I am having trouble understanding composite tolerance, especially when it comes to a bolt hole pattern like this. I am wondering how you would dimension these true positions. Here's my idea using legacy dimensioning:
Level and translate to A, rotate to B, and report the position of 1 hole (any hole?...lets say the 12'O'Clock hole) and give it a .001 tolerance. Then, would I stay leveled to A&B, translate to the hole that I just reported on (12'O'Clock hole), and report the positions of the rest of the holes with a .0005 tolerance?
Lukas No, that isn't the correct approach. It's pretty difficult to validate composite position callouts using legacy because you need to perform various best-fit alignments - and even then, it's not always possible to fully achieve the design intent.
Hm...I'm looking at Xact measure and it seems really straight forward - it does all the work for you. Anything I need to know with that method? Do you think my interpretation of the ASME standard is way off (referring to what I laid out above)?
Is my interpretation of the standard wrong because the FRTZF circular tolerance zone must lie within the PLTZF circular tolerance zone (not overlapping the border of the PLTZF zone)? Please see attachment...sorry I'm really just asking about GD&T here
You need a best fit alignment for the 2nd layer. You would never choose any " 1 " hole and use it as a 0.0 point. You are looking for the pattern and not related to any 1 " random " hole you call 0.0.
Look at pages 224/225/232 in the 2018 Y14.5 as it shows similar examples of your call out.
From my understanding the lower segments of composite only constrain rotational degrees of freedom. To check the lower segment create a feature set out of the holes, create a best fit alignment using the feature set allowing translation in the X and Y (assuming Z is looking at the holes) and set the best fit method to min/max. After the alignment redo the position of the holes. Technically you can also allow translation in the Z but you can't do a min/max best fit in 3D for some reason and least squares evaluation may not give you the best result possible