FAULT LEVEL
FAULT LEVEL
(OP)
Hi,
We have 11kv,250mva fault level given by utility.Then we have a
Transformer 11/0.415kv,%z-6% transformer.My question is what wll be Fault MVA
at 0.415kv.
thanks in advance
Abraham
We have 11kv,250mva fault level given by utility.Then we have a
Transformer 11/0.415kv,%z-6% transformer.My question is what wll be Fault MVA
at 0.415kv.
thanks in advance
Abraham






RE: FAULT LEVEL
RE: FAULT LEVEL
1500kva
thanks
RE: FAULT LEVEL
Zn=11E3^2/250E6=0.484
Transformer impedance in per unit:
Ztpu=0.06
Impedance base on primary with Sbase of 1500kVA:
Zbn=11E3^2/1500E3=80.67
Network impedance in per unit:
Znpu=0.484/80.67=0.006
Total impedance in per unit:
Znpu+Ztpu=0.066
Fault current in per unit at 100% voltage:
Ifpu=1/(0.066)=15.15
Current base on secondary of transformer:
Ib=1500E3/(3^0.5*415)=2087
Actual fault current on secondary:
If=Ifpu*Ib=2087*15.15=31618 amps
RE: FAULT LEVEL
If you are working out maximum fault level, you might want to neglect the network contribution in case it is upgraded later and depending on the transformer type, it might be included differently (delta-wye doesn't include zero-sequence of the network contribution). Strictly speaking, impedances should be split into X and R because the network X/R will be different to the transformer X/R (Network X/R may be 10, transformer X/R may be 4), but that is probably going to have a very small impact in this instance.
RE: FAULT LEVEL
Utility MVA = 250 = MVAutil
Transformer MVA = MVA rating/Zpu =1.5MVA/.06 = 25 MVA
= Maximum short circuit to the transformer terminals if the primary is connected to an infinte bus.
Combine the MVA's. As admittances, series connected MVA's combine like resistances in parallel. Parallel MVA's add.
1/MVAsc = (1/MVAutil) + (1/MVAtx) = 1/250 +1/25 = 0.044.
MVAsc = 1/0.044 = 22.73 MVA.
At 415V, Isc = 22.73 MVAx 10^6/(415V x 1.732) =31,623 Amps 3 phase, nominal voltage.
For the 105% voltage factor, mulitply by 1.05 = 33,204.
For the fault level with an infinite bus I = 25MVAx10^6/(415V x 1.732)= 34,781A
As stated in the previous post, different X/R ratios can affect the acuracy of this method.