How to use the voltage drop calculator
- Choose Imperial (AWG sizes, feet) or Metric (mm², metres).
- Choose single-phase or three-phase.
- Enter the supply voltage and load current.
- Enter the one-way cable length.
- Choose copper or aluminium and the wire size.
How the formula works
In imperial mode, VD = 2 × K × I × L ÷ CM for single-phase and √3 × K × I × L ÷ CM for three-phase. K is 12.9 Ω·cmil/ft for copper and 21.2 for aluminium. Circular mils come from the AWG definition (ASTM B258). In metric mode, ΔU = 2 × L × I × ρ ÷ A (single-phase) or √3 × L × I × ρ ÷ A (three-phase), with ρ = 0.0178 Ω·mm²/m for copper and 0.0287 for aluminium. The percentage is VD ÷ supply voltage × 100.
Worked examples
120 V, 20 A, 100 ft, copper. 12 AWG (6,530 cmil): 2 × 12.9 × 20 × 100 ÷ 6,530 = 7.90 V, which is 6.6%. 10 AWG: 4.97 V (4.1%). 8 AWG: 3.13 V (2.6%), within the 3% recommendation.
230 V, 16 A, 30 m, 2.5 mm² copper. 2 × 30 × 16 × 0.0178 ÷ 2.5 = 6.84 V, which is 2.97%.
How to interpret the results
A large voltage drop wastes energy and can make motors and electronics misbehave. Compare the percentage with the limit that applies where you live; the NEC checks only appear in imperial mode because they are US recommendations.
Tips and common mistakes
- Use the one-way length; doubling it yourself counts the return path twice.
- Size for ampacity first, then check voltage drop; both must be satisfied.
- Long runs to outbuildings often need a larger conductor than the breaker alone suggests.
- Aluminium needs a larger size than copper for the same drop.
Assumptions and limitations
The calculation uses DC resistance at typical temperatures and ignores reactance, which matters for large conductors and long runs. Electrical design and installation must be carried out by a licensed electrician in line with your local wiring rules.