psmpsm
Electrical
- Dec 19, 2022
- 35
Hi,
I'm currently trying to perform calculations for induced voltage on the following system:
138kV power cable in underground duct bank, flat formation, one phase per conduit, single point bonded, 8" spacing between conductors (8" between A/B, B/C, and 16" between A/C)
I was successful in performing the calculation for normal load current, emergency load current, three phase fault, and phase to phase fault scenarios. These calculations were performed per the equations in IEEE 575 standard - fairly straight forward.
However, when attempting the calculation for single phase fault to ground, I hit a roadblock.
In all the equations there is a parameter called "S" that refers to center to center spacing between conductors. This was 8" for my calculations.
However, for single line to ground fault, this "S" parameter becomes geometric mean spacing between each conductor and ground (the parallel ground continuity conductor).
My questions are as follows:
1) Since this PGCC will be laid such that it is touching the phase conductor, wouldn't "S" go to zero, and thus the entire induced voltage for single line to ground fault becomes zero as well?
2) The equations in IEEE 575 for calculating induced voltage assume that the PGCC is transposed such that 50% of the length of the conductor is on A phase, and then 50% is on C phase. In the design I'm looking at, it's more like 60% on A phase, and 40% on C phase. The standard doesn't really give an equation for that scenario, although it does say that a non transposed PGCC results in higher induced voltage in the phase conductors and higher circulating current in the PGCC. Is there any way to account for this in the calculation?
3) There does not appear to be an equation to calculating voltage for an internal cable fault. Is this found elsewhere?
Thank you!
I'm currently trying to perform calculations for induced voltage on the following system:
138kV power cable in underground duct bank, flat formation, one phase per conduit, single point bonded, 8" spacing between conductors (8" between A/B, B/C, and 16" between A/C)
I was successful in performing the calculation for normal load current, emergency load current, three phase fault, and phase to phase fault scenarios. These calculations were performed per the equations in IEEE 575 standard - fairly straight forward.
However, when attempting the calculation for single phase fault to ground, I hit a roadblock.
In all the equations there is a parameter called "S" that refers to center to center spacing between conductors. This was 8" for my calculations.
However, for single line to ground fault, this "S" parameter becomes geometric mean spacing between each conductor and ground (the parallel ground continuity conductor).
My questions are as follows:
1) Since this PGCC will be laid such that it is touching the phase conductor, wouldn't "S" go to zero, and thus the entire induced voltage for single line to ground fault becomes zero as well?
2) The equations in IEEE 575 for calculating induced voltage assume that the PGCC is transposed such that 50% of the length of the conductor is on A phase, and then 50% is on C phase. In the design I'm looking at, it's more like 60% on A phase, and 40% on C phase. The standard doesn't really give an equation for that scenario, although it does say that a non transposed PGCC results in higher induced voltage in the phase conductors and higher circulating current in the PGCC. Is there any way to account for this in the calculation?
3) There does not appear to be an equation to calculating voltage for an internal cable fault. Is this found elsewhere?
Thank you!