fid = geompy.addToStudyInFather(cut, faces[fi], "Face %d" % (fi+1))
isSuccess, closedWires, openWires = geompy.GetFreeBoundary(faces[fi])
if isSuccess:
- print "Check free boudaries in face %d: OK" % (fi+1)
+ print "Check free boundaries in face %d: OK" % (fi+1)
print "-- Nb of closed boundaries = %d" % len(closedWires)
for wi in range(len(closedWires)):
wid = geompy.addToStudyInFather(faces[fi], closedWires[wi], "Closed wire %d" % (wi+1))
pass
pass
else:
- print "Check free boudaries in face %d: KO" % (fi+1)
+ print "Check free boundaries in face %d: KO" % (fi+1)
pass
pass
\n <b>TUI Command:</b>
<em>geompy.Archimede(Shape,Weight,WaterDensity,MeshingDeflection),</em>
where \em Shape is a shape to put into the water, \em Weight is a weight of
-the shape, \em WaterDensity is density of water, \em MeshingDeflection is a
+the shape, \em WaterDensity is density of water, \em MeshingDeflection is a
deflection of the mesh, using to compute the section.
\n <b>Arguments:</b> Name + 1 shape + 3 values (Weight, Water Density
& Meshing Deflection).
\page blocks_operations_page Blocks Operations
-The solids built by blocks \ref build_by_blocks_page can be
+The solids built by blocks \ref build_by_blocks_page can be
processed with blocks transformation operations:
<ul>
The algorithm works on the face level, i.e. it computes only face-to-face intersections. No additional intersection types are computed.
This can be useful to detect all intersections between subshapes of type "surface" in an assembly.
-The result quality will depend on the tesselation quality. However, small deflection values can significantly decrease the performance of the algorithm.
+The result quality will depend on the tessellation quality. However, small deflection values can significantly decrease the performance of the algorithm.
Nevertheless, the performance of Fast Intersect algorithm is much higher than that of the topological intersection.
\image html measures13.png
In this dialog:
- \b Object - the checked object. \b Selection button allows picking it in the viewer or in the object browser.
-- <b>Deflection coefficient</b> - a linear deflection coefficient that defines the tesselation quality. If theDeflection <= 0, default deflection 0.001 is used.
+- <b>Deflection coefficient</b> - a linear deflection coefficient that defines the tessellation quality. If theDeflection <= 0, default deflection 0.001 is used.
- <b>Detect gaps with tolerance</b> specifies the distance between shapes used for detecting gaps:
- if theTolerance <= 0, the algorithm detects intersections;
- if theTolerance > 0, the algorithm detects gapss.
\n <b>TUI Command:</b> <em>geompy.CheckSelfIntersectionsFast(theShape, theDeflection, theTolerance),</em> \n
where: \n
\em theShape is the shape checked for validity. \n
-\em theDeflection that specifies the quality of tesselation.
+\em theDeflection that specifies the quality of tessellation.
\em theTolerance Specifies the distance between shapes used for detecting gaps.
See also a \ref tui_check_self_intersections_fast_page "TUI example".
\n <b>Arguments:</b> Name + 1 vertex (for the center) + 1 edge (for
the direction) + Radius.
-\note By default it is presumed that the <b>Center Point</b> is located at the Origin of the global
+\note By default it is presumed that the <b>Center Point</b> is located at the Origin of the global
coordinate system, and the \b Vector corresponds to OZ axis of the global
coordinate system.
\image html neo-obj1.png
-To create a list of sub-shapes (vertices, edges, wires etc.) of the
+To create a list of sub-shapes (vertices, edges, wires etc.) of the
given shape using the \b Explode operation, you need to define the <b>Main
Object</b>, which will be exploded and the <b>Type of Sub-shapes</b> you wish to
obtain from it.
\n Firstly, you can define the values of X, Y, and Z coordinates of origin and the directions of X and Y axes directly in the menu.
\n <b>TUI command:</b> <em>geompy.MakeMarker(OX, OY, OZ, XDX, XDY, XDZ,
YDX, YDY, YDZ)</em>, where OX, OY, OZ are coordinates of the origin of
-LCS, XDX, XDY, XDZ is a vector of OX direction of the LCS and YDX,
+LCS, XDX, XDY, XDZ is a vector of OX direction of the LCS and YDX,
YDY, YDZ is a a vector of OY direction of the LCS.
\n <b>Arguments:</b> Name + Coordinates of origin, X axis direction, Y axis direction.
The Result of each operation will be a GEOM_Object (edge).
\n Firstly you can define a \b Line by \b Point1 and \b Point2,
-which are the points through which the \b Line passes.
+which are the points through which the \b Line passes.
