
 aWE("isolin",64);\r
 aWE("isometric",53);\r
-aWE("isplanarfac",8,70);\r
-aWE("item",17,1,21,22,7,26,27,28,30,11,12,31,35,64,40,67,41,43,45,46,48,49,50,51);\r
+aWE("isplanarfac",8,73);\r
+aWE("item",17,1,21,22,7,26,27,28,30,11,12,31,35,64,40,70,41,43,45,46,48,49,50,51);\r
 aWE("iteration",12,45);\r
 aWE("iterativ",45);\r
 aWE("iv",61);\r
-aWE("j",15,57,66);\r
+aWE("j",15,57,68);\r
 aWE("join",44);\r
 aWE("jpeg",0,53);\r
 aWE("jpg",0,53);\r
@@ -739,78 +722,80 @@ aWE("l",54);
 aWE("label",53);\r
 aWE("laplacian",45);\r
 aWE("last",1,19,12,37,43);\r
-aWE("lastnodeid1",70);\r
-aWE("lastnodeid2",70);\r
-aWE("lastnodeidonfreebord",70);\r
-aWE("lastnodeidonsid",70);\r
-aWE("lay",11,64,67);\r
+aWE("lastnodeid1",73);\r
+aWE("lastnodeid2",73);\r
+aWE("lastnodeidonfreebord",73);\r
+aWE("lastnodeidonsid",73);\r
+aWE("lay",11,64,70);\r
+aWE("layer",69);\r
 aWE("lcc",62);\r
 aWE("learn",52);\r
 aWE("least",64,45);\r
 aWE("leav",23,9);\r
 aWE("left",0,12,64,53);\r
-aWE("len",57,61,66);\r
-aWE("length",13,16,19,20,6,8,58,33,32,60,66,43,53,54);\r
-aWE("length_margin",66);\r
-aWE("lengthfromedg",8,69,70);\r
-aWE("les",68,43,45);\r
+aWE("len",57,61,68);\r
+aWE("length",13,16,19,20,6,8,58,33,32,60,68,43,53,54);\r
+aWE("length_margin",68);\r
+aWE("lengthfromedg",8,72,73);\r
+aWE("les",71,43,45);\r
 aWE("level",13,17,63);\r
-aWE("library",25,68);\r
-aWE("libstdmeshersengin",61);\r
+aWE("library",25,71);\r
 aWE("lik",17,2,29,43);\r
 aWE("limit",64,43,45);\r
-aWE("lin",14,1,19,11,37,64,67,44);\r
+aWE("limitation",67);\r
+aWE("lin",14,1,19,11,37,64,70,44);\r
 aWE("linear",12,63);\r
 aWE("link",43);\r
-aWE("list",0,17,21,25,26,9,12,68,49);\r
+aWE("list",0,17,21,25,26,9,12,67,71,49);\r
 aWE("lk",19);\r
 aWE("ll",53);\r
-aWE("load",64,68);\r
+aWE("load",64,71);\r
 aWE("loadfromfac",61);\r
 aWE("local",6,24,8,60,37);\r
-aWE("locallength",8,69);\r
-aWE("locat",64,43);\r
+aWE("locallength",8,72);\r
+aWE("locat",64,43,53);\r
 aWE("location",19,28,31,45);\r
 aWE("lock",26,45,53);\r
 aWE("longest",20);\r
-aWE("look",29,12,64,68);\r
+aWE("look",29,12,64,71);\r
 aWE("low",14,19,63);\r
 aWE("ly",64);\r
-aWE("main",21,26,9,12,37,64,68,49,51);\r
-aWE("makearc",8,70);\r
+aWE("main",21,26,9,12,37,64,71,49,51);\r
+aWE("makearc",8,73);\r
 aWE("makebezi",61);\r
-aWE("makebox",6,57,66,69,70,72);\r
+aWE("makebox",6,57,68,72,73,75);\r
 aWE("makeboxdxdydz",6,8,61);\r
-aWE("makecirclethreepnt",61,70);\r
-aWE("makecompound",66,70);\r
-aWE("makecon",69);\r
-aWE("makecylind",69);\r
+aWE("makecirclethreepnt",61,73);\r
+aWE("makecompound",68,73);\r
+aWE("makecon",72);\r
+aWE("makecylind",72);\r
 aWE("makecylinderrh",8);\r
 aWE("makeedg",8,61);\r
-aWE("makefac",8,70);\r
-aWE("makefus",69);\r
-aWE("makegluefac",66);\r
+aWE("makefac",8,73);\r
+aWE("makefus",72);\r
+aWE("makegluefac",68);\r
+aWE("makegroupbyid",57);\r
 aWE("makemesh",61);\r
 aWE("makepolygon",61);\r
 aWE("makepolylin",61);\r
 aWE("makequadmesh2",61);\r
-aWE("makeshell",66);\r
+aWE("makeshell",68);\r
 aWE("makesketch",8);\r
-aWE("maketranslation",66);\r
-aWE("makevector",8,70);\r
-aWE("makevectordxdydz",69);\r
-aWE("makevertex",6,8,61,69,70);\r
-aWE("makewir",8,70);\r
+aWE("maketranslation",68);\r
+aWE("makevector",8,73);\r
+aWE("makevectordxdydz",72);\r
+aWE("makevertex",6,8,61,72,73);\r
+aWE("makewir",8,73);\r
 aWE("manag",13,17);\r
-aWE("manual",25,63,64);\r
+aWE("manual",25,63,64,53);\r
 aWE("map",15,33,61,64);\r
 aWE("mark",53);\r
 aWE("mas",12);\r
-aWE("math",61,70);\r
+aWE("math",61,73);\r
 aWE("max",13,8,33,60,63,34,45);\r
 aWE("maxaspectratio",61);\r
-aWE("maxelementarea",6,8,61,66,72);\r
-aWE("maxelementvolum",6,8,69,72);\r
+aWE("maxelementarea",6,8,61,68,75);\r
+aWE("maxelementvolum",6,8,72,75);\r
 aWE("maximum",19,8,33,63,34,44,45,52);\r
 aWE("maxnbofiteration",61);\r
 aWE("mean",14,63);\r
@@ -819,46 +804,43 @@ aWE("measur",54);
 aWE("medium",7);\r
 aWE("meet",26,49);\r
 aWE("mefisto",15,8);\r
-aWE("menu",17,1,19,21,5,22,23,24,7,25,26,9,27,28,29,30,11,12,31,35,37,64,39,40,67,41,42,68,43,45,46,48,49,50,51,52);\r
-aWE("merg",59,35,43,70);\r
-aWE("mergeequalelement",70);\r
-aWE("mergenod",70);\r
-aWE("mesh",13,14,15,16,0,17,1,18,19,20,2,3,4,21,5,22,23,6,24,7,25,26,8,9,27,28,29,30,11,12,55,56,57,31,33,32,59,35,60,36,61,63,37,34,64,65,66,38,39,40,67,41,42,62,68,43,44,69,45,46,47,70,48,49,50,51,52,72,73,53,54);\r
