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Access: Open this function from the following location:
Select Wireframe > Derived Curves > Intersection from the menu bar.
Create intersection curves between objects, faces, and planes.
This function is executed by selecting two groups: the first containing one or more faces and the second group containing one or more faces and/or planes. The result consists of all curves along all intersections of the two groups.
The two examples below demonstrate how to use this function.
Pick the first group of one or more faces.
Click <Exit><Exit> to proceed to the next step.
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Note: Closed and open mesh objects can also be picked. If an mesh object is selected, all previous selections of solid objects are cleared.
Pick the second group of one or more faces and / or planes. In this case, the second group is a vertical datum plane.
Set the parameters.
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Note: If an mesh object was selected in Step 1, then the following entities can be picked:
Datum plane
Closed mesh object
Create Composite / Don't Create Composite |
Toggle this parameter to define the type of curve created by the function (see below for an example). When the Create Composite option is selected, the Max. Gap parameter is displayed.
Examples of Composite CurveExamples of Composite Curve When projecting a composite curve or a sketch (containing more than a single edge), the toggle option, Create Composite/Don't Create Composite, enables the result to either be a single composite curve or separate curves.
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Single Wire / |
This toggle option enables the creation of single or multiple wire bodies.
If Don't Create Composite is selected above, this option is grayed out and set to Multi Wires. |
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As Plane / |
If the picked face is planar, an additional toggle option is displayed: As Plane / As Face. This option enables you to define the second group as either a plane or face, which in turn may affect the size of the intersection curve. |
Click OKOK or ApplyApply in the Feature Guide to complete the function.
When completed, the Intersection Curve feature(s) will appear in the Feature Tree.
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