Ummm....
I wonder how many residential users actually know their fault level?
The waveforms I recorded are in numerical format. I can and did download that into a spreadsheet to display. Nice.
More importantly, I can use the numbers to perform calculations of instantaneous power, mean power, I
rms current, harmonics etc.
For the purposes of the study, I wasn't required to do so. No harmonic analysis was required despite your assertion to the contrary in post #28.
Back to resonance.
Any LC circuit will have a resonant frequency.
ωL = 1/(ωC) determines that frequency.
In order to close out your point on this, I did some further calculations.
I don't actually know the rating of our local 11kV/400V transformer but, having seen it physically (over the fence in a locked compound) I can make a reasonable guess. I can then assume an impedance of around 5% and calculate Z. That I can resolve into typical R and X
L components and calculate the inductance. I worked on the basis of 1500 kVA.
The resonant frequency with the capacitor worked out to be about 6.7 kHz - 19uH, 30uF.
Now, look at one cycle of the current:
The major components are power frequency related.
There are also higher frequency components. Take the period between 4ms and 6ms.
You can count maybe 13 or 14 cycles over that 2ms period.
So somewhere between 6.5 kHz and 7.0 kHz.
On that basis, the calculated 6.7 kHz seems a reasonable shot at it.
But why bother with the calculations when you have real time data?