Vegemite
Electrical
- Jul 28, 2002
- 28
There is this radial 132 kV line which is part of a solidly earthed transmission network. It is a teed radial line thus:
- source = substation A
- tee point = T located 16 km from A
- first load substation = B is 0.6 km from T
- second load substation = C is 8.5 km from T.
There is no generation at either B or C and T is simply the tee-off point on the line. The only significant load on the line is a 15 MW cycloconverter at sub B 11 kV which I am told is non-regenerative.
There is a YNd 132/11 kV transformer at sub B with a solidly earthed Y winding. The transformers at C are YNynd but I believe this makes no difference to my question.
We want zone 2 to reach to 120% of the length A - C. For earth faults at C the following currents flow:
- 1200 Amps from A to C
- 800 Amps from B to C (this is the throttling current).
For phase faults all current flows from A and none from B.
The formula generally recommended to account for a source of generation (or grid infeed) at B is:
Zone 2 = 1.2[Za-t + {Zt-c {(Ia+Ib)/Ia}] where:
- Ia is the fault current from substation A for a fault at C
- Ib is the fault current from substation B for a fault at C
- Za-t is the line impedance from sub A to the tee
- Zt-c is the line impedance from the tee to sub C.
In applying such a formula to the earth reach point should I be using all zero phase sequence quantities or a mixture of zero phase sequence and positive phase sequence?
PS Thank you jghrist and rlv for your helpful advice and information about the earth resistivity of salty areas.
- source = substation A
- tee point = T located 16 km from A
- first load substation = B is 0.6 km from T
- second load substation = C is 8.5 km from T.
There is no generation at either B or C and T is simply the tee-off point on the line. The only significant load on the line is a 15 MW cycloconverter at sub B 11 kV which I am told is non-regenerative.
There is a YNd 132/11 kV transformer at sub B with a solidly earthed Y winding. The transformers at C are YNynd but I believe this makes no difference to my question.
We want zone 2 to reach to 120% of the length A - C. For earth faults at C the following currents flow:
- 1200 Amps from A to C
- 800 Amps from B to C (this is the throttling current).
For phase faults all current flows from A and none from B.
The formula generally recommended to account for a source of generation (or grid infeed) at B is:
Zone 2 = 1.2[Za-t + {Zt-c {(Ia+Ib)/Ia}] where:
- Ia is the fault current from substation A for a fault at C
- Ib is the fault current from substation B for a fault at C
- Za-t is the line impedance from sub A to the tee
- Zt-c is the line impedance from the tee to sub C.
In applying such a formula to the earth reach point should I be using all zero phase sequence quantities or a mixture of zero phase sequence and positive phase sequence?
PS Thank you jghrist and rlv for your helpful advice and information about the earth resistivity of salty areas.