Thats right constructive criticism yes bring it on, but sheer arrogance no
Evenin` all.
Sorry I`m late. May I join in?
Nicky bud. Arrogance? I`ve just carefully read all postings since your first, and cannot honestly see ANY "out of order" comments from Steptoe or SL. Further, if my opinion is of any value, you have missed the basic premise of the indirect fault scenario; and I would suggest that if you were to back-track, and re-read the postings, you`ll find that these gents really DO know what they`re talking about. I`m not going to re-hash the argument within this post; as the topic has been comprehensively covered already.
Of course the EC/cpc rises towards Uo. No one suggests otherwise. But, although it won`t ever reach Uo; it could becove very (as in mV) close.
A PSC in excess of 10KA is not unheard of. As steptoe points out, DNO can, if determined by enquiry, quote 16KA as fault current.
You cannot work on the MCB`s rated figure. Otherwise, why would they be provided with a breaking figure (which is invariably in the KA realms)?
If the indirect fault, of negligable impedance, appeared on a 10mm T+E, 2M from the CU, in a domestic scenario (for arguments sake, lets call it TN-S).
2M 6mm cpc - approx 0.03 ohm (sorry, OSG in van)
Ze=0.01 ohm (measured)
IRRESPECTIVE of the overcurrent protective device.
I=V/R
=230/0.04=5700A
stop there a second, and confirm calculation.
Uo= phase/earth voltage=230V
R=0.01+0.03=0.04
ergo I=5750A.....ok so far?
That would be the current flowing (admittedly for a short duration, but we are talking instantaneous here, ok?)
Now lets introduce a parallel TT rod, which, due to the length of cable feeding it, has the following characteristics:
Rod impedance:99.87 ohms (allow for easy calcs. It`s late, and I`m tired.)
Earthing conductor impedance:0.1 ohm.
so we now have our two parallel resistances.
n.b. BOTH have Uo across them.
resistance 1: 0.04 ohms ( as described above)
resistance 2:
=0.03(cpc to CU)+0.1( 2nd E.C.)+99.87(Ra) =100 ohms
Yes........?
2 resistances in parallel. Voltage constant, current divides.
so fault current (5750A)/100.04 ohms=57.47 Amps
multiplied by 100(Ra)=2.29A
and by 0.04(R2+Ze)=5747A
Now, your comment r.e. resistors in series. You are correct. Lets look at that then, on the TT section:
0.03; 0.1; and 99.87 ohms respectively.
Series resistance - voltage divider.
Uo is still 230V
across a total of 100 ohms.
Uo per ohm =230/100=2.3
X 0.03 = 0.069V
X 0.1 = 0.23V
X 99.87 = 229.7V
All these are voltage across resistor.
So.... At the top of the rod, where connection is made, you will have Uo- 0.069 -0.23 =229.7
and at the bottom - You have the "general mass of earth".
If anyone sees a flaw in my description, please feel free to correct me. I would hope I know what I`m on about by now!!!
I really hope this helps; as I can`t think of a way to make it easier m8.