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Torus and cone intersection


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88.31 is BASIC. It is not measured. The depth to the gage diameter is measured.

I would create a theoretical cylinder that is 88.31 diameter for my gage diameter. Then, use create circle on cylinder, select the torus. Select Subsidiary Radius. Then create an intersection of the cylinder (shell ticked) and the circle. check depth of intersection. Repeat several times around torus for added results.

If there is a cone at the top where gage diameter is required (not clear), then measure the cone, create an intersection of cone and cylinder (shell ticked on both) Measure depth of intersection.
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You could try a Pattern of Curves around the Torus, then Intersect those Curves with a Theoretical Cylinder at the Ø88.31, and then recall those points in to a Plane.
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If they want the diameter, then then height has to become basic. So you create a plane with an offset of the 24.73 dimension, then you intersect with the surface. That will give you the diameter at that specific height.
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