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Orientation controls referencing 2 datums 2

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Sem_D220

Mechanical
Jul 9, 2018
290
What are the opinions on the following schemes?

1. Angularity control referencing 2 datums in the FCF, when the basic angle is specified between the controlled face and the secondary datum. The primary and the secondary datums are perpendicular to each other.

2. Parallelism control referencing 2 datums in the FCF, when the controlled face is nominally parallel to the secondary datum and perpendicular to the primary datum.

3. Perpendicularity control referencing 2 datums in the FCF, when the controlled feature is nominally perpendicular to the secondary datum and at some other angle to the primary datum.

I haven't seen any of these brought as an example in the Y14.5 standard (unless I'm missing one), or in any other sources I was exposed to, but I also don't see how the contents of chapter 6 may reject those schemes. Schemes #1 and #2 are ones I wanted to implement for real cases, but hesitated (eventually I did :)). As for #3, I haven't encountered a case requiring this, but I can imagine one. I think I once heard a GD&T professional say that there should always be a basic implied 90° angle (for perpendicularity), or a basic angle of some other value (for angularity) between the controlled feature and the primary datum feature whereas the secondary datum may only constrain DOF / orient the tolerance zone. But, if the DRF should first and foremost reflect the functional interface, there certainly may be cases where a vice-versa scheme is justified. The problem is - there are no figures to point to if such position needs to be supported. In Y14.5, looking for orientation controls that reference more than one datum, I find only figures 6-4, 6-8, and even 6-17, all show an implied right angle relationship or basic angle between the controlled feature and the primary datum reference, never to the secondary.

Has anyone else dealt with this dilemma? Maybe it's only my lack of knowledge / experience, and such schemes are either commonly practiced or clearly not supported? Whatever the case is your input will be very much appreciated.

Edit: I'd like to add that I realize that one solution could be to use profile of a surface for orientation, but from various reasons I prefer to utilize orientation controls and reserve this solution only as a last resort, if needed.
 
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The fact that article is called "Seven Silly Things (about GD&T)" and actually references 11 "silly things" clearly shows the level of disconnect between GD&T and mathematics. :)
My personal favorite is "SIlly Thing #8: Features which are produced at their MMC limit of size must have PEFECT form!" Apparently it's not true...


"For every expert there is an equal and opposite expert"
Arthur C. Clarke Profiles of the future

 
CH said:
My personal favorite is "SIlly Thing #8: Features which are produced at their MMC limit of size must have PEFECT form!" Apparently it's not true...

He's actually right. Rule#1 is about a boundary that must not be violated. A boundary of "perfect form". Consider a 5+-0.1 width feature of size. There is zero probability that this feature will be produced at exactly 5.1 at every single local size and will be of "perfect form". Since there is zero probability for that, and since nothing in the real world is of perfect form, there is no sense in demanding it, is there? The demand of "perfect form" is just a lazy way of teachers to explain this concept that usually gets stuck pictorially in trainee's minds and becomes a misconception.

As for the first thing you mentioned, I only went really briefly through the article apart from the excerpt I quoted but I think that the number of "silly things" is also adressed there somewhere, it is supposed to be some kind of humoristic whimsicality with some clever moral behind it.
 
You are blaming "teachers" like it it isn't standard that states exactly so.
As for things being "humoristic", how big smiley face am I supposed to attach not to be taken dead seriously?

"For every expert there is an equal and opposite expert"
Arthur C. Clarke Profiles of the future

 
The standard only states so if you ignore sub-para (b) of 2.7.1
 
Where exactly in sub-para (b) of 2.7.1 it says that variation of form is permitted at MMC?
Sub-para (b) of 2.7.1 is about size being AWAY from MMC.
Sub-para (a) of 2.7.1 is about size being EXACTLY AT MMC: "No variation in form is permitted if the regular feature of size is produced at its MMC limit of size..."

"For every expert there is an equal and opposite expert"
Arthur C. Clarke Profiles of the future

 
Any feature ever produced "AT MMC", will always have a local sizes departure either beyond MMC or towards LMC. If the first the part should end up in the scrap bin. If the latter the part may be good, but "perfect form" will not happen, and it is not required to. The text of the standard (in conjunction with obvious reality) specifies this step by step, if you follow the sub paragraphs (a) and (b) of 2.7.1 by their order and add them into one complete statement.
 
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