For 220V could you take 2 kill-o-watts and put one on each hot wire?

On Thursday, September 27, 2012, Jim Cathey wrote:

> And then there's the fact that watts do not equal amps times
>>> volts when working with sine wave AC.
>>>
>>
>> Watts = Amps x AC Volts RMS, regardless of the waveform...
>>
>
> Exactly.  A little more background:  A non-true-RMS meter
> is usually actually a peak-reading meter.  For a sine wave
> the RMS voltage is 0.707 times the peak voltage, and so
> your AC range is calibrated to this value.  For sine waves
> you then read RMS (assumed) directly, but what you're really
> reading is peak voltage times the fudge factor.  This can be
> useful to know, if you need a peak reading voltmeter for
> a periodic (but non-sinusoidal) waveform.  Such a number is
> useless for wattage numbers, though, since you need RMS.
> Same for current.
>
> There are true-RMS meters out there, the Fluke 87 is one such.
> (My favorite Fluke 83 is not one.  I have both.  The 83's
> batteries last longer, it has one less IC in it.)
>
> For paid-for power you need wattage, and for that you need RMS
> voltage, current _and_ the power factor correction.  That is
> not a number you will get, not easily unless you actually have
> a wattmeter.  (I've got a couple, including the highly-useful
> Kill-O-Watt, but nothing that could measure a 220V heavy-duty
> appliance.)  With a current clamp and a dual-trace oscilloscope
> you could probably map out a pretty good guess, though.  (You
> have to integrate the instantaneous product of current and
> voltage across a cycle.  Tedious, by hand!)  That is, in fact,
> what a true wattmeter actually does, by some fashion.  (Power
> factor is calculated by taking the ratio of watts to the RMS
> voltage multiplied by the RMS current, ignoring phase.)  I
> know of three competing technologies for doing watts:
> emf-based meter 'motor' (vane, or actual spinning thing),
> analog multiplier/integrator, or digital integration.
> All are the same solution, just implemented with different
> technologies.  (Integrating the instantaneous product of
> voltage and current.)
>
> If EV chargers became widespread I'd expect the charging circuit
> to be somewhat elaborate, and power-factor corrected.  On a
> nationwide scale that would matter quite a lot.
>
> In fact, power factor itself isn't a very good number.  It
> assumes that essentially there is an inductive or capacitive
> phase shift, only.  The kind of thing that happens with
> motors, and inductive/capacitive loads.  With these, power
> factor is corrected, reducing unpaid-for losses in the transmission
> network, via compensating capacitors or inductors.  (Once upon a
> time this could be done with a synchronous rotating machine.
> The power savings alone would pay for a sinning installation
> to have this special machine installed and 'idling'.  Or a big
> capacitor bank; whatever was needed.)  A SMPS, though, can have
> a truly wretched power-draw cycle, essentially un-compensatable,
> and one that could give the rotating machinery nature of the
> power grid fits if it were large-scale enough.  Rotating AC
> sinewave sources really like feeding resistive loads, like
> heaters and incandescent lights, and rotating machinery.
> Anything that diverges far from that results in wasted
> energy, or at least wasted generating capacity.
>
> -- Jim
>
>
>
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