ligo
Mechanical
- Feb 25, 2009
- 26
I've seen a number of posts on the forum about combined flatness and parallelism call outs, but it seemed like the discussion was limited just to whether or not a call-out was allowed. And not so much to the physical result.
Lets take two casses,
1) A plate with one side set as datum feature A and a .002 flatness applied to it. Then and parallelism tolerance applied to the opposite side, also .002 (referencing datum A).
2) A plate with one side set as datum feature A and a .002 flatness applied to it. In this case the opposite side also has a .002 flatness applied to it. Then a parallelism tolerance of .004 is applied between the two (referencing datum A).
(The same basic thickness applies in both cases)
Does the practical outcome of these two dimensioning schemes give the same result?
i.e. A plate that varies within .002 on either side, resulting in a potential .004 thickness variation between any two points on opposite sides?
Right now I'm thinking that they do, but I've thought about it too much and need a second opinion. Any analysis of why or why not, would be helpful.
thanks!
Lets take two casses,
1) A plate with one side set as datum feature A and a .002 flatness applied to it. Then and parallelism tolerance applied to the opposite side, also .002 (referencing datum A).
2) A plate with one side set as datum feature A and a .002 flatness applied to it. In this case the opposite side also has a .002 flatness applied to it. Then a parallelism tolerance of .004 is applied between the two (referencing datum A).
(The same basic thickness applies in both cases)
Does the practical outcome of these two dimensioning schemes give the same result?
i.e. A plate that varies within .002 on either side, resulting in a potential .004 thickness variation between any two points on opposite sides?
Right now I'm thinking that they do, but I've thought about it too much and need a second opinion. Any analysis of why or why not, would be helpful.
thanks!