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Wire Resistance Calculator

Resistance is the root of every drop number on this site. Pick a conductor and length; get the ohms one-way and round-trip, the per-kft and per-km figures, and — with a current entered — the volts lost and watts of heat.

Where the numbers come from

DC resistance at 75 °C from NEC Chapter 9, Table 8 — the same dataset every calculator here runs on. Copper runs about 61% the resistance of aluminum at equal gauge, which is why aluminum installs at roughly two sizes larger. Above 4/0 on AC circuits, skin effect and reactance make the effective impedance slightly higher than DC resistance (Chapter 9 Table 9 territory); below that, DC values are accurate within a percent or two for ordinary power work.

The formula
R = r × L ÷ 1000
rΩ per 1000 ft for the gauge — NEC Chapter 9, Table 8 (75 °C)
Lconductor length, feet
Rresistance of that length, ohms

Round trip doubles it. Volts lost = I × R(round trip); watts of heat = I² × R(round trip).

Worked example — 150 ft of 6 AWG copper carrying 50 A

  1. One-way: 0.491 × 150 ÷ 1000 = 0.0736 Ω; round trip 0.1473 Ω.
  2. Drop: 50 × 0.1473 = 7.37 V.
  3. Heat: 50² × 0.1473 = 368 W — a space heater hidden in the walls.
  4. 7.37 V lost (3.07% at 240 V) and 368 W of heat. Resistance is never free.

Frequently Asked Questions

What is the resistance of 100 ft of 12 AWG copper?

0.193 Ω one-way, 0.386 Ω for the round trip — which is exactly why 20 A over that run drops 7.7 V.

Why does my measured resistance differ?

Temperature (values here are at 75 °C operating; room-temp wire reads ~17% lower), terminations, and meter lead resistance all show up in real measurements.

Built & maintained by Murugan Vellaichamy · Every calculation verified against NEC Chapter 9 Table 8 & Table 310.16 published values · Informational reference — not engineering advice