If the length of a side is S then the radius of the circumscribed circle is
S*sqrt(3)/3 = 25.3mm if I can divide. So probably 1-inch radius.

> -----Original Message-----
> From: Gene Heskett [mailto:ghesk...@shentel.net]
> Sent: Wednesday, February 22, 2017 9:28 PM
> To: Enhanced Machine Controller (EMC)
> Subject: [Emc-users] Math Q
>
> Greetings all;
>
> Thee MPJA dials have 3 mounting bolts at 120 degree intervals.
>
> Measuring across the nut flats on the outside of the flats, and adding
that
> same flat to flat inside distance, * .5 gets me a center to center
bolthole to
> bolthole distance of 43.835mm.  That sort of trig escapes my aging wet
ram,
> so how big (radius in mm's) is this bolt circle?
>
> It looks like a circle cutout of 42.7mm OD will clear the rear mechanics
and
> will allow the base of these dials to sit flush on the face of the 1/2"
thick
> apron sheet with nothing but the wiring (5 wires) to them "above grade" on
> the rear. The mounting bolts however are way too short for a 1/2" panel
and
> will need counterbored from the rear to sink the nuts at least 6.8mm's so
they
> sit about flush or a hair below the end of the mounting stud.
>
> Done right, it ought to look like I know what I'm doing to any visiting
frogs.
>
> Gee, ya think? ;-)
>
> 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)
> Genes Web page <http://geneslinuxbox.net:6309/gene>
>
>
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