I got the new SANS 10142 detailing the new test for the Neutral loop impedance test.
Note 2 of 8.6.5.2. says "At no stage may neutral ever be higher than that calculated for the earth"
Currently doing a COC on an old building.
In a big old building with loads of metal conduit buried in concrete and bonding on the pipes etc - surely it wouldn't be unusual for the earth reading to be lower than the neutral reading? Main switch on each local DB is off during the test and is done from the top of the mains switch.
I know it says calculated but how are you supposed to calculate the effect of lots of metal work buried in the fabric of a building?
AIA inspector has been out and is happy with that set up so covered my own a%$# as much as I don't like just having just conduits as the earth.
Every Sub DB in every flat the Neutral loop impedance is higher (not by much, but every flat) than the earth fault loop.
Worst reading so far (top floor flat furthest from main DB in basement) earth fault loop 0.24 ohms and neutral loop 0.28 ohms.
But I'm not surprised by that - am I misunderstanding something?
Note 2 of 8.6.5.2. says "At no stage may neutral ever be higher than that calculated for the earth"
Currently doing a COC on an old building.
In a big old building with loads of metal conduit buried in concrete and bonding on the pipes etc - surely it wouldn't be unusual for the earth reading to be lower than the neutral reading? Main switch on each local DB is off during the test and is done from the top of the mains switch.
I know it says calculated but how are you supposed to calculate the effect of lots of metal work buried in the fabric of a building?
AIA inspector has been out and is happy with that set up so covered my own a%$# as much as I don't like just having just conduits as the earth.
Every Sub DB in every flat the Neutral loop impedance is higher (not by much, but every flat) than the earth fault loop.
Worst reading so far (top floor flat furthest from main DB in basement) earth fault loop 0.24 ohms and neutral loop 0.28 ohms.
But I'm not surprised by that - am I misunderstanding something?
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