+aWE("menu",17,1,19,21,5,22,23,24,7,25,26,9,27,28,29,30,11,12,31,35,37,64,67,39,40,70,41,42,71,43,45,46,48,49,50,51,52);\r
+aWE("merg",59,35,43,73);\r
+aWE("mergeequalelement",73);\r
+aWE("mergenod",73);\r
+aWE("mesh",13,14,15,16,0,17,1,18,19,20,2,3,4,21,5,22,23,6,24,7,25,26,8,9,27,28,29,30,11,12,55,56,57,31,33,32,59,35,60,36,61,63,34,37,64,65,66,67,68,69,38,39,40,70,41,42,62,71,43,44,72,45,46,47,73,48,49,50,51,52,75,76,53,54);\r
 aWE("mesh_1",23,61);\r
 aWE("mesh_2",61);\r
-aWE("mesh_borders_at_multi",66);\r
-aWE("mesh_free_border",66);\r
-aWE("mesh_length_1d",66);\r
-aWE("mesh_length_2d",66);\r
+aWE("mesh_borders_at_multi",68);\r
+aWE("mesh_free_border",68);\r
+aWE("mesh_length_1d",68);\r
+aWE("mesh_length_2d",68);\r
 aWE("mesh_nam",61);\r
 aWE("mesh1d",61);\r
 aWE("mesh1d_tool",61);\r
-aWE("meshbox",6,72);\r
+aWE("meshbox",6,75);\r
 aWE("mesheditor",61);\r
 aWE("meshm",6);\r
-aWE("method",57,61,66,45,70);\r
+aWE("method",61,45);\r
 aWE("middl",1,12,37);\r
-aWE("min_angl",66);\r
-aWE("minimum",16,19,26,60,36,63,66,43,49);\r
-aWE("mirror",70);\r
-aWE("mirrorobject",70);\r
+aWE("min_angl",68);\r
+aWE("minimum",16,19,26,60,36,63,68,43,49);\r
+aWE("mirror",73);\r
 aWE("mod",0,19,65);\r
 aWE("model",14,60);\r
-aWE("modification",14,17,1,21,7,26,27,28,30,11,12,35,60,64,39,40,67,41,43,45,46,48,49,50);\r
+aWE("modification",14,17,1,21,7,26,27,28,30,11,12,35,60,64,39,40,70,41,43,45,46,48,49,50);\r
 aWE("modify",21,26,30,61,49);\r
-aWE("modul",14,15,1,19,6,25,60,61,42,69,53);\r
-aWE("moment",57,61,66,70);\r
+aWE("modul",14,15,1,19,6,25,60,42,72,53);\r
 aWE("mous",0,25,53);\r
 aWE("mov",28,61);\r
 aWE("movenod",61);\r
 aWE("much",63);\r
-aWE("multi",16,3,4,60,66);\r
-aWE("multiconnection",66);\r
-aWE("must",23,12,64,68,43);\r
-aWE("myelemid",66);\r
-aWE("mypnt1",66);\r
-aWE("mypnt2",66);\r
-aWE("mystudyid",61);\r
+aWE("multi",16,3,4,60,68);\r
+aWE("multiconnection",68);\r
+aWE("must",23,12,64,71,43);\r
+aWE("myelemid",68);\r
+aWE("mypnt1",68);\r
+aWE("mypnt2",68);\r
 aWE("n",64,43);\r
 aWE("n1",61);\r
 aWE("n10",61);\r
@@ -874,50 +856,49 @@ aWE("n7",61);
 aWE("n8",61);\r
 aWE("n9",61);\r
 aWE("na",61);\r
-aWE("nam",23,6,24,25,30,57,31,61,63,62,68,69,51,53);\r
-aWE("nb",57,61,63,66);\r
-aWE("nb_conn",66);\r
-aWE("nb_segments_3",61);\r
-aWE("nb_segments_7",61);\r
-aWE("nb_segments_8",61);\r
+aWE("nam",23,6,24,25,30,57,31,61,63,67,62,71,72,51,53);\r
+aWE("nb",57,61,63,68);\r
+aWE("nb_conn",68);\r
 aWE("nb_vert",61);\r
-aWE("nbedg",6,70,72);\r
-aWE("nbfac",6,72);\r
-aWE("nbhexa",72);\r
-aWE("nbnod",6,70,72);\r
-aWE("nbpolygon",72);\r
-aWE("nbpolyhedron",72);\r
-aWE("nbprism",72);\r
-aWE("nbpyramid",72);\r
-aWE("nbquadrangl",70,72);\r
-aWE("nbtetra",72);\r
-aWE("nbtriangl",70,72);\r
-aWE("nbvolum",6,70,72);\r
+aWE("nbedg",6,73,75);\r
+aWE("nbfac",6,75);\r
+aWE("nbhexa",75);\r
+aWE("nbnod",6,73,75);\r
+aWE("nbpolygon",75);\r
+aWE("nbpolyhedron",75);\r
+aWE("nbprism",75);\r
+aWE("nbpyramid",75);\r
+aWE("nbquadrangl",73,75);\r
+aWE("nbseg",61);\r
+aWE("nbtetra",75);\r
+aWE("nbtriangl",73,75);\r
+aWE("nbvolum",6,73,75);\r
 aWE("nc",61);\r
 aWE("nd",61);\r
 aWE("ndiagonal",61);\r
 aWE("ne",23);\r
-aWE("necessary",17);\r
+aWE("necessary",17,67);\r
+aWE("need",69);\r
 aWE("negativ",19);\r
 aWE("neighbor",27,50);\r
-aWE("netgen",15,6,8,63,62,69,72);\r
+aWE("netgen",15,6,8,63,62,72,75);\r
 aWE("netgen_2d3d",8);\r
-aWE("new",0,5,23,24,25,28,61,64,38,68,51);\r
+aWE("new",0,5,23,24,25,28,61,64,38,71,51);\r
 aWE("new_id",61);\r
-aWE("next",19,57,61,64,66,70);\r
+aWE("next",19,64);\r
 aWE("nid",61);\r
 aWE("nid1",61);\r
 aWE("nid2",61);\r
 aWE("nid3",61);\r
 aWE("nid4",61);\r
 aWE("no_nam",62);\r
-aWE("nod",14,0,17,1,18,19,20,21,22,6,7,25,28,29,11,12,33,35,60,61,63,64,65,66,39,40,67,68,43,44,45,47,70,52,72,54);\r
+aWE("nod",14,0,17,1,18,19,20,21,22,6,7,25,28,29,11,12,33,35,60,61,63,64,65,68,39,40,70,71,43,44,45,47,73,52,75,54);\r
 aWE("nodal",64,45);\r
 aWE("node_id",61);\r
-aWE("nodeid1ofside1tomerg",70);\r
-aWE("nodeid1ofside2tomerg",70);\r
-aWE("nodeid2ofside1tomerg",70);\r
-aWE("nodeid2ofside2tomerg",70);\r
+aWE("nodeid1ofside1tomerg",73);\r
+aWE("nodeid1ofside2tomerg",73);\r
+aWE("nodeid2ofside1tomerg",73);\r
+aWE("nodeid2ofside2tomerg",73);\r
 aWE("nodestart",61);\r
 aWE("non",23);\r
 aWE("nonam",62);\r
@@ -928,58 +909,57 @@ aWE("noth",25);
 aWE("notic",14);\r
