Evom
Mechanical
- Feb 1, 2016
- 7
Cannot seem to find any example from my references to enforce my theory on this so looking for clarification here.
Have a hole say 5mm, tolerance of +/- 0.2, position tolerance of 0.05 applied controlling it with respect to 3 datums A, B & C using basic dimensions.
From what I understand, although technically they state you need a maximum material requirement (MMR) to invoke a maximum material virtual condition (MMVC) scenario, an "extreme boundary" is still in effect with the envelope boundary @ RFS as envelope requirements do not control the orientation or location of a feature of size FOS
So theoretically, the extreme boundary would still be @ maximum material state (MMS) 4.8 - 0.05 = 4.75. The only difference between RFS & MMR in this scenario is the position tolerance will change for MMR based on the size due to the collective requirement where as with RFS it will not, but they both have boundaries that go beyond the size tolerance of the hole due to addition of the position tolerance.
Does this sound correct?
Have a hole say 5mm, tolerance of +/- 0.2, position tolerance of 0.05 applied controlling it with respect to 3 datums A, B & C using basic dimensions.
From what I understand, although technically they state you need a maximum material requirement (MMR) to invoke a maximum material virtual condition (MMVC) scenario, an "extreme boundary" is still in effect with the envelope boundary @ RFS as envelope requirements do not control the orientation or location of a feature of size FOS
So theoretically, the extreme boundary would still be @ maximum material state (MMS) 4.8 - 0.05 = 4.75. The only difference between RFS & MMR in this scenario is the position tolerance will change for MMR based on the size due to the collective requirement where as with RFS it will not, but they both have boundaries that go beyond the size tolerance of the hole due to addition of the position tolerance.
Does this sound correct?