That's why I'm asking. Those readings were taken at the Main lugs of the panel. So now I'm wondering WTH is going on. Putting new batteries in my Fluke, I can check again, but I've don't it twice and they were the same both times. This is my first venture into anything 3 phase outside of 120/208, so I was, and am, completely baffled. Great!
Thanks for the replies.
Your line to neutral and line to line voltages are not even, AFAIK, consistent with a true 3 phase (as in 120 degree phase offset) system, and they are certainly not consistent with any standard wye or delta transformer configuration.
What it might be would be a center tapped delta made up of two or three mismatched voltage single transformers, or at least transformers with incorrect tap wiring. But even then the relation between A-C and B-C is not explainable.
The one sure thing is that with A-N +B-N = A-B those two windings are either part of a single center tapped winding or are precisely in phase with each other.
You might have a center tapped 120/240 connected from A-B and then a
90 degree out of phase 115V winding connected from B to C. The hypotenuse of the resulting triangle would give close to 280 for A-C and ~160 from C to N. Not great, but closer than anything you could get with three phase vectors
Maybe there is a hidden Scott-T and then some really bad miswiring?
OK, here is something that just might work well enough with just three phase:
A-N-B is a single phase 120/240. There is one additional phase of a three phase supply driving a 115V secondary transformer which connects B to C BUT it is wired with reverse polarity (not reverse rotation). The result is that from N to C adds the 120V vector to a sixty degree vector that takes C farther from the neutral point rather than back toward it.
The equations would be (N-C)
2 = (N-B plus 115/2)
2 plus (115 sqrt(3)/2)
2. Nope. That is even worse than the two-phase (quadrature) solution.
I really want to see the voltages on a scope!
Maybe we do not have sinusoids????