coulter said:
Larry -
JAO - the problem with "anything type of calculator" web based or not, is knowing if the algolrithm is correct. I've seen a few that weren't. Could be they are worth what you pay for them.
carl
The algorithm is not obvious from the paragraph and Table 250.122. For example:
A 10 AWG (10.38 kcmil) copper EGC is permitted for 30, 40, 50, and 60 Amp overcurrent devices.
I can use 10 AWG EGC with a 60 amp breaker with 6 AWG (26.24 kcmil) ungrounded conductor. If I use 2 AWG (66.36 kcmil) for the ungrounded conductor, then I need to increase the EGC proportionaltely to:
(10.38 kcmil)(66.36 kcmil/26.24 kcmil) = 26.25 kcmil ==> 6 AWG
(I assume that the difference of 0.01 kcmil is within the tolerance and 6 AWG would be acceptable)
Now what do I do if my original circuit was 30 Amps with 10 AWG and I want to increase it to 2 AWG to reduce voltage drop? If I increase it proportionately to the original ungrounded conductor, then I would have to increase the EGC to 2 AWG.
So it would be more economical to put a 60 amp breaker on the circuit and allow use of the smaller wire.
What is the correct algorithm, and how does it apply to the two cases in the illustration?
And if the answer is that a 30 Amp breaker circuit with 2 AWG ungrounded conductor requires a 2 AWG EGC, while the same ungrounded conductor with a 60 Amp breaker requires only a 6 AWG EGC; then what is the technical rationale for that requirement?