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Cone calculation on a radius ??


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I have some standards Im measuring that are basically the shape of a bullet. Its close to a cone but its really a great big radii. Ive been checking dim b and just treating the radii like a cone and using cone calculation. I then use the vision system to verify my results. Do you guys see a problem with how im measuring this part and if so do you have any suggestions?

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They are checking real close with cone calculation. I just want to explore a different method.
Thank you
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yes.... it pulls a torus. Think about doing a 2d curve and intersection i just have to figure out where the Dim b occurs
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With a Curve your vector will be wrong. It will not be nominal vector to the surface. You will end up with cosine error. The error will depend on the angle of probing vs nominal vector to the surface.
I have a question they don't define the Dim of B. They are setting only the Dia for the circle?
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Be nice if zeiss came up with something like cone calculations for the obscure cone shape.... I wound up using the vision system and offsetting the midline half the stated diameter and intersecting the cone. I then verified that on the cmm....
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The CAD department makes the drawing and are able to define and show the missing values.
My opinion, without the missing values its not possible to produce the part.

The inspection contain two methodes to get the result and the difference between the solutions.


My fault, I should read everything.

I've now integrated both conditions
- diameter at height
- height at diameter

Local results are different according to the form deviation and Gaussin circle versus the curve calculation.
The influence of the dimension (radius) and the position (center) can only be checked on a real part.

The function relevant zone correctly described by Andreas, could be the next step, if a higher accuracy (smaller tolerance) is needed.


CALYPSO 6.6
Run it by Simulation.
1828_a31e9e3dc3fc14e8ef2a0c029b1f84f9.zip
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