On Monday 10 June 2013 10:05:54 dave did opine:

> On Sun, 2013-06-09 at 22:05 -0400, Kent A. Reed wrote:
> > On 6/9/2013 9:08 PM, Jon Elson wrote:
> > > Gene Heskett wrote:
> > >> Looking at its voltage output, with the motor disabled so there is
> > >> no feedback,off  = 0.125 volts
> > >> click fwd button= 0.382  diff    = 0.257
> > >> click + button   = 0.942 diff    = 0.560
> > >> click + again    = 1.584 diff    = 0.642
> > >> click + again    = 2.302 diff    = 0.718
> > >> click + again    = 3.094 diff    = 0.792
> > >> click + again    = 3.970 diff    = 0.876
> > >> click + again    = 4.940 diff    = 0.970
> > >> click + again    = 6.04  diff    = 1.100
> > >> click + again    = 7.33  diff    = 1.29
> > >> click + again    = 8.88  diff    = 1.55
> > >> click + again    = 9.90  diff    = 1.02
> > > 
> > > URK!  It isn't even monotonic!  That is harder to fix with a
> > > piecewise-linear
> > > interpolation.  (Some simplistic codes won't handle that.)
> > 
> > Ummm, I expect you mean the differences aren't monotonic, Jon.
> > 
> > Actually, plotting Gene's data as a set of twelve points X, V where X
> > is the number of clicks, I get a pretty decent graph --- looks like a
> > parabolic curve opening upward, with a bit of a burble in the next to
> > last point (or last two depending on how you look at data).
> > 
> > Trying a second-order curve fit (using the free tool simfit, but
> > there's lots of other tools) got me a decent looking result with a
> > plot of residuals that also gives the impression that the last two
> > points are questionable compared to the rest.
> > 
> > I don't chose simply to post the results because I don't believe any
> > single experimental run is sufficient. Repeat this experiment three or
> > more times, Gene, so we can begin to get an idea of the quality of the
> > data and then we can talk.
> > 
> > Regards,
> > Kent
> 
> Except for the last point that looks like it should fit as a 2nd order
> polynomial. Since we can to a considerable amount of calculation between
> servo cycles calculating a simple polynomial should be simple and fast.
> 
> Dave

The last data point is smunched because thats all the C41 can output after 
I had changed a 2.7k resistor out for a 12k resistor in an effort to get 
the no pulses voltage low enough to reset the zero speed at power on safety 
of the controller I'm using.  I expect I can paste another 12k across that 
one and still satisfy that logic since with the 2.7k I had there 
originally, the off voltage was only .257 volts.  With the 12k, its .125 
volts when off.  But this is a separate thread and I should have changed 
the subject line when I started discussing a PFM control method.  My 
bad,middle of the night musings & what ifs. :)

Cheers, Gene
-- 
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