 aWE("now",5,23);\r
 aWE("nsmooth",61);\r
-aWE("numb",13,14,1,19,6,25,8,11,33,60,63,64,67,43,45,70,52,72,53);\r
+aWE("numb",13,14,15,1,19,6,25,8,11,33,60,63,64,66,69,70,43,45,73,52,75,53);\r
 aWE("number",0,1,29,12);\r
-aWE("numberofsegment",6,8,57,61,66,70,72);\r
+aWE("numberofsegment",6,8,57,61,68,73,75);\r
 aWE("numeric",26);\r
 aWE("numerical",13);\r
 aWE("nunit",61);\r
 aWE("obey",43);\r
 aWE("obj",62);\r
-aWE("object",13,15,0,17,1,19,5,22,23,24,7,25,26,9,30,31,33,61,63,34,64,65,38,39,40,41,48,49,52,73,53);\r
-aWE("objecttoid",61);\r
+aWE("object",13,15,0,17,1,19,5,22,23,24,7,25,26,9,30,31,33,61,63,34,64,65,67,38,39,40,41,48,49,52,76,53);\r
 aWE("objet",25);\r
-aWE("obtain",17,66);\r
+aWE("obtain",17,68);\r
 aWE("offset",53);\r
-aWE("ok",17,1,21,5,7,26,9,27,28,30,11,12,31,61,39,40,67,43,45,49,50,51);\r
-aWE("old",57,61,66,70);\r
-aWE("on",14,1,19,23,6,24,26,8,9,27,11,12,55,56,59,61,37,64,66,38,39,67,68,43,45,46,48,49,51);\r
+aWE("ok",17,1,21,5,7,26,9,27,28,30,11,12,31,61,39,40,70,43,45,49,50,51);\r
+aWE("on",14,1,19,23,6,24,26,8,9,27,11,12,55,56,59,61,37,64,68,69,38,39,70,71,43,45,46,48,49,51);\r
 aWE("onc",49);\r
 aWE("onto",37,64);\r
 aWE("oo",20);\r
-aWE("opaqu",71);\r
-aWE("open",66);\r
+aWE("opaqu",74);\r
+aWE("open",68);\r
 aWE("operat",13);\r
-aWE("operation",15,17,18,19,20,2,3,4,21,24,25,26,9,27,28,30,11,12,55,56,31,58,33,32,59,35,60,36,37,34,64,38,39,40,67,41,43,44,45,46,47,48,49,50,51,73,54);\r
+aWE("operation",15,17,18,19,20,2,3,4,21,24,25,26,9,27,28,30,11,12,55,56,31,58,33,32,59,35,60,36,34,37,64,38,39,40,70,41,43,44,45,46,47,48,49,50,51,76,54);\r
+aWE("oppos",66);\r
 aWE("opposit",13,5,6,26,8,33,37,43,44);\r
 aWE("optimiz",63);\r
 aWE("option",14,0,19,46,48);\r
-aWE("optional",23,12);\r
+aWE("optional",23,12,67);\r
 aWE("ord",14,21,63,64);\r
 aWE("ordinary",1,37);\r
 aWE("orientat",53);\r
-aWE("orientation",21,5,26,61,49);\r
-aWE("origin",54);\r
+aWE("orientation",21,5,26,61,67,49);\r
+aWE("origin",53,54);\r
 aWE("other",49);\r
 aWE("otherwis",23,33);\r
 aWE("our",23);\r
-aWE("out",53);\r
+aWE("out",69,53);\r
 aWE("outlin",56);\r
 aWE("outsid",64);\r
 aWE("own",14);\r
 aWE("p5",6,8);\r
-aWE("packag",6,57,61,66,62,69,70);\r
+aWE("packag",6,62,72);\r
 aWE("pag",15,25,30);\r
 aWE("pair",19);\r
 aWE("pan",53);\r
-aWE("paramet",14,19,2,68,43);\r
+aWE("paramet",14,19,2,71,43);\r
 aWE("parameter",13,0,5,8,12,63,41,43,53);\r
 aWE("parametric",14,64);\r
 aWE("parent",24);\r
 aWE("part",61,43,45,53);\r
 aWE("particularity",14);\r
-aWE("pas",6,57,61,66);\r
-aWE("path",12,61,68,70);\r
+aWE("pas",6,57,61,68);\r
+aWE("path",12,61,71,73);\r
 aWE("pathmesh",61);\r
 aWE("pathshap",61);\r
 aWE("pattern",61,64);\r
@@ -987,81 +967,84 @@ aWE("pattern_nam",64);
 aWE("pentagonal",61);\r
 aWE("pentahedron",2);\r
 aWE("per",63);\r
-aWE("perform",60,61,40,43,46,51);\r
+aWE("perform",60,61,40,43,46,51,53);\r
 aWE("perimet",20);\r
-aWE("pi",61,70);\r
+aWE("permit",66,67);\r
+aWE("pi",61,73);\r
 aWE("pictur",3,25,12,55,56,59);\r
-aWE("piec",69);\r
+aWE("piec",72);\r
 aWE("plac",7,43,53);\r
-aWE("plan",5,66,46,54);\r
+aWE("plan",5,68,46,54);\r
 aWE("planar",61,54);\r
 aWE("platform",25,42);\r
 aWE("pleas",9,12);\r
 aWE("plot",19);\r
-aWE("plu",11,67);\r
+aWE("plu",11,70);\r
 aWE("png",0,53);\r
-aWE("point",14,1,19,12,61,37,64,67,41,43,46,70,48,53,54);\r
-aWE("pointstruct",61,70);\r
-aWE("polygon",17,61,72);\r
+aWE("point",14,1,19,12,61,37,64,67,70,41,43,46,73,48,53,54);\r
+aWE("pointstruct",61,73);\r
+aWE("polygon",17,61,75);\r
 aWE("polygonal",61);\r
 aWE("polyhedral",17,61);\r
-aWE("polyhedron",17,61,72);\r
+aWE("polyhedron",17,61,66,75);\r
 aWE("polylin",12);\r
 aWE("pop",9,29);\r
 aWE("position",14,64,53);\r
 aWE("posses",63,37);\r
-aWE("possibility",68);\r
+aWE("possibility",71);\r
 aWE("possibl",13,2,25,63,64);\r
 aWE("post",53);\r
-aWE("powerful",68);\r
+aWE("powerful",71);\r
 aWE("precision",17);\r
 aWE("preferenc",13,33,60,65);\r
-aWE("prefix",68);\r
+aWE("prefix",71);\r
 aWE("preproces",25);\r
 aWE("pres",17,1,12,39,53);\r
 aWE("present",14,0,63,51);\r
 aWE("presentation",16,0,53);\r
 aWE("preserv",64);\r
 aWE("preset",13);\r
-aWE("preview",17,5,26,64,68);\r
+aWE("preview",17,5,26,64,71);\r
 aWE("previou",19,12,49);\r
 aWE("previous",24,25,60,64);\r
 aWE("principl",12);\r
-aWE("print",6,8,57,61,66,70,72);\r
+aWE("print",6,8,57,61,68,73,75);\r
