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This task will show you how to create dimensions for the curvilinear
length of a curve, i.e. to measure the overall length of a curve. |
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Open the
CurvilinearDimension.CATDrawing document. |
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Click Dimension
in the Dimensioning toolbar.
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Select a curve. A preview of the dimension is displayed.
By default, this preview shows an overall curve
dimension.
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Right-click to display the contextual menu and select
Curvilinear Length instead of Overall.
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Still in the contextual menu, select a representation
mode for the dimension line:
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Offset displays the dimension line as an
offset of the measured curve.
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Parallel displays the dimension line as a
translation of the measured curve.
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Linear displays the dimension line as
linear.
Select Parallel, for example.
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Optionally drag the dimension line and/or the dimension
value to position them as wanted.
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Click elsewhere in the drawing to validate the dimension
creation. The semi-arc symbol displayed over the dimension value
symbolizes a curvilinear length dimension. You can now handle the
dimension just like any other dimension.
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Again, click Dimension
.
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Select another curve. This time, the preview of the
dimension shows a curvilinear length dimension (your previous selection
was memorized).
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Once again, right-click to display the contextual menu
and select Offset as the representation mode for the dimension
line.
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Click in the drawing to validate the dimension creation.
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Repeat steps 7 to 9, this time selecting Linear
as the representation mode for the dimension line.
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Still in the contextual menu, select Dimension
Representation > Force Horizontal Dimension in View to specify the
dimension line orientation.
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Click in the drawing to validate the dimension creation.
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More About Curvilinear Length Dimensions
General remarks
- Curvilinear length dimensions can be created using the
Dimensions and Length/Distance Dimensions commands; they
cannot be created using the Stacked Dimensions and
Cumulated Dimensions commands.
- You can create curvilinear length dimensions for all types of curves:
splines, circles, arcs of circle, conics, etc. Note that in the case of
circles and arcs of circle, they will be called circular length
dimensions.
- You can also create curvilinear length dimension for straight lines, but only if theses lines are generated from 3D. This is useful
if you change these straight lines into curves in 3D and then update the view.
- The curvilinear
length symbol is defined by the administrator in the standards.
- The linear representation mode for the dimension line is:
- forbidden in the case of closed curves.
- the only authorized representation mode for True Length dimensions.
Restrictions
- In the case of the parallel and offset representation modes, the
dimension value cannot be moved out of the curve limits, except for
circles and arcs of circle. As a result, you cannot specify the dimension
value position (Inside, Outside, Auto).
- In some cases, depending on the curve and on the offset value, the
offset representation mode cannot be computed:
- In certain cases, when switching from another representation mode
to the offset mode, the dimension will be previewed as being
not-up-to-date (i.e. using the color configured in Tools > Options
> Mechanical Design > Drafting > Dimension tab, Analysis
Display Mode): try to move the cursor closer to the dimension.
- In other cases, you will not be able to position the dimension
further than a certain limit. The examples below show the limits for
positioning a curvilinear length dimension in offset mode for a spline.
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- In the case of curvilinear length dimensions in offset mode, it is
recommended to activate the Constant offset between dimension line
and geometry setting in Tools > Options > Mechanical Design >
Drafting > Dimension tab. This will ensure that the dimension
remains associative if the geometry is moved.
- When dimensioning a 3D curve that is not planar, the extension line
of the curve will extend to the projection of the endpoints of the curve
in the view plane of the dimension. As a result, the dimension may seem
to point nowhere.
- Curvilinear dimensions cannot be measured along a direction.
- Curvilinear dimensions cannot be driving dimensions.
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