One example here, and maybe someone can just point out where my math's wrong but I cannot for the life of me get the same answer as Southwire's calculator
#2 Aluminum 480V run of 510 feet for 90 amps. Setting Southwire to power factor of 1 and commercial 75, it gives an answer of 5.61%. 5.61% of 480V = 26.93Volts dropped
Mathwise, (.32 (ohms per 1000 feet from table 9 NEC) * 510 feet)/1000 feet gives resistance of .1632 ohms.
.1632O * 90A = 14.688Vl-n. Multiply by square root of 3 to bring back to L-L world and it's 25.4 Volts dropped. 25.4/480 = 3.9%
Not the biggest difference there, but I am getting bigger differences on higher power runs. Is this a known issue that southwire's calculator isn't correct?
#2 Aluminum 480V run of 510 feet for 90 amps. Setting Southwire to power factor of 1 and commercial 75, it gives an answer of 5.61%. 5.61% of 480V = 26.93Volts dropped
Mathwise, (.32 (ohms per 1000 feet from table 9 NEC) * 510 feet)/1000 feet gives resistance of .1632 ohms.
.1632O * 90A = 14.688Vl-n. Multiply by square root of 3 to bring back to L-L world and it's 25.4 Volts dropped. 25.4/480 = 3.9%
Not the biggest difference there, but I am getting bigger differences on higher power runs. Is this a known issue that southwire's calculator isn't correct?