greenimi,
Thanks for comments. Here is my list (not complete though):
- Feature of Size definition [para. 1.3.32] - still unclear and causing countless arguments even amongst GD&T experts.
- Actual Local Size definition [para. 1.3.54] - unclear as for "any cross section" term. What is the orientation of the cross-section? I assume it is perpendicular/normal to something? But what is it? The math standard seems to be of no help here.
- Derived Median Line / Plane definitions [paras. 1.3.30 & 1.3.31] - what if considered feature is nominally curved, like a garden hose for example. How would an unrelated actual mating envelope look then?
- Tolerance Accumulation example [para. 2.6] - directly toleranced dimensions used to control a non-FOS distances between surfaces. This seems to contradict the statement in the foreword of the standard: "This revision contains paragraphs that give a stronger admonition than in the past that the fully defined drawing should be dimensioned using GD&T with limit dimensioning reserved primarily for the size dimensions for features of size". I realize that the intent of this figure is to show purely the tolerance accumulation concept, but I am pretty sure that quite a lot of readers, when looking at fig. 2-4, may think this is reasonable and perfectly fine way of dimensioning the part. Especially that the note at the end of the paragraph about using basic dimensions together with geometric tolerances rather suggests that the choice between the two methods exists, and not that the latter is the correct one.
- Unclear procedure of how datum feature simulators behave when pattern of features is selected as a datum feature and is called out at RFS. If one simulator fully touches its feature, what happens with the other (if we just consider pattern of two features)? Does it stop or expand/contract further until maximum possible contact with the second feature is obtained?
- Figures for straightness of derived median line at MMC [fig. 5-3] and flatness of derived median plane at MMC [fig. 5-9] showing "axis" interpretation of the callouts. For an unaware reader the figures may imply that the tolerance zones are of uniform diameter (for straightness) or width (for flatness) regardless of size of toleranced feature along its axis / centerplane. In reality (and in my opinion in majority of cases) size of the tolerance zones may change depending on what happens in each individual cross-section. Boundary interpretation is insensitive to actual local geometry variation, plus it is much more intuitive, and reflects functional reason of applying such callouts much better.
- Simultaneous Requirements: RMB [para. 7.5.4.1] - does this paragraph imply that there is no possibility of defining Separate Requirements when two or more patterns of features are located relative to common datum features SUBJECT to size variation? After reading 7.5.4.2, where the choice between SIM and SEP REQT is clearly worded, I would interpret that such option in 7.5.4.1 does not exist, and SIM REQT is the only possible condition. But what if I took fig. 4-40 and imagined two keyways in each cylinder instead of one in each? Wouldn't I be allowed to apply SEP REQT then?
- Chapter on runout in general, but especially lack of clear information about validity (or not) of total runout callout applied to other than cylindrical surfaces of revolution (like cones, sine waves, etc.).