 aWE("printmeshinfo",6);\r
-aWE("prism",72);\r
+aWE("prism",66,69,75);\r
+aWE("prism3d",66);\r
+aWE("prismatic",15);\r
 aWE("pro",53);\r
 aWE("problem",6,8);\r
 aWE("proce",23,9);\r
 aWE("procedur",45);\r
 aWE("proceed",12,38);\r
 aWE("proces",45);\r
-aWE("produc",14,7,11,61,67,45);\r
+aWE("produc",14,7,11,70,45);\r
 aWE("product",54);\r
 aWE("program",23);\r
 aWE("progression",19);\r
 aWE("project",64);\r
-aWE("projection",64,54);\r
+aWE("projection",15,64,66,67,69,54);\r
 aWE("prompt",19);\r
 aWE("propagat",6,8,37);\r
-aWE("propagation",13,6,8,37,70);\r
+aWE("propagation",13,6,8,37,73);\r
 aWE("properti",53);\r
 aWE("prov",63);\r
-aWE("provid",0,17,26,57,61,66,69,70);\r
+aWE("provid",0,17,26,72);\r
 aWE("pseudo",27);\r
-aWE("pt1",69);\r
-aWE("pt2",69);\r
+aWE("pt1",72);\r
+aWE("pt2",72);\r
 aWE("pul",45);\r
 aWE("put",8);\r
-aWE("px",8,70);\r
-aWE("px1",70);\r
-aWE("py",8,70);\r
-aWE("py1",70);\r
-aWE("pyramid",72);\r
+aWE("px",8,73);\r
+aWE("px1",73);\r
+aWE("py",8,73);\r
+aWE("py1",73);\r
+aWE("pyramid",75);\r
 aWE("pyramidal",15);\r
-aWE("python",6,62,69,52);\r
-aWE("pz",8,70);\r
-aWE("pz1",70);\r
+aWE("python",6,62,72,52);\r
+aWE("pz",8,73);\r
+aWE("pz1",73);\r
 aWE("q1",61);\r
 aWE("qi",2);\r
 aWE("qk",20,2);\r
@@ -1074,21 +1057,23 @@ aWE("quad_5",61);
 aWE("quad_6",61);\r
 aWE("quad_7",61);\r
 aWE("quadra",6,57);\r
-aWE("quadrangl",13,14,15,17,18,20,2,6,26,8,27,11,12,57,33,32,60,36,61,63,67,44,70,72);\r
+aWE("quadrangl",13,14,15,17,18,20,2,6,26,8,27,11,12,57,33,32,60,36,61,63,66,69,70,44,73,75);\r
+aWE("quadrangle",66);\r
 aWE("quadrangular",15,6,8,33,37);\r
 aWE("quadratic",13,1,7,63,37);\r
 aWE("quadtotri",61);\r
-aWE("quality",16,0,18,19,20,2,3,4,26,55,56,58,32,60,36,66,44,47,49,73,54);\r
+aWE("quality",16,0,18,19,20,2,3,4,26,55,56,58,32,60,36,68,44,47,49,76,54);\r
 aWE("quantity",13);\r
 aWE("r1",61);\r
+aWE("radial",69);\r
 aWE("radio",21,25,26,41,43,46,49);\r
 aWE("radiu",20,61,63);\r
 aWE("radius",63);\r
-aWE("radius_1",69);\r
-aWE("radius_2",69);\r
-aWE("rang",19,25,57,61,63,66);\r
+aWE("radius_1",72);\r
+aWE("radius_2",72);\r
+aWE("rang",19,25,57,61,63,68);\r
 aWE("rat",63);\r
-aWE("ratio",16,20,2,60,66,45,47,54);\r
+aWE("ratio",16,20,2,60,68,45,47,54);\r
 aWE("ready",23);\r
 aWE("recent",0);\r
 aWE("red",56);\r
@@ -1098,21 +1083,20 @@ aWE("reevaluat",45);
 aWE("refer",64);\r
 aWE("referenc",14,16,23,24);\r
 aWE("refin",13);\r
-aWE("reflect",64,44,73);\r
+aWE("reflect",64,44,76);\r
 aWE("refpoint",61);\r
 aWE("refresh",0);\r
 aWE("regular",20,6,8,63,62);\r
-aWE("regular_1d",61);\r
 aWE("relat",42);\r
 aWE("relation",14);\r
 aWE("relationship",14);\r
 aWE("remot",53);\r
-aWE("remov",21,6,25,26,9,30,12,57,61,66,39,68,49);\r
+aWE("remov",21,6,25,26,9,30,12,57,61,68,39,71,49);\r
 aWE("removal",60);\r
-aWE("removeelement",61,66);\r
+aWE("removeelement",61,68);\r
 aWE("removehypothesi",6);\r
 aWE("removenod",61);\r
-aWE("renumb",61,40);\r
+aWE("renumb",40);\r
 aWE("renumber",61,40);\r
 aWE("renumbernod",61);\r
 aWE("reorient",21,61);\r
@@ -1128,78 +1112,73 @@ aWE("respectiv",1);
 aWE("rest",64,43);\r
 aWE("restor",53);\r
 aWE("restrict",14);\r
-aWE("result",13,17,12,57,66,45,51);\r
+aWE("result",13,17,12,57,68,45,51);\r
 aWE("ret",6,8);\r
 aWE("retriev",14);\r
 aWE("return",58,61);\r
 aWE("reveal",20);\r
 aWE("revers",1,64);\r
 aWE("revert",21);\r
-aWE("revolution",11,61,67);\r
-aWE("revolv",61,67);\r
+aWE("revolution",11,61,70);\r
+aWE("revolv",61,70);\r
 aWE("right",0,22,9,28,29,12,65);\r
-aWE("rotat",11,12,61,67,41,70,53);\r
-aWE("rotateobject",70);\r
-aWE("rotation",5,67,41,70,53);\r
+aWE("rotat",11,12,61,70,41,73,53);\r
+aWE("rotation",5,70,41,73,53);\r
 aWE("rotationsweepobject",61);\r
 aWE("rough",13);\r
 aWE("rr",61);\r
 aWE("rul",19,37,43);\r
 aWE("run",42);\r
-aWE("salom",25,8,57,60,61,66,42,62,70);\r
-aWE("sam",14,0,19,20,2,23,24,8,12,37,38,68,43,51);\r
-aWE("sampl",15,17,18,19,20,2,3,4,21,23,24,25,26,27,28,30,11,12,55,56,31,58,33,32,59,35,36,37,34,64,38,39,40,67,41,43,44,45,46,47,48,49,50,51,73,54);\r
-aWE("sav",68);\r
+aWE("salom",25,8,57,60,61,68,42,62,73);\r
+aWE("sam",14,0,19,20,2,23,24,8,12,37,66,67,38,71,43,51);\r
+aWE("sampl",15,17,18,19,20,2,3,4,21,23,24,25,26,27,28,30,11,12,55,56,31,58,33,32,59,35,36,34,37,64,38,39,40,70,41,43,44,45,46,47,48,49,50,51,76,54);\r
+aWE("sav",71);\r
