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Voltage Drop Calculator

Updated Formulas shown

Pick the wire, the load and the distance to see how many volts are lost in the conductors and what voltage reaches the load. A 16 A load on 100 ft of 12 AWG copper at 120 V drops 6.34 V (5.3%) — over the recommended 3% for a branch circuit. 10 AWG still loses 3.3%, so this run needs 8 AWG.

Conductor
Distance in
System
V
A
ft
Measure the cable route, not a straight line. The formula accounts for the return conductor.
1 for normal circuits
Voltage drop
5.28%
6.34 V lost · 113.7 V at the load
0%3% branch5% total10%
3% branch circuit5% feeder + branchAmpacity 20 A @75 °C
source120 V100 ft of 12 AWGload113.7 V
Max run for 3%
57 ft
at this load
Size for ≤ 3%
8 AWG
larger wire
Power lost in wire
101 W
5.3% of load
Resistance
1.98 Ω
per 1,000 ft @75 °C
Formula
VD = 2 × L × R × I ÷ 1000
L one-way ft, R Ω/1000 ft (NEC Ch. 9 Table 8)

Uses DC resistance, which slightly understates drop on large AC conductors with low power factor. Estimate only — confirm with a licensed electrician.

How to calculate voltage drop

  1. Choose copper or aluminum and the system: single-phase for 120/240 V homes, three-phase for commercial 208/480 V, or DC for solar, batteries, RVs and low-voltage lighting.
  2. Enter the voltage, the load current in amps and the one-way distance from source to load.
  3. Select the wire size. Use parallel sets only for large feeders with multiple conductors per phase.
  4. Compare the result with the 3% (branch circuit) and 5% (feeder plus branch) guidance. If it's over, try the suggested size or check the maximum run length.

Voltage drop formula

  • Single-phase and DC: VD = 2 × L × R × I ÷ 1,000
  • Three-phase: VD = √3 × L × R × I ÷ 1,000 (√3 ≈ 1.732)
  • Percent drop = VD ÷ source voltage × 100

L is the one-way length in feet, I the current in amps and R the conductor resistance in ohms per 1,000 ft from NEC Chapter 9, Table 8 (75 °C). The factor 2 accounts for current flowing out and back. Example: 12 AWG copper (1.98 Ω/kft), 20 A, 100 ft at 120 V → 2 × 100 × 1.98 × 20 ÷ 1,000 = 7.92 V, 6.6%.

Wire resistance table

DC resistance at 75 °C, stranded conductors (NEC Chapter 9, Table 8), and max one-way run for 3% drop at 120 V single-phase with a load equal to the 60 °C ampacity.
SizeCopper Ω/1000 ftAluminum Ω/1000 ftMax run (Cu, 3%, 120 V)
14 AWG3.14—38 ft at 15 A
12 AWG1.983.2545 ft at 20 A
10 AWG1.242.0448 ft at 30 A
8 AWG0.7781.2858 ft at 40 A
6 AWG0.4910.80867 ft at 55 A
4 AWG0.3080.50883 ft at 70 A
2 AWG0.1940.31998 ft at 95 A
1/0 AWG0.1220.201118 ft at 125 A
2/0 AWG0.09670.159128 ft at 145 A
4/0 AWG0.06080.1152 ft at 195 A

How much voltage drop is acceptable?

The NEC recommends — in an informational note to 210.19(A), not a mandatory rule — no more than 3% on a branch circuit and 5% total for feeder plus branch circuit. Some situations make it mandatory or stricter: fire pumps, sensitive electronics, and many solar designs aim for 1–2% on DC strings. Too much drop makes motors run hot, LED and halogen lights dim, and chargers slow down.

Low-voltage systems suffer most: a 3% drop at 12 V is only 0.36 V, so 12 V landscape lighting and RV runs need much heavier wire than a 120 V circuit carrying the same power.

Safety note: results are estimates using DC resistance. Consult a licensed electrician for design and installation.

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Frequently asked questions

What is an acceptable voltage drop?

3% or less on a branch circuit and 5% or less in total from the service to the farthest outlet, per the NEC's informational note in 210.19(A). On 120 V that's 3.6 V and 6 V.

How do I reduce voltage drop?

Use a larger wire (lower AWG number), shorten the run, raise the voltage (240 V instead of 120 V halves the current for the same power), or switch from aluminum to copper.

How far can I run 12 gauge wire on a 20 amp circuit?

At a full 20 A load on 120 V, about 45 ft before voltage drop exceeds 3%. At a more typical 16 A load, about 57 ft. Use 10 AWG for longer runs.

Does voltage drop use one-way or round-trip distance?

Enter the one-way distance. The single-phase formula multiplies by 2 to include the return conductor; three-phase uses √3.

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Estimates only. Check quantities with your supplier or contractor before ordering.