- Joined
- Jun 26, 2013
- Messages
- 191
I'm thinking about building tooling fixture that will basically have a 2" diameter threaded steel rod (let's say 28tpi) that is threaded into a corresponding hole in a 3/4" steel plate, then 'locked' in place with a 1/4" lock-ring (finger tight)... If X-Y is the plane of the surface of the plate and Z is through the center line of the rod - if the point at the center of the face of the rod is what we're concerned with and we arbitrarily call that (0.000, 0.000, 0.000), assume the plate is fixed and cannot move, the lockring is loosened, the rod is rotated 14 turns, then the lockring re-snugged; what should be my expectation be for the end position of the original point? In a perfect world I would expect (0.000, 0.000, 0.500) - In the real-world, obviously it will be something different...
Obviously there are a ton of variables - what I'm really wondering about is how close to a line will the path of that point (the center of the face of the rod) follow? (I'm actually not even concerned with the ending Z position, just the X-Y errors introduced) I suspect the real world path would be something like a spiral on the surface of a cone. What I'm having difficulty imagining is just how far off from the perfect line I should expect it to move assuming reasonably fitted threads. Could I reasonably expect less than .001" 'drift' in X-Y? Or would .010" be more likely?
I will be turning both the ID and OD threads - I can make them whatever TPI makes sense, 28 just seemed like a reasonable number. I was planning on "normal" threads (Unified National I guess, not Acme, etc). I should be able to thread the first part, then use it for test-fitting while cutting the second, so should be able to (hopefully) get a fairly slop-less fit...
Anyway -- if anyone has any thoughts on how accurate I should expect something like this to be, thanks in advance for your thoughts...
Obviously there are a ton of variables - what I'm really wondering about is how close to a line will the path of that point (the center of the face of the rod) follow? (I'm actually not even concerned with the ending Z position, just the X-Y errors introduced) I suspect the real world path would be something like a spiral on the surface of a cone. What I'm having difficulty imagining is just how far off from the perfect line I should expect it to move assuming reasonably fitted threads. Could I reasonably expect less than .001" 'drift' in X-Y? Or would .010" be more likely?
I will be turning both the ID and OD threads - I can make them whatever TPI makes sense, 28 just seemed like a reasonable number. I was planning on "normal" threads (Unified National I guess, not Acme, etc). I should be able to thread the first part, then use it for test-fitting while cutting the second, so should be able to (hopefully) get a fairly slop-less fit...
Anyway -- if anyone has any thoughts on how accurate I should expect something like this to be, thanks in advance for your thoughts...