 aWE("scal",19,53);\r
 aWE("scalar",16);\r
 aWE("scen",53);\r
-aWE("script",15,17,18,19,20,2,3,4,21,23,6,24,25,26,27,28,30,11,12,55,56,57,31,58,33,32,59,35,36,61,37,34,64,66,38,39,40,67,41,43,44,45,46,47,70,48,49,50,51,52,73,54);\r
-aWE("se",15,17,18,19,20,2,3,4,21,5,6,24,7,25,26,27,28,30,11,12,55,56,31,58,33,32,59,35,36,37,34,64,38,39,40,67,41,43,44,69,45,46,47,48,49,50,51,73,53,54);\r
+aWE("script",15,17,18,19,20,2,3,4,21,23,6,24,25,26,27,28,30,11,12,55,56,31,58,33,32,59,35,36,34,37,64,38,39,40,70,41,43,44,45,46,47,48,49,50,51,52,76,54);\r
+aWE("se",15,17,18,19,20,2,3,4,21,5,6,24,7,25,26,27,28,30,11,12,55,56,31,58,33,32,59,35,36,34,37,64,66,38,39,40,70,41,43,44,72,45,46,47,48,49,50,51,76,53,54);\r
 aWE("seam",64);\r
-aWE("search",31,68);\r
+aWE("search",31,71);\r
 aWE("second",17,61,63,43);\r
-aWE("secondnodeid1",70);\r
-aWE("secondnodeid2",70);\r
-aWE("secondnodeidonfreebord",70);\r
-aWE("section",0,5,23,64,69);\r
+aWE("secondnodeid1",73);\r
+aWE("secondnodeid2",73);\r
+aWE("secondnodeidonfreebord",73);\r
+aWE("section",0,5,23,64,72);\r
 aWE("seg",63);\r
-aWE("segment",13,19,6,8,57,33,60,61,63,66,69,70,72);\r
-aWE("select",13,0,17,1,19,21,22,23,6,24,7,25,26,9,27,28,30,11,12,31,35,61,63,37,64,65,39,40,67,41,42,68,43,45,46,48,49,50,51,52,53);\r
+aWE("segment",13,19,6,8,57,33,60,61,63,68,72,73,75);\r
+aWE("select",13,0,17,1,19,21,22,23,6,24,7,25,26,9,27,28,30,11,12,31,35,61,63,37,64,65,67,39,40,70,41,42,71,43,45,46,48,49,50,51,52,53);\r
 aWE("selectabl",59);\r
-aWE("selection",17,1,21,25,26,9,68,49);\r
+aWE("selection",17,1,21,25,26,9,71,49);\r
 aWE("sens",14);\r
 aWE("separat",47);\r
 aWE("sequenc",43);\r
-aWE("set",14,15,17,19,21,5,23,25,8,28,12,33,60,61,63,34,64,65,68,43,45,71,49);\r
-aWE("setmargin",57,66);\r
+aWE("set",14,15,17,19,21,5,23,25,8,28,12,33,60,61,63,34,64,65,69,71,43,45,74,49,53);\r
 aWE("setmaxelementarea",6);\r
-aWE("setmesh",66);\r
-aWE("setnam",61,62,69);\r
-aWE("setnumberofsegment",61);\r
-aWE("setnumfunctor",57,66);\r
-aWE("setpredicat",57,66);\r
+aWE("setnam",62,72);\r
 aWE("setting",23);\r
 aWE("seven",12,61);\r
-aWE("sew",12,43,70);\r
-aWE("sewbordertosid",70);\r
-aWE("sewconformfreeborder",70);\r
-aWE("sewfreeborder",70);\r
-aWE("sewsideelement",70);\r
-aWE("sg",57,61,66,70);\r
-aWE("shad",0,65,71);\r
-aWE("shall",21,27,28,35,64,67,41,46,48,49,50);\r
-aWE("shap",13,14,12,61,64,45);\r
+aWE("sew",12,43,73);\r
+aWE("sewbordertosid",73);\r
+aWE("sewconformfreeborder",73);\r
+aWE("sewfreeborder",73);\r
+aWE("sewsideelement",73);\r
+aWE("sg",57,61,68,73);\r
+aWE("shad",0,65,74);\r
+aWE("shall",21,27,28,35,64,70,41,46,48,49,50);\r
+aWE("shap",13,14,15,12,61,64,66,67,69,45);\r
 aWE("shape_mesh",61);\r
 aWE("shape1d",61);\r
-aWE("shapetyp",6,8,57,61,66,69,70);\r
-aWE("shell",66);\r
+aWE("shapetyp",6,8,57,61,68,72,73);\r
+aWE("shel",69);\r
+aWE("shell",68,69);\r
 aWE("shift",17,1,26,39,45);\r
 aWE("shortest",54);\r
-aWE("should",19,7,25,11,12,64,67,41,68,43,45,51);\r
-aWE("show",19,5,12,68,53);\r
+aWE("should",19,7,25,11,12,64,66,69,70,41,71,43,45,51);\r
+aWE("show",19,5,12,71,53);\r
 aWE("shown",16,45);\r
 aWE("shrink",65);\r
-aWE("sid",6,8,36,63,43,44,70);\r
+aWE("sid",6,8,36,63,66,43,44,73);\r
 aWE("simp",23,37);\r
 aWE("simpl",14,17,12,64);\r
 aWE("simplex",20,2);\r
@@ -1207,59 +1186,56 @@ aWE("sin",61);
 aWE("sin_bot",61);\r
 aWE("sin_top",61);\r
 aWE("six",12,61);\r
-aWE("siz",0,63,69,45);\r
+aWE("siz",0,63,72,45);\r
 aWE("sk",20,2);\r
 aWE("sketch",8);\r
 aWE("sketcher",8);\r
 aWE("sketcher1",8);\r
 aWE("sketcher2",8);\r
-aWE("skew",16,26,60,66,44,49);\r
-aWE("skew_margin",66);\r
-aWE("slid",71);\r
+aWE("skew",16,26,60,68,44,49);\r
+aWE("skew_margin",68);\r
+aWE("slid",74);\r
 aWE("small",53);\r
-aWE("smesh",6,8,57,61,66,62,43,69,70,72);\r
-aWE("smesh_mechanic",57,61,66,70);\r
-aWE("smesh_mechanic_tetra",66);\r
-aWE("smesh_mesheditor",61,70);\r
+aWE("smesh",6,8,57,61,68,62,43,72,73,75);\r
+aWE("smesh_mechanic",57,61,68,73);\r
+aWE("smesh_mechanic_tetra",68);\r
 aWE("smeshgroup1",57);\r
-aWE("smeshgui",61);\r
 aWE("smooth",61,45);\r
 aWE("smoothobject",61);\r
 aWE("smp",64);\r
-aWE("so",13,19,20,12,61,64,43,47);\r
-aWE("solid",8,60);\r
+aWE("so",13,19,20,12,64,43,47);\r
+aWE("solid",8,60,67);\r
 aWE("somewhat",17);\r
 aWE("soon",6);\r
 aWE("sort",21,25,26,49);\r
-aWE("sourc",68);\r
-aWE("spac",14,64,41,48);\r