\n <b>TUI Command:</b> <em>geompy.MakeLineTwoPnt(Point1, Point2)</em>
\n <b>Arguments:</b> Name + 2 vertices.
\b NB! There is another way to create a line, which is currently
accessible only via \b TUI commands.
-You can define a line passing through the given \b Point and parallel
+You can define a line passing through the given \b Point and parallel
to the given \b Vector.
\n <b>TUI Command:</b> <em>geompy.MakeLine(Point, Vector)</em>
\n There are three algorithms to create a plane in the 3D space.
\n The \b Result of each operation will be a GEOM_Object (face).
-\n Firstly, you can define a \b Plane by a \b Point through which the
+\n Firstly, you can define a \b Plane by a \b Point through which the
plane passes, a \b Vector giving a normal of the plane and a <b>Size
of the Plane</b> (size of a side of quadrangle face, representing the
plane).
\image html plane1.png
\n Secondly, you can define a \b Plane by three \b Points through
-which the plane passes and a <b>Size of the Plane</b>.
+which the plane passes and a <b>Size of the Plane</b>.
\n <b>TUI Command:</b> <em>geompy.MakePlaneThreePnt(Point1, Point2, Point3, TrimSize)</em>
\n <b>Arguments:</b> Name + 3 vertices + 1 value (to define the size
of the plane).
\image html polyline_dlg.png
A polyline represents a section or a set of sections. Each section is constructed from a sequence of 2D points
-connected by either linear segments or an interpolation curve. Every section has its own attributes:
+connected by either linear segments or an interpolation curve. Every section has its own attributes:
- \b Name,
- \b Type (Polyline or Spline),
- \b Closed flag.
\page create_sketcher_page 2D Sketcher
-The 2D Sketcher allows drawing arbitrary 2D shapes.
+The 2D Sketcher allows drawing arbitrary 2D shapes.
To create a <b>2D Sketch</b> select in the main menu <b>New Entity -> Basic -> 2D Sketch</b>.
\image html 2dsketch12.png
-- \b Radius radio-button allows creating a more limited arc segment by defining a custom ark radius, which must be greater than half of the distance between the last point and the end point of the arc.
+- \b Radius radio-button allows creating a more limited arc segment by defining a custom ark radius, which must be greater than half of the distance between the last point and the end point of the arc.
\image html 2dsketch8.png
\n Secondly, you can define a \b Sphere with the center at the origin of
coordinate system by the \b Radius.
\n <b>TUI Command:</b> <em>geompy. MakeSphereR(Radius)</em>
-\n <b>Arguments:</b> Name + 1 value (Radius from the origin).
+\n <b>Arguments:</b> Name + 1 value (Radius from the origin).
\image html sphere2.png
-\n <b>NB!</b> The is another way to create a\b Sphere, which is
+\n <b>NB!</b> The is another way to create a \b Sphere, which is
currently accessible only via \b TUI commands.
\n You can define the \b Sphere by the coordinates of the <b>Center
Point</b> and its \b Radius (in this way you don't need to create it in advance).
A primitive called \b Rectangle is a rectangular face of certain dimensions and orientation
-To create a \b Rectangle in the <b>Main Menu</b> select <b>New Entity - >
+To create a \b Rectangle in the <b>Main Menu</b> select <b>New Entity - >
Primitives - > Rectangle</b>
\n There are 2 algorithms to create a \b Rectangle in the 3D space.
radio buttons (OXY, OYZ or OZX).This
means that the \b Rectangle will lie in "OXY", "OYZ" or "OZX" plane correspondingly.
\n <b>TUI Command:</b> <em>geompy.MakeFaceHW(Height, Width, Orientation)</em>
-\n <b>Arguments:</b> Name + 3 values (Dimensions at origin: heigth, width and
+\n <b>Arguments:</b> Name + 3 values (Dimensions at origin: height, width and
orientation).
\page display_mode_page Display Mode
\n This option is relevant for viewing 3D objects. Wireframe mode means
-that you can see only edges of the object, while its shells remain
+that you can see only edges of the object, while its shells remain
transparent. Shading mode means that the shells are filled with color.
\n To change the display mode right-click on this geometrical object
\n <b>TUI Command:</b> <em>geompy.MakeBlockExplode(Compound,
MinNbFaces, MaxNbFaces),</em> where \em Compound is a compound to be
exploded into the blocks, \em MinNbFaces, \em MaxNbFaces are correspondingly
-the minimal and the maximal number of faces of the resulting blocks.
+the minimal and the maximal number of faces of the resulting blocks.
\n <b>Arguments:</b> 1 compound + 2 integers (min. and max. number of
faces in the block to be extracted).
\note The result quality depends on the quality of triangulation. Changing the value of the deflection coefficient
parameter can strongly affect the result. However, small values of the deflection coefficient might lead to
-some performance loss of the algorithm, as number of triangles of the tesselation mesh depends on this parameter.
