Wave forms with a displacement in time or angle between the vector representation. Would that do?Define 'phase'.
Wave forms with a displacement in time or angle between the vector representation. Would that do?Define 'phase'.
N is grounded
it IS the reference or ground plane
not by choice
no one is saying this is a 2 phase power system
only that split phase can be resolved into 2 phases
one is a 90 deg shift, the other 180
if the shift was 170 is that 2 ph? 179? 181?
N is grounded
it IS the reference or ground plane
not by choice
Grounded or otherwise, it is the common point of a 120-0-120 system. That alone would make it the logical choice.Small disagreement:
N is grounded. Using ground as the reference is generally the most sensible and common choice.
Wave forms with a displacement in time or angle between the vector representation. Would that do?
I agree; no one is trying to claim that split phase power is somehow the equivalent of a true '2 phase' system with 90 degree phase displacement.
I was trying to say that a 180 degree phase shift is qualitatively different from 90 degrees, 160 degrees, 179 degrees, etc.
If I had a supply consisting of three terminals; grounded G, 'hot' H1 and 'hot' H2, and there was a 160 degree phase difference between H1-G and H2-G, then with proper transformers I could generate a 90 degree phase difference.
But if the supply phase difference was 180 degrees then I could not do this.
In principal, with _perfect_ components I could do this starting with a 179 degree phase difference. Reality intrudes so there is going to be a continuum rather than a sudden discontinuity right at 180 degrees.
But the point is that a 180 degree phase difference is _different_ than another arbitrary phase di
I agree. That's simply an irrelevance.it is arbitrary to say for a phase diff to exist it must spin a motor
It's usually a centre tapped continuous winding with the centre tap as the common (N) and the opposite ends being L1 and L2 and this comes about the 180° displacement between them.480:120/240 xfmr
are the sec coils using the dot convention wired 'in phase' or in opposition, ie out of phase?
[I understand the phrase "change in polarity" to mean "multiply by -1".]Using the same two terminals? A change in polarity.
Polarity doesn't really pertain to alternating quantities.[I understand the phrase "change in polarity" to mean "multiply by -1".]
Sure it does. If it didn't, as I commented earlier, you could arbitrarily multiply by -1. That is what the phrase "polarity doesn't matter" means to me.Polarity doesn't really pertain to alternating quantities.
C.P. Steinmetz was one of the founding fathers of AC systems and a recognized genius.
He recognized that there were two phases present even if you could reduce the system of two smaller phases to a larger single phase system by taking one phase to be the negative of the other.
I don't recall the exact wording but I have his paper somewhere in my office.
General Lectures on Electrical Engineering?
It's usually a centre tapped continuous winding with the centre tap as the common (N) and the opposite ends being L1 and L2 and this comes about the 180° displacement between them.
Sure it does. If it didn't, as I commented earlier, you could arbitrarily multiply by -1. That is what the phrase "polarity doesn't matter" means to me.
Cheers, Wayne
condensed version of relative portion
https://www.fsb.unizg.hr/usb_frontend/files/1508338227-0-elte_predavanje_03-dodatak.pdf
a split ph xfmr typ has 2 sec coils
they are connected in series (dot wise), low-dot-low-dot
one dot is a line hence the other dot is grounded
opposite phasing and hence polarity
it is not how you reference it
they are PHYSICALLY different
wound opposite hand relative to, the primary and common ground reference
Would you just try to think of what current actually is; it's clearly the work that's being performed.