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60 lines
2.2 KiB
Plaintext
60 lines
2.2 KiB
Plaintext
/*!
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\page create_plane_page Plane
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To create a \b Plane in the <b>Main Menu</b> select <b>New Entity - >
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Basic - > Plane</b>
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\n There are three algorithms to create a plane in the 3D space.
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\n The \b Result of each operation will be a GEOM_Object (face).
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\n Firstly, you can define a \b Plane by a \b Point through which the
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plane passes, a \b Vector giving a normal of the plane and a <b>Size
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of the Plane</b> (size of a side of quadrangle face, representing the
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plane).
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\n <b>TUI Command:</b> <em>geompy.MakePlane(Point, Vector, TrimSize)</em>
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\n <b>Arguments:</b> Name + 1 vertex + 1 vector + 1 value (to define
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the size of the plane).
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\image html plane1.png
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\n Secondly, you can define a \b Plane by three \b Points through
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which the plane passes and a <b>Size of the Plane</b>.
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\n <b>TUI Command:</b> <em>geompy.MakePlaneThreePnt(Point1, Point2, Point3, TrimSize)</em>
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\n <b>Arguments:</b> Name + 3 vertices + 1 value (to define the size
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of the plane).
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\image html plane2.png
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\n Thirdly, you can define a \b Plane by another \b Plane or <b>Face</b> and a <b>Size of the Plane</b>.
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\n <b>TUI Command:</b> <em>geompy.MakePlaneFace(Face, TrimSize)</em>
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\n <b>Arguments:</b> Name + 1 face + 1 value (to define the size of the plane).
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\image html plane3.png
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\n Fourthly, you can define a \b Plane by two Vectors. The first vector defines the center point and the direction,
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the second vector defines the normal to the Plane.
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\n <b>TUI Command:</b> <em>geompy.MakePlane2Vec(Vec1, Vec2, TrimSize)</em>
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\n <b>Arguments:</b> Name + 2 vectors + 1 value (to define the size of the plane).
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\image html plane4.png
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\n Finally, you can define a \b Plane by the Local Coordinate System and the orientation (OXY, OYZ, OZX).
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\n <b>TUI Command:</b> <em>geompy.MakePlaneLCS(LCS, TrimSize, [1, 2, or 3])</em>
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\n <b>Arguments:</b> Name + LCS + 1 value (to define the size of the plane) + 1 value (to define the orientation)
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\image html plane5.png
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<b>Examples:</b>
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\image html planes1.png
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<center>Planes created on the basis of the Global Coordinate System</center>
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\image html plane_on_face.png
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<center>A Plane created on a Face of another Shape</center>
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Our <b>TUI Scripts</b> provide you with useful examples of creation of
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\ref tui_creation_plane "Basic Geometric Objects".
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*/
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