+some performance loss of the algorithm, as number of triangles of the tessellation mesh depends on this parameter.
Press <b>Apply and Close</b> or \b Apply button to store the selected sub-shapes in the study for further analysis.
The selection will be published as a compound containing intersected sub-shapes from both source objects.
\r
<b>List of Dimensions</b>\r
\r
-This dialog provides the list of dimensions shown in the view for the selected geometrical <b>Object</b>. The list items are sorted by dimension type: <b>Distance</b>, <b>Diameter</b> and <b>Angle</b>. \r
+This dialog provides the list of dimensions shown in the view for the selected geometrical <b>Object</b>. The list items are sorted by dimension type: <b>Distance</b>, <b>Diameter</b> and <b>Angle</b>. \r
\r
It is possible to show/hide a dimension in the view by checking on/off the box to the left of its name. \r
\r
</ul>\r
</li>\r
\r
-<li> <b>Diameter </b> of an an arc, a circular edge or face, a sphere, a cylinder, a cone or a torus.</li> \r
+<li> <b>Diameter </b> of an an arc, a circular edge or face, a sphere, a cylinder, a cone or a torus.</li> \r
\r
<li> <b>Angle.</b> The angle dimension can be defined in one of two possible ways : </li>\r
\r
\image html image30.png
-\n The second algorithm modifies the location of the \b Object(s) using \b Start
+\n The second algorithm modifies the location of the \b Object(s) using \b Start
and \b End \b LCS, although the final position of the object will not
-coincide with the center of either of the two systems. In this method
+coincide with the center of either of the two systems. In this method
the object is shifted from its initial position by the value of the
remainder after subtraction of the coordinates of the <b>Start LCS</b> from
the coordinates of the <b>End LCS</b>.
\image html image4.png
The third algorithm modifies the location of the \b Object(s) using the <b>Path object</b> (Wire or Edge)
-and the \b Distance parameter (ranging from 0 to 1) defining how far the object will move along the path.
+and the \b Distance parameter (ranging from 0 to 1) defining how far the object will move along the path.
\n <b>Create a copy</b> checkbox allows to keep the initial object,
otherwise it will be removed.
\n <b>Select Unpublished edges</b> checkbox allows to select sub-shape edges on
\image html restore-ss-viewer-cut.png "The resulting shape"
-Second, we examine the case when the resulting shape is composed from multiple arguments
+Second, we examine the case when the resulting shape is composed from multiple arguments
(after all Boolean operations, except for Cut, or after the partition with
several object shapes, or if the resulting shape is a compound).
/*!
- * \brief Add / Remove material to / from a solid by extrusion of the base shape on the given distance.
+ * \brief Add / Remove material to / from a solid by extrusion of the base shape on the given distance.
* \param theInitShape Initial shape on which to perform the feature.It has to be a solid or
* a compound made of a single solid
* \param theBase Edge or wire defining the base shape to be extruded.
*
* The path shape can be a wire or an edge.
* the several profiles can be specified in the several locations of path.
- * \param theSeqBases - list of Bases shape to be extruded.
+ * \param theSeqBases - list of Bases shape to be extruded.
* \param theLocations - list of locations on the path corresponding
* specified list of the Bases shapes. Number of locations
* should be equal to number of bases or list of locations can be empty.
*
* The path shape can be a shell or a face.
* the several profiles can be specified in the several locations of path.
- * \param theSeqBases - list of Bases shape to be extruded.
+ * \param theSeqBases - list of Bases shape to be extruded.
* \param theSeqSubBases - list of corresponding sub-shapes of section shapes.
* \param theLocations - list of locations on the path corresponding
* specified list of the Bases shapes. Number of locations
/*!
* \brief Create a quadrangle face from four edges. Order of Edges is not
- * important. It is not necessary that edges share the same vertex.
+ * important. It is not necessary that edges share the same vertex.
* \param theEdge1,theEdge2,theEdge3,theEdge4 Edges for the face bound.
* \return New GEOM_Object, containing the created face.
*/
* \brief Create a hexahedral solid, bounded by the six given faces. Order of
* faces is not important.
*
- * It is not necessary that Faces share the same edge.
+ * It is not necessary that Faces share the same edge.
* \param theFace1,theFace2,theFace3,theFace4,theFace5,theFace6 Faces for the hexahedral solid.
* \return New GEOM_Object, containing the created solid.
*/
interface GEOM_IGroupOperations : GEOM_IOperations
{
/*!
