On Saturday 16 May 2020 15:09:08 Chris Albertson wrote:

> One interesting and fun option is to make your own cycloidical
> reduction. These are completely buildable on a CNC mill that can do 2
> 1/2 D machining on mild steel.  Unlike most other gears, these can be
> cut from plate stock with just an end mill.   THey can be 3D printed
> too.
>
> See the wiki link below.  In a real system, the purple and grey parts
> are made from sealed bearing units and you'd have two moving plates
> stacked 180 degrees out of phase so as to counterbalance each other.  
> But the good points are (1) high torque, (2) very low backlash, (3)
> compact size, (4) very simple 2D geometry
> https://en.wikipedia.org/wiki/Cycloidal_drive
> There are 100 Youtube videos about people making these with 3D
> printers but they work better with metal.   These have become popular
> with people building robot arms and robot legs but could also be
> driven with a servo motor and used as a rotational axis for a machine
> tool.
>
> In a machine tool application, you would place a rotational sensor on
> the axis and close the servo loop inside the controller.   A cycloidal
> system can be back-driven (just like spur gears or timing belts)  so
> they MUST be used in a closed-loop

Which then brings up the need for some math.  So how would one go about 
getting from a 3 phase stepper motors holding power, say 3 NM to lbs/ft 
at the output of a 12/1 cycloidal gear?

Assuming zero losses in the bearings, which I'd guess at 5% if decent 
bearings.

Could that 3NM motor hold it, or even move it under cutting loads?
>
>
Cheers, Gene Heskett
-- 
"There are four boxes to be used in defense of liberty:
 soap, ballot, jury, and ammo. Please use in that order."
-Ed Howdershelt (Author)
If we desire respect for the law, we must first make the law respectable.
 - Louis D. Brandeis
Genes Web page <http://geneslinuxbox.net:6309/gene>


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