steve66 said:
Or with table 310.79, and 310.60(C)(2)(b), and figure 310.60 along with the note at the bottom you can take the ampacity and derate it 6% per foot for every foot over 30".
That's at least 36% derated, which may be pretty tough to make up for.
Steve
I'm starting to think I have been doing this wrong. Since you are supposed to derate 6% per foot, I have always multiplied 6 * the extra burial depth, and then derated by that number.
For example, assume a 470 amp conductor, with a 8.5' burial. That's an extra 6' of depth (8.5' - 30" = 6').
So 6*6 = 36%. I would derate by 36% to get an ampacity of 300 amps.
If you burry a cable an extra 17' deep, that would be 17*6 = 102%, which leaves 0 amps capacity. So the cable is useless.
Maybe I am supposed to do it this way:
470 amps * 0.94 = 441 amps (derate 6% for the 1st extra foot)
441 amps * 0.94 = 390 amps (derate the new ampacity by another 6% for the second extra foot)
390 amps * 0.94 = 366 amps (3rd foot)
366*.94 = 344
344*.94 = 324 amps.
So doing the math the second way gives 324 amps instead of 300 amps.
And doing it this way, for an extra 17', the conductor ampacity would still be 36% of its original ampacity. I think that makes a lot more sense than 0 amps.
Can anyone say for sure which method is right?
Steve