- * \brief Creates a new group which will store sub-shapes of theMainShape
+ * \brief Creates a new group which will store sub-shapes of theMainShape
* \param theMainShape is a GEOM_Object on which the group is selected
* \param theShapeType defines a shape type of the group
* \return a newly created GEOM group
myDetector->SetPath( theImgFileName.toStdString() );
height = myDetector->GetImgHeight();
width = myDetector->GetImgWidth();
- pictureLeft = -0.5 * width; // X coordinate of the top left corner of the background image in the view
+ pictureLeft = -0.5 * width; // X coordinate of the top left corner of the background image in the view
pictureTop = 0.5 * height; // Y coordinate of both top corners
}
QString myNewCommand = ":";
SUIT_ResourceMgr* resMgr = SUIT_Session::session()->resourceMgr();
int aPrecision = resMgr->integerValue( "Geometry", "length_precision", 6 );
- int DigNum = qAbs(aPrecision); // options for the format of numbers in myNewCommand
+ int DigNum = qAbs(aPrecision); // options for the format of numbers in myNewCommand
char Format = 'f';
if ( aPrecision < 0 ) // f --> DigNum is the number of digits after the decimal point
Format = 'g'; // g --> DigNum is the maximum number of significant digits
MESSAGE("EntityGUI_SketcherDlg::execute")
SUIT_ResourceMgr* resMgr = SUIT_Session::session()->resourceMgr();
int aPrecision = resMgr->integerValue( "Geometry", "length_precision", 6 );
- int DigNum = qAbs(aPrecision); // options for the format of numbers in myNewCommand
+ int DigNum = qAbs(aPrecision); // options for the format of numbers in myNewCommand
char Format = 'f';
if ( aPrecision < 0 ) // f --> DigNum is the number of digits after the decimal point
Format = 'g'; // g --> DigNum is the maximum number of significant digits
gp_Vec& aN);
//! Computes a point <theP> inside the face <theF>. <br>
- //! <theP2D> - 2D representation of <theP> <br>
+ //! <theP2D> - 2D representation of <theP> <br>
//! on the surface of <theF> <br>
//! Returns 0 in case of success. <br>
Standard_EXPORT
Parameters:
theInit Shape to remove material from. It must be a solid or a compound made of a single solid.
theBase Closed edge or wire defining the base shape to be extruded.
- theH Prism dimension along the normal to theBase
+ theH Prism dimension along the normal to theBase
theAngle Draft angle in degrees.
theInvert If true material changes the direction.
theName Object name; when specified, this parameter is used
Parameters:
theInit Shape to add material to. It must be a solid or a compound made of a single solid.
theBase Closed edge or wire defining the base shape to be extruded.
- theH Prism dimension along the normal to theBase
+ theH Prism dimension along the normal to theBase
theAngle Draft angle in degrees.
theInvert If true material changes the direction.
theName Object name; when specified, this parameter is used
## @{
## Create a quadrangle face from four edges. Order of Edges is not
- # important. It is not necessary that edges share the same vertex.
+ # important. It is not necessary that edges share the same vertex.
# @param E1,E2,E3,E4 Edges for the face bound.
# @param theName Object name; when specified, this parameter is used
# for result publication in the study. Otherwise, if automatic
def MakeQuad(self, E1, E2, E3, E4, theName=None):
"""
Create a quadrangle face from four edges. Order of Edges is not
- important. It is not necessary that edges share the same vertex.
+ important. It is not necessary that edges share the same vertex.
Parameters:
E1,E2,E3,E4 Edges for the face bound.
return anObj
## Create a hexahedral solid, bounded by the six given faces. Order of
- # faces is not important. It is not necessary that Faces share the same edge.
+ # faces is not important. It is not necessary that Faces share the same edge.
# @param F1,F2,F3,F4,F5,F6 Faces for the hexahedral solid.
# @param theName Object name; when specified, this parameter is used
# for result publication in the study. Otherwise, if automatic
def MakeHexa(self, F1, F2, F3, F4, F5, F6, theName=None):
"""
Create a hexahedral solid, bounded by the six given faces. Order of
- faces is not important. It is not necessary that Faces share the same edge.
+ faces is not important. It is not necessary that Faces share the same edge.
Parameters:
F1,F2,F3,F4,F5,F6 Faces for the hexahedral solid.
<item row="3" column="0">
<widget class="QLabel" name="label_3">
<property name="text">
- <string>Big pipe height</string>
+ <string>Big pipe height</string>
</property>
</widget>
</item>
<item row="2" column="0">
<widget class="QLabel" name="label_2">
<property name="text">
- <string>Small pipe radius</string>
+ <string>Small pipe radius</string>
</property>
</widget>
</item>
<item row="4" column="0">
<widget class="QLabel" name="label_4">
<property name="text">
- <string>Small pipe height</string>
+ <string>Small pipe height</string>
</property>
</widget>
</item>
