Inputs to result
Current (A) = real watts ÷ (voltage × power factor × phase multiplier); multiplier = 1 for DC/single phase or √3 for balanced three phase using line-to-line voltage.
Electrical
Convert real electrical power in watts to estimated current in amps across DC, single-phase, and balanced three-phase circuits.
Enter watts, voltage and power factor. Select DC or single phase for P = V × I × PF, or balanced three phase for P = √3 × V × I × PF.
Calculation and worked example reviewed 2026-11-12. See our calculation methodology.
Phase multiplier 1 · power factor 1.
Use line-to-line volts for balanced three phase.
Formula and example
This estimator converts your entered jobsite inputs (real power, voltage, power factor, circuit) into consistent US trade units, computes the exact geometric baseline first, and then applies any selected waste or order allowance so you can verify both numbers before purchasing materials.
where:
Current (A) = real watts ÷ (voltage × power factor × phase multiplier); multiplier = 1 for DC/single phase or √3 for balanced three phase using line-to-line voltage.
A 2,400 W, 240 V single-phase load at power factor 1 draws 10 A. At power factor 0.8, estimated current is 12.5 A.
Steady-state current at unity power factor (1.0). Reactive motor loads at 0.8 PF draw 25% more current for the same real wattage.
| Real Power (Watts) | 120V Single Phase | 240V Single Phase | 480V Three Phase |
|---|---|---|---|
| 1,200 W | 10.00 A | 5.00 A | 1.44 A |
| 2,400 W | 20.00 A | 10.00 A | 2.89 A |
| 4,800 W | 40.00 A | 20.00 A | 5.77 A |
| 9,600 W | 80.00 A | 40.00 A | 11.55 A |
Power factor is not efficiency. Equipment nameplate, continuous-load treatment, starting current, harmonics and code sizing can require a different current value.
At power factor 1 on a single-phase circuit, 2,400 ÷ 240 = 10 A.
Use line-to-line voltage with the balanced three-phase square-root-of-three formula.