OP
Plonker 3
Unless I am being completely thick, I have no idea what Chr!s is on about.
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Discuss Ze external earth loop impedance in the Periodic Inspection Reporting & Certification area at ElectriciansForums.net
Unless I am being completely thick, I have no idea what Chr!s is on about.
Maybe its me who's thick
No, I can see where you're coming from. On a TN-C-S supply (single phase), with a combined neutral and earth conductor, the line impedance will be identical to the earth fault loop impedance. So if the Ze is high, so will the Z (line), resulting in a high voltage drop between the local transformer and the consumer under maximum load conditions.
Well on a single phase system whats the mimimum voltage.
So for a 100 amp supply, assuming a current of 100amps 35 volts will be dropped in the supply.
So if at Tx terminals we have 250v then and 35 v dropped across supply then only 215 v is supplied at the consumers service head
Okaaaayyy....... you sure? Have another think about voltage.
Okaaaayyy....... you sure? Have another think about voltage.
Your pd is always between your two reference points, A & B. So in order to be able to calculate ANY value, we need to know what they are. If we are saying that A is 245V (or whatever) then it can ONLY be 245V referenced against B, which is why B (N) is zero. B cannot ever change from that otherwise we can't calculate a load (or whole circuit load inc VD if you wish) as we have an unknown variable. Therefore, it matters not what is downstream of the neutral, therefore using Ze as an expression of Zl is just irrelevant for practical purposes.
I do kind of see where you're coming from, but.......
IMO, and I open the floor to debate.
I = V/R. Therefore I = 0/R, therefore no.
I think you need to rethink that one
You have a current of 100 amps flowing in a loop.
You have a voltage 250
You have the impedance of half of that loop
So if you use Kirchoffs voltage law we know that the sum of the voltages in a loop add to zero.
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