[Si...] Posted Wednesday at 07:37 AM Share Posted Wednesday at 07:37 AM Hello, Unfortunately, in comparison to other measuring elements, I cannot create an intersection between the torus and the surface. I need this to measure a diameter from it. See picture. Are there other ways to create an intersection point at the transition from the torus to the surface? Link to comment Share on other sites More sharing options...
[Ma...] Posted Wednesday at 08:18 AM Share Posted Wednesday at 08:18 AM I can not see which diameter you need and if that surface is cone or something another. Yould need to measure that torus as circle around D2 - or just measure a circle in the way you need your number. Circles can be used in intersections so make more of them to get more points for calculation. Link to comment Share on other sites More sharing options...
[Si...] Posted Wednesday at 08:45 AM Author Share Posted Wednesday at 08:45 AM Please sign in to view this quote. The surface is a plane and I want to intersect the plane with the torus. The diameter of D2 does not help me. Link to comment Share on other sites More sharing options...
[Ma...] Posted Wednesday at 09:12 AM Share Posted Wednesday at 09:12 AM So you need to know max diameter of that plane ( right before torus is comming )? This should be torus D diameter Link to comment Share on other sites More sharing options...
[Cl...] Posted Wednesday at 11:11 AM Share Posted Wednesday at 11:11 AM (edited) Looks like the torus is the ID ring on the outside? Kind of like a circular moat? If you have curve you can scan four 2d curves equally spaced (12/3/6/9) around the torus. Then use the Kink point function to get the four intersections to construct a circle. Or possibley measure four equally spaced circles in that well and intersect them with the top plane. Edited Wednesday at 11:15 AM Link to comment Share on other sites More sharing options...
[To...] Posted Wednesday at 01:16 PM Share Posted Wednesday at 01:16 PM (edited) Create a circle using "Define circle on Cylinder", touch Torus, select subsidiary radius. Create Intersection construction, selecting circle and plane. Or use section tool to create a circle on torus. Repeat for all 4 quadrants. Create a circle and Recall the 4 intersections. FYI Assuming the radius of the torus is tangent to the top plane, the D1 of the torus equals the intersection (tangency) of the torus and the plane. Edited Wednesday at 01:22 PM Link to comment Share on other sites More sharing options...
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