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Theoretical circle in V-block


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How do I create a theoretical circle or cylinder with tangent surfaces in a V-block? Is this possible with Calypso?

Who can walk me through this step by step?

image.png.1693076dd9f57e66d467f1b8c792a8f4.png

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I have had mixed results scanning a curve on the V and then using "Circle in contour best fit"...  I used to try to do this in gear teeth for a "over ball dimension" check but found another way of doing it.     Circle in contour might have improved since i last used it many.. many.. years ago....

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Hi,

you can do an infinity of circle tangeant to two plan, so you have to choose one diameter.

how i will do (I guess there is other way)

First mesure the two plan of the V-block, construct a offset plan of each with your radius as value of offset.

intersect the two offset plan.

construct a theorical plan

intersect the theorical plan and the previous intersection, that give you a point with witch you can construct a theorical diameter at the choosen diameter, by adding formula in X ; Y ; Z and the diameter

 

intersection.JPG

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Under "construction" there is "tangent". I don't think it works with planes though. If you intersect each plane of the V-block with the face of the V-block to get two lines instead of planes then you should be able to use "Tangent". Within "tangent" you just select each intersection line and enter the diameter.

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tangent don't work with plane, but work great with line,  it is much simple (than a contruction on the intersection of the intersection of the offset :) 

thanks

tangeante.JPG

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