Jacob Cheverie
Aerospace
- May 14, 2019
- 77
We have several blueprints that call out Position tolerances on the I.D. bore of a ball in the following way:
Primary datum reference A - Planar surface with normal vector along Z
Secondary datum reference B - Cylindrical feature with axis along X
There is a ball that is free to rotate within the assembly. On the drawing, the axis of the I.D. is along Z and the axis intersects the axis of B.
The Position tolerance on the ball I.D. is diametric and called out to A and B, both referenced RMB.
My misunderstanding is in the use of datum reference A. The Position error will increase as the bore axis rotates away from the normal vector of datum feature A. We use a squaring tool, or backer, to hold the bore perpendicular to datum feature A during inspection. My concern is that this is an artificial measurement, as we are really measuring the perpendicularity of the backer to A at that point.
Any thoughts on GD&T as applied to mobile part features? Again, it seems quite artificial to me. I will attach some sort of drawing tomorrow.
Primary datum reference A - Planar surface with normal vector along Z
Secondary datum reference B - Cylindrical feature with axis along X
There is a ball that is free to rotate within the assembly. On the drawing, the axis of the I.D. is along Z and the axis intersects the axis of B.
The Position tolerance on the ball I.D. is diametric and called out to A and B, both referenced RMB.
My misunderstanding is in the use of datum reference A. The Position error will increase as the bore axis rotates away from the normal vector of datum feature A. We use a squaring tool, or backer, to hold the bore perpendicular to datum feature A during inspection. My concern is that this is an artificial measurement, as we are really measuring the perpendicularity of the backer to A at that point.
Any thoughts on GD&T as applied to mobile part features? Again, it seems quite artificial to me. I will attach some sort of drawing tomorrow.