+aWE("sourc",67,71);\r
+aWE("spac",14,64,69,41,48);\r
 aWE("specifi",19,3,64,39,43,45);\r
-aWE("specific",22,68);\r
-aWE("specify",17,1,26,11,12,64,39,67,41,68,45,46,48,51);\r
+aWE("specific",15,22,71);\r
+aWE("specify",17,1,26,11,12,64,39,70,41,71,45,46,48,51);\r
 aWE("spher",19,20,23);\r
 aWE("split",15,19,2,5,63,43);\r
 aWE("sqrt",61);\r
-aWE("standalon",25,57,68);\r
-aWE("standard",0,7,31,69,52);\r
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 aWE("start",13,19,5,8,12,60,42,43,48);\r
 aWE("startendlength",8);\r
 aWE("static",62);\r
-aWE("statu",61);\r
-aWE("step",11,67);\r
-aWE("stor",64,68);\r
+aWE("step",11,70);\r
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 aWE("str",62);\r
 aWE("straight",1,8,12,61,37);\r
 aWE("stretch",53);\r
 aWE("strict",53);\r
 aWE("structur",23,24,61,62);\r
-aWE("study",8,57,68,69);\r
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 aWE("stuf",53);\r
 aWE("styl",6);\r
 aWE("sub",6,8,12,31,35,64,41,43,46,48);\r
 aWE("submenu",17,10,39,40);\r
-aWE("submesh",13,21,22,6,24,25,26,11,12,38,67,45,48,49,52);\r
-aWE("subshapeall",6,8,57,61,66,70);\r
-aWE("subshapeallid",69);\r
+aWE("submesh",13,21,22,6,24,25,26,11,12,38,70,45,48,49,52);\r
+aWE("subshapeall",6,8,57,61,68,73);\r
+aWE("subshapeallid",72);\r
 aWE("subshapeallsort",61);\r
 aWE("subshapelist",6,57);\r
 aWE("subshapenam",6);\r
@@ -1267,149 +1243,146 @@ aWE("succed",8);
 aWE("sum",2);\r
 aWE("supplement",37);\r
 aWE("supplementary",26);\r
-aWE("surfac",14,20,2,11,12,64,67,43);\r
+aWE("surfac",14,20,2,11,12,64,70,43);\r
 aWE("surround",14,45);\r
-aWE("swept",11,67);\r
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 aWE("switch",1);\r
-aWE("symmetrical",46,70);\r
-aWE("symmetry",46,70);\r
-aWE("syntax",68);\r
-aWE("t",14,19,2,23,57,61,37,64,65,66,70,53);\r
+aWE("symmetrical",46,73);\r
+aWE("symmetry",46,73);\r
+aWE("syntax",71);\r
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 aWE("t1",61);\r
 aWE("tabl",1,19);\r
 aWE("tak",20,49);\r
 aWE("taken",13,22,25,8,64);\r
-aWE("tap",16,25,60,66,47);\r
-aWE("taper_margin",66);\r
+aWE("tap",16,25,60,68,47);\r
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+aWE("target",67);\r
 aWE("techniqu",45);\r
-aWE("tetra",6,8,69,72);\r
-aWE("tetrahedral",15,8,63,69);\r
+aWE("tetra",6,8,72,75);\r
+aWE("tetrahedral",15,8,63,72);\r
 aWE("tetrahedralization",23);\r
 aWE("tetrahedrical",8);\r
-aWE("tetrahedron",14,15,17,2,6,8,61,34,69,72);\r
+aWE("tetrahedron",14,15,17,2,6,8,61,34,72,75);\r
 aWE("tetran",8);\r
 aWE("th",64,43);\r
-aWE("them",13,17,1,19,2,25,9,10,11,12,35,63,39,67,43,45,53);\r
+aWE("them",13,17,1,19,2,25,9,10,11,12,35,63,39,70,43,45,53);\r
 aWE("themesh",6);\r
 aWE("third",12);\r
 aWE("thos",26,49);\r
 aWE("thre",14,1,20,61,63,37,43,46);\r
-aWE("threshold",68);\r
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 aWE("tick",53);\r
 aWE("tim",0);\r
 aWE("tmp",6);\r
 aWE("togeth",33);\r
-aWE("toggl",17,68,48);\r
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-aWE("toolbar",20,2,21,23,24,7,26,27,28,30,11,12,32,64,39,40,67,42,44,45,47,49,50,52,73,53,54);\r
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 aWE("top",61);\r
 aWE("topological",14,43);\r
 aWE("topology",14);\r
 aWE("toru",7);\r
 aWE("total",52);\r
 aWE("toward",45);\r
-aWE("transform",28,70);\r
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 aWE("transformation",35,41,43,46,48);\r
-aWE("translat",70,48);\r
-aWE("translateobject",70);\r
-aWE("translation",70,48);\r
-aWE("transparency",0,71);\r
-aWE("transparent",71);\r
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+aWE("transparent",74);\r
 aWE("transtorm",7);\r
-aWE("tri_mesh",70);\r
-aWE("tria",6,8,66,70);\r
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 aWE("tria_mesh",8);\r
-aWE("triangl",14,15,17,1,18,20,6,8,27,11,33,32,59,36,61,63,66,67,44,69,47,70,49,50,72,53);\r
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 aWE("triangular",15,33);\r
 aWE("triangulation",8);\r
 aWE("trihedron",53);\r
 aWE("tritoquad",61);\r
-aWE("truncat",69);\r
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 aWE("try",23,63);\r
 aWE("tt",8,61);\r
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 aWE("tupl",62);\r
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 aWE("typical",45);\r
 aWE("u",14,43);\r
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 aWE("unassign",38);\r
