(06-08-2020, 07:29 PM)Irinikus Wrote: I hope this is an improvement!
Of course ! but .... that's the trouble with mechanical design programs, instead of "wow that looks great !" you'll get "hey, where's the chamfer on that hole ? You'll break your taps trying to thread that thing !"
The trouble with your teeth is, those are involute splines. The sides are not straight, they are an involute curve. Also, where they pull out, they are produced by the relative motion between a straight-sided cutter roatating about its axis while traversing longitudinally and also tangentially. That curve is no simple thing to define. Mostly, the teeth on rendered drawings are wrong, which kinda drives gear guys nuts. Real gear shops don't draw the teeth, they model the blank and let the machine cut the teeth because they know there's no point to it.
There's a ton of "tutorials" on the net about drawing teeth and most of them are
wrong. Don't listen to them. I've seen a few, a very few, on sites like the actual PTC home where people have described the proper mathematical way to define involute teeth. But it's a lot more work.
In this case, if you wanted to go crazy and get more accurate, you could do two things.
One would be to use straight-sided splines, for example a 1" six-spline. Search images under that description, the o.d. in that case is 1". They come in many different standards, choose the one you like. The pullout at the end of the spline is still a tricky curve but the spline itself is simple.
Another would be to use 30 or 45* serrations. Those are similar to involute splines but have straight sides, at either a 30 or 45 degree angle. 30 would be more suitable. Like splines, they are normally cut in standard sizes ... DP is the best system, module sucks. In the Diametral Pitch method, there are x number of teeth per inch of pitch diameter. The pitch diameter is about in the middle of the teeth, where the two pitch circles of mating gears would be tangent. On this size shaft the standard sizes would be maybe 12 (a little big), 16 (what I'd probaly use), 24 or 32 (too small). In DP, the pitch diameter is the middle of the surface that is doing the pushing, and the outside diameter equals the pitch diameter plus two teeth. So if your pd is 1" and you are using 16 DP, then the outside diameter is equal to the pitch diameter of 18 teeth. It's easier than it sounds
With a 1" pitch diameter, the od would then be the pd of 18 teeth which equals 1.125" If you want to get a 1" o.d., then go backwards, use 14 teeth, then the 16 tooth od divided by the 16 dp - 1"
With gears and splines you are really working with the pitch diameters, not the od. That's why the DP system is easier to use in gear design. Seems counterintuitive but when you realize what's important, it's not.
When they invented metric splines they just translated dp splines into millimeters so it works from height of the tooth, not how many fit on a pitch circle. It's backwards, an abortion, I despise metric "module", for actual gear calculations it is terrible, but that's what people have learned in the past twenty years so you will see more references to that than DP. Up to you but in my mind, a confirmation of the prophesies of
Idiocracy. (I'd vote for Terry Crews in a heartbeat, want a good laugh ?
https://www.youtube.com/watch?v=sGUNPMPrxvA
Laughing hysterically ... hard to believe how accurate this is. Except President Camacho has class
Go for it
Don't you need a snap ring on the outside edge of those bearings, so the rotor doesn't move around longitudinally ?