Nothing to address. As others have stated this is perfectly normal.Ran into this on a building today should be addressed immediately
I was just going to post the same thing, seems low actually.Since from the photo that appears to be a #4/0 conductor bolted to a large ground bus in what it probably a commercial building I'm surprised it's only .8 amps.
I agree. I did a little experiment on my own water pipe. Test clamp has a conversion of 1mA/A. First test indicated about .33 amps with the normal house load and the clamp directly around the pipe where it exits the foundation. Then I turned on a heat gun with a 120 volt load of about an 8.5 amps and the current on the pipe shot up to .89 amps.I was just going to post the same thing, seems low actually.


If I am reading that right it appears to say 'mA' so 0.33 mA = 0.33 / 1000 A = 0.00033 AmpsI agree. I did a little experiment on my own water pipe. Test clamp has a conversion of 1mA/A. First test indicated about .33 amps with the normal house load and the clamp directly around the pipe where it exits the foundation. Then I turned on a heat gun with a 120 volt load of about an 8.5 amps and the current on the pipe shot up to .89 amps.
You mathematicians can probably estimate about how much of the current is flowing on the pipe under normal conditions.
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I mentioned in post #9 that the clamp has a 1 mA to 1 amp conversion factor. Here's a test photo where I tested the meter first with a heat gun. 8.52 mA = 8.7 amps. There's an obvious small margin of error with one or both of the measurements.If I am reading that right it appears to say 'mA' so 0.33 mA = 0.33 / 1000 A = 0.00033 Amps


Reread the second sentence of infinity's post.If I am reading that right it appears to say 'mA' so 0.33 mA = 0.33 / 1000 A = 0.00033 Amps
So that's a delta of either 1.22A or of 0.56A, depending on sign (you could do the test twice, with the 120V load on each of the two legs, to differentiate). Which says that the GEC path has an impedance in ratio to the intended grounded conductor path of either (8.5-1.22)/1.22 = 6.0 or (8.5 - 0.56) / 0.56 = 14.First test indicated about .33 amps with the normal house load and the clamp directly around the pipe where it exits the foundation. Then I turned on a heat gun with a 120 volt load of about an 8.5 amps and the current on the pipe shot up to .89 amps.
I see thanks I figured I missed something so @wwhitney you're saying the added test current on the pipe could be the same direction as the original pipe current or the opposite direction from the original pipe current? And there might be base current from the pipe to the neutral bar -.33A or current from the neutral bar to the pipe +.33A ?So that's a delta of either 1.22A or of 0.56A, depending on sign (you could do the test twice, with the 120V load on each of the two legs, to differentiate). Which says that the GEC path has an impedance in ratio to the intended grounded conductor path of either (8.5-1.22)/1.22 = 6.0 or (8.5 - 0.56) / 0.56 = 14.
Cheers, Wayne
Let's say that if the only load is from L1 to N, then the neutral current is positive, while if the only load is from L2 to N, then the neutral current is negative. The meter only gives you the magnitude of the current, without the sign. You can think of positive and negative as from/to, although this is AC.I see thanks I figured I missed something so @wwhitney you're saying the added test current on the pipe could be the same direction as the original pipe current or the opposite direction from the original pipe current?
Yes, but in the first case, the 7.94A is the difference of the two service neutral current measurements (12.6 - 4.7 in the above), while in the second case, the 7.28A is the sum of the two service neutral current measurements (5.3 + 2.0 in the above), because the meter is only giving us magnitude and not sign.If the pipe got 0.56 A of that, then the neutral total got about:
8.5 - 0.56 = 7.94 A
Or If the pipe got 1.22 A of that, then the neutral total got about:
8.5 - 1.22 = 7.28 A