Voltage Drop Calculator

Find the voltage drop in a copper circuit — absolute volts, percentage, final load voltage and heat loss. Uses NEC Chapter 9 Table 8 conductor resistances.

Vsource120 VL = 100 ftR (conductor)Load15 Areturn path (doubled for single-phase)Vdrop = 2 x I x R x L
Technical diagram for this calculator
Voltage Drop Calculator inputs

Nominal system voltage: 120, 208, 240, 277, 480 V in North America.

Distance from panel to load. The return path is added automatically.

Last updated: 2026-09-15

How the calculation works

  • The calculator looks up the DC resistance of the selected copper conductor at 75 °C from NEC Chapter 9 Table 8.
  • For single-phase circuits the current path is out and back, so the one-way length is doubled. Three-phase circuits use the √3 factor with the one-way length.
  • The drop is multiplied by the load current to get volts lost, then divided by the source voltage for the percentage.
  • Power lost as heat is I²R — it grows with the square of the current, which is why undersized cables waste energy.

Formula

Single-phase: Vd = 2 × I × R × L
Three-phase:  Vd = √3 × I × R × L
R = conductor resistance per unit length (NEC Ch. 9 Table 8)
Formula variables
SymbolMeaningUnit
VdVoltage dropV
ILoad currentA
RConductor resistance of the full current pathΩ
LOne-way run lengthft or m

Worked example

A 120 V circuit feeds a 15 A load through 100 ft of 12 AWG copper. Path resistance = 1.98 Ω/1000 ft × 200 ft = 0.396 Ω. Drop = 15 A × 0.396 Ω = 5.94 V (4.95%). The load sees 114.1 V and 89 W is lost as heat — a size worth reconsidering.

Interpreting the result

The NEC recommends (Informational Note, 210.19) keeping branch-circuit drop at or below 3% and total drop (feeder + branch) at or below 5%. Above these values motors lose torque, lights dim and electronics may misbehave. The power-loss figure tells you how much energy is being burned in the cable for the life of the installation.

Assumptions

  • Uncoated copper conductors at 75 °C operating temperature.
  • DC resistance only — AC reactance is ignored, which is accurate for conductors up to about 1/0 AWG and slightly optimistic for large conductors.
  • Balanced three-phase load (no neutral current).

Limitations

  • Aluminum conductors are not included (about 61% higher resistance than copper).
  • Very long runs at high current in large conduit should be checked with the NEC reactance tables.
  • Does not verify ampacity, termination temperature ratings or code compliance — voltage drop is a performance metric, not a substitute for circuit sizing.

Frequently asked questions

What is an acceptable voltage drop?

A common guideline from the NEC (Informational Notes to 210.19 and 215.2) is 3% for a branch circuit and 5% total from the service to the load. These are recommendations, not enforceable limits, but exceeding them noticeably degrades motor and lighting performance.

Does the length include both directions?

No — enter the one-way distance. For single-phase circuits the calculator doubles it because current travels out on one conductor and back on the other. Three-phase uses the one-way length with the √3 factor.

Why is my measured drop higher than calculated?

Loose or corroded terminations add resistance that isn't in the conductor tables, and a heavily loaded or long service entrance adds feeder drop on top of the branch circuit.

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Technical references