Carultch
Senior Member
- Location
- Massachusetts
The code does not require that you have symmetry in conductor sizing (between line and neutral) for voltage drop.
_Physics_ says that for a given amount of copper you will have the lowest voltage drop when you have symmetric sizing.
Taking your example, if you change from two #8 wires (line and neutral) to 2 #6 wires, your 'total copper cross section' goes from 33 kcmil to 52.6 kcmil, and your voltage drop goes to 63% of the original value.
If, instead you go to a #8 for the 'line' and a #2 for the 'neutral' your total copper cross section is 82.9 kcmil, and your voltage drop is now 62% of the original value.
Lets go to a #8 for line and a 4/0 for the 'neutral'. Total copper cross section is 228 kcmil, and voltage drop is now 54% of the original value. In the limit of having a superconductor for the neutral, the voltage drop remains 50% of the original value.
-Jon
I tried to select my example, so it would be nearly the same curtailment of voltage drop in each case. I initially thought I could make one work with a #8 to #4 symmetric upsizing example, and #8-#8 / #8-#2 might be an equivalent asymmetric upsizing. But the algebra equation showed me a negative value for resistance that I'd need in the asymmetrically upsized solution, and it surprised my initial guess.
Now that I've calculated it out, it does make sense that it would seldom (if ever) be an advantage to asymetrically curtail voltage drop. Not to mention, it is only going to confuse anyone else who has to look at it.