Smart LCS creation


You can easily create a Coordinate System you wish with approximately two mouse clicks. It is very straightforward.

1. At first you select in the graphic view a design feature which defines the location of the new coordinate system. You can select any entity that has an origin or an axis or both. E.g. a circular arc, a line, a revolution surface, a plane define both the origin and the axis. A point defines only the origin, while a vertex of a solid model defines both the origin, the Z axis taken from the neighboring surface, as well the X axis direction taken from the neighboring edge. A straight edge of a solid model defines the origin that is placed in the middle of the edge, the Z axis direction taken from the neighboring surface and the X axis direction taken from the edge itself.

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2. As no geometry entity defines a local coordinate system completely SprutCAM X should decide how to select the missing parameters e.g. the Z or X axis direction of the new LCS. And you can easily tell SprutCAM X your wishes. Just rotate the view with mouse in such a way that SprutCAM X could select the missing parameters of the new LCS based on the orientation of the view, just as you do when you orient the view using smart middle mouse click.

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3. The last step is simple click on the images/download/thumbnails/95432652/image2019-1-11_18-2-30.png menu item on the coordinate systems panel.

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Examples of Smart LCS creation.

  • LCS by a solid vertex:

images/download/attachments/95432652/f_clip0387_4.png

  • LCS by a solid straight edge:

images/download/attachments/95432652/f_clip0387_5.png

  • LCS by a solid circular edge:

images/download/attachments/95432652/f_clip0387_6.png

  • LCS in the center of a planar face with an inversed Z axis direction:

images/download/attachments/95432652/f_clip0387_7.png

  • A XOY LCS in the center of a flat face:

images/download/attachments/95432652/f_clip0387_8.png

  • A XOY LCS in the center of a flat face with an inversed X axis direction:

images/download/attachments/95432652/f_clip0387_9.png


See also:

Geometrical coordinate systems