This whole issue boils down to semantics and how we count and use numbers.
The first issue is what is a harmonic.  A harmonic is a multiple of the
fundamental.

This can be seen when we look at the Fourier series:

V(t) = a(0) + a(1)sin(wt) + a(2)sin(wt) + a(3)sin(wt) + ...

where a(n) is the magnitude of the n-th term in the series
and w is angular frequency (radians/sec)

Then the 0-th term would represent any "DC" component present,
the 1-th (or 1-st) would represent the fundamental,
and the 2-th (or 2-nd) would represent 2 times the fundamental, or
the second harmonic, etc.

If we refer back to the series, and refer to the n-th term, we
would all be on the same page (and harmonic).

John Shinn, P.E.




-----Original Message-----
From: owner-emc-p...@majordomo.ieee.org
[mailto:owner-emc-p...@majordomo.ieee.org]On Behalf Of
lfresea...@aol.com
Sent: Monday, December 17, 2001 7:52 AM
To: mhopk...@thermokeytek.com; bogda...@pacbell.net;
cortland.richm...@alcatel.com
Cc: r...@canoga.com; john...@itesafety.com; bar...@melbpc.org.au;
emc-p...@majordomo.ieee.org
Subject: Re: 2 Phases in North America



Mike,

I don't go with you on this one...

0 implies nothing ( prehaps 0 ac )  ... therefore the "0th" harmonic is
dc....???

if a squarewave is made up of "odd" harmonics, we would have to rethink
that,
correct?

Derek.

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