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 aWE("uniform",45);\r
 aWE("union",57,49,50,51);\r
 aWE("uniongroup",57);\r
-aWE("unionid",69);\r
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 aWE("unit",61,43,49,50,51);\r
 aWE("unles",37);\r
 aWE("unv",31);\r
 aWE("up",19,9,29);\r
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 aWE("useful",0,17,25,12,63);\r
 aWE("usual",43,45);\r
 aWE("v",14);\r
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 aWE("vari",20);\r
 aWE("variabl",62);\r
 aWE("variou",0);\r
 aWE("ve",17);\r
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 aWE("versa",7);\r
-aWE("version",57,61,66,70);\r
 aWE("vert",61);\r
-aWE("vertex",14,64);\r
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 aWE("vertex_",61);\r
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 aWE("very",17,12,63);\r
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 aWE("vic",7);\r
 aWE("vid",61);\r
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 aWE("visibl",53);\r
 aWE("visual",16);\r
 aWE("visualiz",53);\r
 aWE("vk",2);\r
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-aWE("volume_margin",66);\r
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+aWE("volume_margin",68);\r
 aWE("vtk",0,53);\r
-aWE("vxy",8,70);\r
-aWE("wa_margin",66);\r
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+aWE("wa_margin",68);\r
 aWE("walk",64);\r
-aWE("warp",16,26,60,66,49,54);\r
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 aWE("way",14,17,23,24,25,12,64,38,51);\r
 aWE("weight",45);\r
 aWE("well",64);\r
-aWE("wheth",68);\r
-aWE("whil",39);\r
+aWE("wheth",71);\r
+aWE("whil",66,39);\r
 aWE("whit",12,55);\r
-aWE("whol",2,11,12,67,68,45,48);\r
+aWE("whol",2,11,12,70,71,45,48);\r
 aWE("whos",21,25,26,37,49);\r
-aWE("will",13,14,0,17,1,18,19,20,2,21,22,23,6,24,7,25,26,9,28,29,30,11,12,57,31,33,32,59,36,61,63,37,34,64,66,39,40,67,42,68,43,44,45,47,70,71,49,51,52,73,54);\r
+aWE("will",13,14,0,17,1,18,19,20,2,21,22,23,6,24,7,25,26,9,28,29,30,11,12,31,33,32,59,36,61,63,34,37,64,67,39,40,70,42,71,43,44,45,47,74,49,51,52,76,54);\r
 aWE("window",5);\r
-aWE("wir",15,8,12,33,61,63,70);\r
-aWE("wire_discretisation",61);\r
+aWE("wir",15,8,12,33,61,63,73);\r
 aWE("wire_polylin",61);\r
 aWE("wire_polyline_edg",61);\r
 aWE("wire_polyline_mesh",61);\r
 aWE("wirefram",0,65);\r
 aWE("wish",23,7,9,31,53);\r
 aWE("within",19,64,43);\r
-aWE("without",1,12,66);\r
+aWE("without",1,12,68,69);\r
 aWE("word",19);\r
-aWE("work",1,12,63);\r
+aWE("work",1,12,63,67);\r
 aWE("worst",20);\r
-aWE("would",17,43);\r
-aWE("written",57,61,66,70);\r
+aWE("would",17,69,43);\r
 aWE("ww",8);\r
 aWE("x",14,5,54);\r
 aWE("x0",61);\r
 aWE("y",14,5);\r
 aWE("y0",61);\r
-aWE("your",13,14,16,0,17,1,18,19,20,2,21,5,22,23,24,25,28,29,30,31,33,32,35,36,34,64,65,38,39,40,41,68,44,45,46,47,48,52,73,54);\r
+aWE("your",13,14,16,0,17,1,18,19,20,2,21,5,22,23,24,25,28,29,30,31,33,32,35,36,34,64,65,38,39,40,41,71,44,45,46,47,48,52,76,54);\r
 aWE("z",14,5);\r
 aWE("z0",61);\r
 aWE("zero",64);\r

diff --git a/doc/salome/gui/SMESH/whdata/whtdata0.htm b/doc/salome/gui/SMESH/whdata/whtdata0.htm
index 30cfea6963fe3a63315a31510352c6ca5a14892a..40eb3f33b713c095279841cddbb453ee92c3d00e 100755 (executable)
--- a/doc/salome/gui/SMESH/whdata/whtdata0.htm
+++ b/doc/salome/gui/SMESH/whdata/whtdata0.htm
@@ -8,15 +8,19 @@
 <script language="javascript" src="whtdata.js"></script>\r
 <script language="javascript">\r
 <!--\r
- aTE(1,81,"MESH module");\r
+ aTE(1,85,"MESH module");\r
    aTE(2,0,"Introduction to Mesh","mesh.htm");\r
    aTE(2,0,"Running MESH module","files/running_smesh_module.htm");\r
    aTE(2,0,"Introduction to MESH module python interface","smesh.py_introduction.htm");\r
-   aTE(1,13,"Creating meshes");\r
+   aTE(1,17,"Creating meshes");\r
      aTE(2,0,"About meshes","files/about_meshes.htm");\r
      aTE(2,0,"Importing and exporting meshes","files/importing_and_exporting_meshes.htm");\r
      aTE(2,0,"Constructing meshes","files/constructing_meshes.htm");\r
-     aTE(2,0,"Defining meshing algorithms","files/about_meshing_algorithms.htm");\r
+     aTE(1,4,"Defining Algorithms");\r
+       aTE(2,0,"Basic meshing algorithms","files/about_meshing_algorithms.htm");\r
+       aTE(2,0,"Projection Algorithms","projection_algorithms.htm");\r
