Calcmeister

Voltage drop calculator

Pick the supply, then enter the current, the one-way length and the wire size. The calculator shows the voltage drop, the voltage at the load and the power lost in the wire.

Fills in the voltage and the system. You can change both below.

V

Line-to-line voltage for three-phase.

A

Distance from the panel to the load, not there and back.

°C

Wire resistance rises with temperature. 75 °C matches common US practice for loaded circuits.

1 for heaters and lights; about 0.8 to 0.9 for motors. Ignored for DC.

Voltage drop
– %
Voltage drop
– V
Voltage at load
– V
Power lost in wire
– W

    How voltage drop is calculated

    Every wire has resistance. When current flows, part of the supply voltage is lost along the wire, and the load sees less. The drop depends on the current, the length, the wire size and the conductor material:

    Single-phase and DC: VD = 2 · L · I · R · pf

    Three-phase: VD = 1.732 · L · I · R · pf

    R = ρ ÷ A

    L
    one-way length of the circuit
    I
    load current in A
    R
    resistance of one conductor per unit length
    ρ
    resistivity: copper 0.0172, aluminum 0.0282 Ω·mm²/m at 20 °C, about 22% higher at 75 °C
    A
    conductor cross-section in mm² (12 AWG = 3.31 mm²)
    pf
    power factor of the load

    The factor 2 counts the wire to the load and the wire back. In a balanced three-phase circuit no current returns on the neutral, so the factor is √3.

    Worked example

    A 20 A load at 120 V sits 100 ft from the panel on 12 AWG copper. At 75 °C copper has ρ = 0.0210 Ω·mm²/m. One conductor has 0.0210 ÷ 3.31 = 0.00634 Ω per meter, and 100 ft is 30.5 m. The drop is 2 × 30.5 × 20 × 0.00634 = 7.7 V, or 6.4%. That is well over the 3% recommendation; 10 AWG brings it to 4.0% and 8 AWG to 2.5%.

    Maximum length for 3% drop, copper at 75 °C

    Wire size15 A at 120 V20 A at 120 V30 A at 240 V
    14 AWG39 ft––
    12 AWG62 ft47 ft–
    10 AWG99 ft74 ft99 ft
    8 AWG157 ft118 ft157 ft
    6 AWG250 ft187 ft250 ft

    Single-phase, power factor 1. Sizes that are not rated for the current are left empty.

    Voltage drop limits by country

    StandardLimit
    US, NEC 210.19 and 215.2 (recommendation)3% branch circuit, 5% feeder plus branch
    UK, BS 7671 Appendix 43% lighting, 5% other uses
    Australia and New Zealand, AS/NZS 30005% from point of supply
    Canada, CEC Rule 8-1023% branch or feeder, 5% in total

    What the calculator does not check

    Voltage drop is only one condition for choosing a wire. It must also carry the current safely for its insulation and installation method, and the breaker must protect it. Use the cable size calculator to check both together. Fixed installations must follow local code and be done by a licensed electrician.

    Questions and answers

    How do you calculate voltage drop?

    Single-phase and DC: VD = 2 × L × I × R. Three-phase: VD = 1.732 × L × I × R. L is the one-way length, I the current and R the resistance of one conductor per unit length. In the US the same formula is often written VD = 2 × K × I × L ÷ CM, with K = 12.9 for copper and 21.2 for aluminum.

    What is the maximum allowed voltage drop?

    The US National Electrical Code recommends no more than 3% on a branch circuit and 5% in total for feeder plus branch circuit (informational notes to 210.19 and 215.2). In the UK, BS 7671 allows 3% for lighting and 5% for other circuits from the origin of the installation. Australia's AS/NZS 3000 allows 5% in total.

    Why is voltage drop such a problem at 12 V and 24 V?

    The same power needs ten or twenty times the current of a 120 or 230 V circuit, and one volt lost is a large share of 12 V. Solar, RV and marine systems therefore often need much thicker cable than the current rating alone suggests.

    Does this calculator check the wire ampacity?

    No. It only calculates voltage drop. The wire must also be rated for the current (NEC Table 310.16, BS 7671 Appendix 4 or AS/NZS 3008) and protected by the right breaker. Use our cable size calculator for a combined check, and have installations done by a licensed electrician.

    Why is my result slightly different from the NEC K-factor method?

    The K factors 12.9 and 21.2 are based on stranded conductors at 75 °C. This calculator uses the resistivity of copper and aluminum adjusted to the temperature you select. At 75 °C the two methods differ by about 2 to 3%, which does not matter for sizing.

    Last reviewed: 2026-10-15. Results are estimates for planning. Check them before you rely on them for design, purchase or safety decisions.