01 / DC
I = P ÷ V
Amps are watts divided by volts. There is no power factor in DC.
Free tool
Turn watts, kilowatts or kVA into amps, or amps into watts and kVA, for DC, AC single phase and AC three phase. Type the voltage or press a preset, add a power factor for AC, and see the answer with the formula worked out in your numbers, plus the same load at other voltages. It is a calculation only: sizing wire and breakers is a job for local code and a licensed electrician.
The working
The same load at other voltages
Same power and the same power factor, as the current type you picked.
This is a calculation, not an electrical design. Wire size, breakers and other protection follow your local electrical code and a licensed electrician. Do not size a circuit from this page alone.
The buttons only fill in a number. Which voltage you have depends on where you are and on the equipment, so read the label on it. For three phase, type the voltage between two lines.
Worked out in your browser. Nothing is sent anywhere.
Three formulas
01 / DC
Amps are watts divided by volts. There is no power factor in DC.
02 / AC single phase
The power factor says how much of the current does real work. A lower one means more amps for the same watts.
03 / AC three phase
With the voltage measured between two lines, the square root of 3, about 1.732, comes in.
Guide
To convert watts to amps, divide the watts by the volts. A 1,500 W heater on 120 V draws 1,500 ÷ 120 = 12.5 amps. For AC the power factor matters too, and for three phase there is a square root of 3 in the sum. This watts to amps calculator does all three and goes the other way as well, from amps to watts, and from kW or kVA to amps, with the working shown.
| Current type | Amps from watts | Watts from amps |
|---|---|---|
| DC | I = P ÷ V | P = V × I |
| AC single phase | I = P ÷ (V × PF) | P = V × I × PF |
| AC three phase, line to line | I = P ÷ (√3 × V × PF) | P = √3 × V × I × PF |
P is real power in watts, V is the voltage, I is the current in amps and PF is the power factor. For kVA the power factor drops out: I = S ÷ V for single phase and I = S ÷ (√3 × V) for three phase, where S is the apparent power in VA. Real power is apparent power times the power factor, so kW = kVA × PF.
For the same watts, a higher voltage means fewer amps. 1,500 W is 125 A at 12 V, 31.25 A at 48 V and 12.5 A at 120 V. The table under the result shows the load at nine voltages, so you can compare them. The presets are only numbers: your supply, your country and your equipment decide the voltage, so read the label.
Power factor is real power divided by apparent power, a number from 0 to 1. A plain heating element has a power factor of 1. Motors and some power supplies have a lower one, and the nameplate or data sheet often states it. The three phase formula here uses the voltage between two lines. If a label gives the voltage from one line to neutral, multiply it by the square root of 3 first.
Kilowatts measure the real power that does the work. Kilovolt-amps measure the apparent power, volts times amps, which is what the wiring and the supply have to carry. They match only when the power factor is 1. A load of 8 kW at a power factor of 0.8 is 8 ÷ 0.8 = 10 kVA, so it draws the same current as a 10 kVA load at a power factor of 1. That is why kVA to amps and kW to amps give different answers for the same number.
The result is a calculation, not an electrical design. The amps a load draws are only one input to choosing wire, breakers and other protection. Those choices follow local electrical code, and a licensed electrician should make them. This page gives no wire sizes on purpose.
To change units like kilowatts, horsepower or watt-hours, use the unit converter, which has Power and Energy groups. To work out a percent of a rating, like 80% of a breaker's amps, the percentage calculator does it in one step. For speeds and distances, see the velocity calculator.
Questions
Divide watts by volts for DC: 600 W on 12 V is 50 A. For AC single phase, divide by volts times power factor.
Multiply volts by amps, and by the power factor for AC. 10 A on 120 V with a power factor of 1 is 1,200 W.
Pick kW as the Unit. The page turns it into watts, then divides by the voltage and the power factor. For three phase it also divides by the square root of 3.
Pick kVA as the Unit. Divide the volt-amps by the voltage, and for three phase also by 1.7321. The power factor is not needed, because kVA already includes it.
Use the one on the equipment label or data sheet. If you do not know it, 1 is right for a plain resistive load, and a lower number gives more amps.
Yes. Three phase current is lower for the same power, because the formula has the square root of 3 in the bottom. The voltage used is the one between two lines.
DC has no power factor. AC does, and a power factor under 1 means more amps for the same watts.
No. It shows the current only. Wire size and breakers follow local code and a licensed electrician.
Yes. Pick DC, type the watts and press 12 V or 24 V. Low voltages mean high amps for the same watts.