+       aTE(2,0,"Radial Prism Algorithm","radial_prism.htm");\r
+       aTE(2,0,"Prism 3D Algorithm","prism_3d_algorithm.htm");\r
      aTE(1,6,"Defining hypotheses");\r
        aTE(2,0,"About Hypotheses","files/about_hypotheses.htm");\r
        aTE(2,0,"1D Meshing Hypotheses","files/arithmetic_1d.htm");\r
@@ -83,7 +87,7 @@
      aTE(2,0,"Pattern mapping","pattern_mapping.htm");\r
      aTE(2,0,"Convert to/from Quadratic Mesh","convert_to_from_quadratic_mesh.htm");\r
  aTE(2,0,"Python interface smesh.py" ,"smeshpy_doc/namespacesmesh.html");\r
-   aTE(1,7,"TUI Scripts");\r
+     aTE(1,7,"TUI Scripts");\r
      aTE(2,0,"Creating Meshes","constructing_meshes.htm");\r
      aTE(2,0,"Viewing Meshes","viewing_meshes.htm");\r
      aTE(2,0,"Defining Hypotheses","defining_hypotheses_tui.htm");\r

diff --git a/doc/salome/gui/SMESH/whxdata/whftdata0.xml b/doc/salome/gui/SMESH/whxdata/whftdata0.xml
index 404df94937d6d62b38e8cad77ee6be22c5fe5332..ffb88ad562d6e98e33cfd4b5d0deb6cebd08ca08 100755 (executable)
--- a/doc/salome/gui/SMESH/whxdata/whftdata0.xml
+++ b/doc/salome/gui/SMESH/whxdata/whftdata0.xml
@@ -66,7 +66,10 @@
 <topic name="Netgen 2D and 3D hypotheses" url="netgen_2d_and_3d_hypotheses.htm" />\r
 <topic name="Pattern mapping" url="pattern_mapping.htm" />\r
 <topic name="Presentation" url="presentation.htm" />\r
+<topic name="Prism 3D Algorithm" url="prism_3d_algorithm.htm" />\r
+<topic name="Projection Algorithms" url="projection_algorithms.htm" />\r
 <topic name="Quality Controls" url="quality_controls.htm" />\r
+<topic name="Radial Prism" url="radial_prism.htm" />\r
 <topic name="Revolution" url="revolution.htm" />\r
 <topic name="Selection filter library" url="selection_filter_library.htm" />\r
 <topic name="smesh.py_introduction" url="smesh.py_introduction.htm" />\r

diff --git a/doc/salome/gui/SMESH/whxdata/whfwdata0.xml b/doc/salome/gui/SMESH/whxdata/whfwdata0.xml
index 110993df555c91d454587210da7a0d7fc166574e..05cb72b1554009b0505c8dbe9c79b6e89fd7331c 100755 (executable)
--- a/doc/salome/gui/SMESH/whxdata/whfwdata0.xml
+++ b/doc/salome/gui/SMESH/whxdata/whfwdata0.xml
@@ -1,194 +1,189 @@
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@@ -606,16 +590,17 @@
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@@ -623,9 +608,9 @@
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@@ -634,7 +619,7 @@
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@@ -642,77 +627,75 @@
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@@ -807,46 +792,43 @@
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diff --git a/doc/salome/gui/SMESH/whxdata/whtdata0.xml b/doc/salome/gui/SMESH/whxdata/whtdata0.xml
index 64e838ed13250249ec8bcdfa17550b1a6b4630e4..97d991783f5bfa4d8481295d26dfe099cf3b105b 100755 (executable)
--- a/doc/salome/gui/SMESH/whxdata/whtdata0.xml
+++ b/doc/salome/gui/SMESH/whxdata/whtdata0.xml
@@ -8,7 +8,12 @@
     <item name="About meshes" url="files/about_meshes.htm" />\r
     <item name="Importing and exporting meshes" url="files/importing_and_exporting_meshes.htm" />\r
     <item name="Constructing meshes" url="files/constructing_meshes.htm" />\r
-    <item name="Defining meshing algorithms" url="files/about_meshing_algorithms.htm" />\r
+    <book name="Defining Algorithms" >\r
+      <item name="Basic meshing algorithms" url="files/about_meshing_algorithms.htm" />\r
+      <item name="Projection Algorithms" url="projection_algorithms.htm" />\r
+      <item name="Radial Prism Algorithm" url="radial_prism.htm" />\r
+      <item name="Prism 3D Algorithm" url="prism_3d_algorithm.htm" />\r
+    </book>\r
     <book name="Defining hypotheses" >\r
       <item name="About Hypotheses" url="files/about_hypotheses.htm" />\r
       <item name="1D Meshing Hypotheses" url="files/arithmetic_1d.htm" />\r
@@ -81,7 +86,7 @@
     <item name="Pattern mapping" url="pattern_mapping.htm" />\r
     <item name="Convert to/from Quadratic Mesh" url="convert_to_from_quadratic_mesh.htm" />\r
   </book>\r
-  <item name="Python Interface smesh.py" url="smeshpy_doc/namespacesmesh.html" /> \r
+ <item name="Python Interface smesh.py" url="smeshpy_doc/namespacesmesh.html" /> \r
   <book name="TUI Scripts" >\r
     <item name="Creating Meshes" url="constructing_meshes.htm" />\r
     <item name="Viewing Meshes" url="viewing_meshes.htm" />\r