Power0020
Electrical
- Jun 11, 2014
- 303
"The two point bonded cables will have sheath circulating current equal to the phase current" - This statement is widely used but I do doubt it a bit.
I understand that the circulating current is a function of the induced voltage (depends on cable mutual inductance) divided by the loop impedance (includes remote end grounding grid impedance and sheath impedance), others look to the cable as a 1:1 transformer, where the magnetic balance will force the sheath current to go to a value equal to the phase current (a situation if true will mean a very high mid of cable sheath voltage to ground in heavy current situations).
a similarity exists with GIS and IPBD enclosures, where the induced currents are about 90-95% of the phase currents, I can accept that when the CSA of the enclosure if so big even compared with the main conductors.
Other point is that magnetic field does exist outside the cables even if two point bonded.
Any clue?
I understand that the circulating current is a function of the induced voltage (depends on cable mutual inductance) divided by the loop impedance (includes remote end grounding grid impedance and sheath impedance), others look to the cable as a 1:1 transformer, where the magnetic balance will force the sheath current to go to a value equal to the phase current (a situation if true will mean a very high mid of cable sheath voltage to ground in heavy current situations).
a similarity exists with GIS and IPBD enclosures, where the induced currents are about 90-95% of the phase currents, I can accept that when the CSA of the enclosure if so big even compared with the main conductors.
Other point is that magnetic field does exist outside the cables even if two point bonded.
Any clue?