CH said:
@pmarc:
I really don't see it that way. They must be satisfied together / simultaneously, so it must be less than 0.10 and less than 0.05 at the same time.
If they contradict each other, then, yes, size tolerance overrides general note. Do you have reference to support your point?
This is taken from the new draft of Y14.5, but I am more than sure that I saw this also in one of the other, already published, ASME Y14 series standards (I think it was Y14.41, but it would be great if someone could confirm):
"1.4.9 Unless Otherwise Specified (UOS)
The phrase "unless otherwise specified" or UOS is used to indicate a default requirement. The phrase is used when the default is a generally applied requirement and an exception may be provided by another document or requirement."
The way I see this definition in case of your scenario (and in general) is following. The parallelism 0.05 is the default requirement. Since the "thickness" dimension tolerance +/- 0.10 = 0.20 together with Rule #1 is capable of creating parallelism requirement for opposed faces, the exception to the default requirement has been created.
------------
3DDave said:
pmarc - each edge represents an angle between two faces. There can't be an edge without two faces. The number of alternatives grows significantly for anything but a simple block, but even for a simple block I've never seen an inspection report the bare minimum.
I agree, there can't be an edge without two faces. I also agree that the number of alternatives grows significanlty for anything but a simple block. And that I have also never seen an inspection report the bare minimum.
But I do not agree that each edge represents an angle between two faces. An edge is just an intersection of two faces regardless of the angle between those two faces. The two faces can be perfectly perpendicular to each other, or be at any angle to each other, say 60 degrees, and the common edge will be exactly the same for both cases.
If we take 3 faces of a rectangular block into consideration (the bottom face, and two side vertical faces) that all have a common point (single corner), the situation is similar. All 3 edges generated by these surfaces can be perfectly perpendicular to each other, however the faces may not be at right angles.
I challenged your initial statement about 12 dimensions to check not because I wanted to point out that you were wrong, but because I wanted to show that the title block angular tolerances (which, unfortunately, are still very common in industry) are so vague that it is even not clear what to check. Do you agree?