corresponds to the OX axis of the global coordinate system.
-\note Actual direction of the major axis vector is defined as
-<EM> Vmaj' = (Vn * Vmaj) * Vn</em> where \em Vn is a normal vector and
+\note The actual direction of the major axis vector is defined as
+<EM> Vmaj' = (Vn * Vmaj) * Vn</em>, where \em Vn is a normal vector and
\em Vmaj is an original vector of the major axis.
\n <b>TUI Command (no major axis):</b> <em>geompy.MakeEllipse(Point, Vector, RadiusMajor, RadiusMinor)</em>
\image html plane2.png
-\n Also, you can define a \b Plane by another \b Plane or <b>Face</b> and a <b>Size of the Plane</b>.
+\n Thirdly, you can define a \b Plane by another \b Plane or <b>Face</b> and a <b>Size of the Plane</b>.
\n <b>TUI Command:</b> <em>geompy.MakePlaneFace(Face, TrimSize)</em>
\n <b>Arguments:</b> Name + 1 face + 1 value (to define the size of the plane).
\image html plane3.png
-\n Also, you can define a \b Plane by two Vectors. The first vector defines the center point and the direction,
+\n Fourthly, you can define a \b Plane by two Vectors. The first vector defines the center point and the direction,
the second vector defines the normal to the Plane.
\n <b>TUI Command:</b> <em>geompy.MakePlane2Vec(Vec1, Vec2, TrimSize)</em>
\n <b>Arguments:</b> Name + 2 vectors + 1 value (to define the size of the plane).
\n You can create a \b Wire from several connected edges and wires by
selecting them in the object browser or in the viewer holding Shift
-button. Select \b Tolerance which will be used to check
-connections. If you use \b Tolerance more than 1e-07, and gap,
-covered by this tolerance, is detected, edges will be modified to
+button.
+\n Select \b Tolerance which will be used to check the
+connections. If the \b Tolerance value is more than 1e-07, and a gap
+within this tolerance is detected, the corresponding edges will be modified to
connect in the middle of the gap.
\n The \b Result will be a \b GEOM_Object (WIRE).
In Geometry module you can import and export geometrical objects
from/into BREP, IGES, STEP files. The mechanisms of import and export
-are implemented via plug-ins, which gives you the opportunity to
+are implemented via plug-ins, which gives the opportunity to
expand the range of available formats by adding more plug-ins (for
example, CATIA 5).
the module and its contents (geometrical object) will be displayed in
the <b>Object Browser</b>.
+\note If the selected file is in IGES format and the length is not
+expressed in meters, it will be sussested to scale the model into the
+metric system:
+y types (solid, face, edge and
+vertex) for all named shapes
+\image html iges_unit.png
+
+\par
+
+\note If the selected file is in ACIS format (the use of this format
+requires licensing) and the file contains names for some shapes, it
+will be suggested to create groups by types (solid, face, edge and
+vertex) for all named shapes:
+
+\image html sat_named_shapes.png
+
+\par
+
\note It is possible to re-open from the initial file a previously imported shape if
the file has been changed on disk. For this, select
<b>Reload From Disk</b> in the context menu of the imported
\par
Click \b Save to confirm your exportation.
+Our <b>TUI Scripts</b> provide you with useful examples of the use of
+\ref tui_import_export_page
+
*/
\n This operation removes all seam and degenerated edges from a given
shape. Its main purpose is healing of solids and compounds to obtain
hexahedral solids and compounds of hexahedral solids.
-At the same time, it has an option to unite all faces, sharing one
-surface. With this option not only hexahedral solids could be obtained.
+However, there is an option to unite all faces, sharing one
+surface, which allows obaining not only hexahedral solids.
\n <b>TUI Command:</b> <em>geompy.RemoveExtraEdges(theShape,theOptimumNbFaces)</em>,
-there <em>theShape</em> is a compound or a single solid to remove irregular edges from
+where <em>theShape</em> is a compound or a single solid
and <em>theOptimumNbFaces</em> is an integer parameter, that regulates,
-whether the faces, sharing common surface, should be united, or not.
+whether the faces, sharing a common surface, should be united.
\n <b>Arguments:</b> Name + one shape + a flag.
\n <b>Advanced option:</b>
\ref restore_presentation_parameters_page "Set presentation parameters and subshapes from arguments".
