On Mon, 3 Jan 2022, John Dammeyer wrote:

> Just go back on this subject to older postings from Todd where he posted the 
> FreeCAD files.  I then used those to create step files and loaded them into 
> AlibreCAD.  Since then I've figured out how to make gears in AlibreCAD which 
> had a Python Script that used diameter and # of teeth.  I modified the script 
> to use module or diameter.
>
> To create the ring gear I first create a normal gear with the right number of 
> teeth, module and thickness and save that.  Then create a disk with the 
> desired outside diameter and same thickness.  Then use a Boolean subtract 
> with the gear file.  That creates the ring gear with say 60mm OD and either 
> 100T or 101T.
>
> The spur gears are created separately as a 40T and 41T with the same size 
> center hole and three holes to connect the two so that at one point a pair of 
> teeth line up perfectly.   An assembly is made from those two with 
> constrictions to line them up.
>
> Then an assembly of the entire set is done.  As yet I'm not clever enough to 
> make the assembly constraints simulate the entire planet assembly moving 
> around the ring gear.  And the reference lines I put on mine don't actually 
> line up with the correct teeth for assembly.  But I whipped that all up in 
> under an hour.
>
> Todd mentioned in a private email how the ratios work.
> " It is because it isn't behaving quite like a normal compound planetary.  
> Because the planets of each set are fixed to each other, when the planets 
> sets orbited around the fixed ring by the carrier, the driven ring gear is 
> advanced by (and this is the key) the difference between the two ratios.  The 
> result is when you turn the carrier one revolution, the planets of the fixed 
> ring gear turn 2.5 revolutions, therefore the driven ring's planets also turn 
> 2.5 revolutions, since the ratio of the output set of gears is 2.4634, the 
> ring is advanced the difference of the two ratios. So the final drive math is 
> [101/41] / [(100/40)-(101/41)].  Or 2.4634/(2.5-2.4634) = approx. 67.3.  "
>
> It's actually 67.333...   If you want to get fussy.
> Here's my 3D printed version of the 150mm diameter gears.
> http://www.autoartisans.com/harmonicdrive/BearingDriveShaft-1.jpg
> http://www.autoartisans.com/harmonicdrive/BearingDriveShaft-2.jpg  
> http://www.autoartisans.com/harmonicdrive/BearingDriveShaft-3.jpg
>
> The bearing holds the drive centered and when the 3 planets are properly 
> aligned requires very little torque to move the non-fixed ring gear.  However 
> I have not yet come up with an inexpensive way to hold that gear in a way 
> that it would be useful.  I've been playing with a deep groove in the ring 
> gear and a holder outside that along with 80 of 5.5mm bearings.  And a 
> bearing thrust washer is also needed.
>
> But the above example doesn't have bearings inside the planets either so it's 
> plastic on plastic.  I can provide the step files if you wish.
>
> John
>
>
>
>
>> -----Original Message-----
>> From: grumpy via Emc-users [mailto:emc-users@lists.sourceforge.net]
>> Sent: January-03-22 4:44 AM
>> To: Enhanced Machine Controller (EMC)
>> Cc: grumpy
>> Subject: Re: [Emc-users] Harmonic Drive
>>
>> January 3, 2022 9:54:10 AM CET John Dammeyer <jo...@autoartisans.com> wrote:
>> For fun I created Todd's version with 0.5module gears.  The OD of the 
>> assembly
>> is now 60mm compared to 150mm.   It would now be possible to choose a far 
>> east
>> harmonic drive tapered roller assembly to hold the driven gear in place.
>> Although they are expensive.
>>
>> Not sure what type of bearings, if any would be used for the planetary gear
>> clusters.  I suppose one could press in bronze sleeves.  I guess it all 
>> depends
>> on the duty cycle and target application.  If it's a 6 axis robot arm used 
>> for
>> tool changing and placement/removal of milled parts then it's not running
>> continuously.  Might well for the home or small shop be more than adequate.
>>
>> This example still has 67.3333333:1 reduction but if the fit is well set then
>> the backlash is essentially zero which is different from normal planetary
>> reduction drives.   Not sure how important that is for a 6 axis robot arm.
>>
>> In either case, using a 4th axis to create all three spur gears at the same
>> time (one set of 40T and one set of 41 T) and then some sort of
>> broaching/indexing to create the two ring gears the real issue is the outer
>> bearing of the 101T output ring gear.  But overall not that difficult to 
>> create
>> once you have the 0.5 module shaper style cutter.
>>
>> John
>>
>> Where can I find more info about Todd's planetary drive.
>> It looks very familiar.

I believe what he has made is a Wolfrom gear.
There are quite a few variations.
I made one a few years back with 45 teeth ring, 15 and 14 teeth planet, and 15 
teeth sun.
It had a 60:1 reduction.
They are very compact.
https://patents.google.com/patent/DE102019203257B3/en



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