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Circle End Points


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Here's a quick approach that I came up with.

Measure the circle - then create an alignment where the circle is the X,Y Origin. You can then measure or recall feature points into a Curve of that circle. From there, use a Min/Max Coordinate inside of that alignment. With the Curve, you can select which axis to take the measurement.

Let me know how that works out for you.
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Okay learning experience for me.

Why not?

The intersection construction will intersect with the calculated perfect circle based on whatever evaluation method is selected(LSQ, OTE, etc) and not the measured points?

I thought it would go by the filtered measured points.

I've used Owens method to correlate diameters to a 2-point measurement device, it works.
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The Associated Feature that is generated has perfect form. As your form error goes up, a lot of your actual points do not lie on the surface of the Associated Feature (in the case of an LSQ they will be evenly distributed below and above the Associated Feature). When you create an intersection, you are intersecting an Associated Feature with an Associated Feature.

So if you have a lot of form error, you will see differences between the actual point and the intersection point.

Now if your form error is small, it doesn't really matter.
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