Watts to amps calculator

Amps = watts ÷ volts. A 1,500 W heater on 120 V draws 12.5 A. For three-phase power divide by √3 × volts, and for motors also by the power factor.

Convert
W
V
Phase

1 for heaters and lights; motors and electronics 0.8–0.95

Result
12.5 A
Power
1,500 W
Voltage
120 V
Share of a 15 A circuit at this voltage
83%

How it is calculated

  1. Amps = 1,500 ÷ (120) = 12.5

How to calculate watts to amps

Current is power divided by voltage, with the power factor for motors and √3 for three-phase circuits. The worked numbers start from the calculator's default: 1,500 W on 120 V.

Step 1: single phase or DC

Amps = watts ÷ volts

I = P ÷ V

Example 1,500 W ÷ 120 V = 12.5 A

This holds for heaters, incandescent lamps and other resistive loads, whose power factor is 1.

Step 2: motors and electronics: the power factor

Amps = watts ÷ (volts × power factor)

I = P ÷ (V × PF)

Example 1,500 W ÷ (120 V × 0.8) = 15.63 A

The power factor is on the nameplate or in the manual; a lower power factor means more current for the same watts.

Step 3: three phase

Amps = watts ÷ (√3 × line-to-line volts × power factor)

I = P ÷ (1.732 × V × PF)

Example 1,500 W ÷ (1.732 × 208 V × 1) = 4.16 A on each line

Step 4: amps back to watts

Watts = amps × volts × power factor (× √3 for three phase)

P = I × V × PF

Example 12.5 A × 120 V × 1 = 1,500 W

Watts to amps at 120 V and 240 V

A 1,500 W load draws 12.5 A at 120 V and 6.3 A at 240 V: the same power at twice the voltage takes half the current. Values for single phase at a power factor of 1 (heaters, lamps, resistive loads).

Current drawn by loads of 100 to 5,000 watts at 120 V and 240 V, single phase, power factor 1
WattsAmps at 120 VAmps at 240 V
1000.830.42
3002.51.3
5004.22.1
1,0008.34.2
1,50012.56.3
2,00016.78.3
3,0002512.5
4,00033.316.7
5,00041.720.8
0102030405002,0004,0006,000Current, APower, W1003005001,0001,5002,0003,0004,0005,000120 V240 V
  • 120 V
  • 240 V
Current by power at 120 V and 240 V.

How many amps do household appliances draw?

A refrigerator that uses 540–720 running watts on 120 V draws 4.5–6 A. The table lists the 8 most-searched appliances with their running watts from the documents listed under Sources and the amps from the same formula as the calculator, at a power factor of 1. Every appliance is in the appliance wattage chart.

Typical running watts of common appliances and the current at the appliance's voltage (amps = watts ÷ volts, power factor 1)
ApplianceRunning wattsVoltsAmps
Refrigerator540–7201204.5–6
TV23–1551200.19–1.3
Window Air Conditioner440–1,2501203.7–10.4
Microwave1,050–1,7001208.8–14.2
Central Air Conditioner1,930–5,2202408–21.8
Electric Dryer2,800–5,60024011.7–23.3
Light Bulb6–1001200.05–0.83
Space Heater900–1,5001207.5–12.5
0102030Current, AApplianceRefrigeratorRefrigerator, Amps: 4.5–64.5–6TVTV, Amps: 0.19–1.30.19–1.3Window AirConditionerWindow Air Conditioner, Amps: 3.7–10.43.7–10.4MicrowaveMicrowave, Amps: 8.8–14.28.8–14.2Central AirConditionerCentral Air Conditioner, Amps: 8–21.88–21.8Electric DryerElectric Dryer, Amps: 11.7–23.311.7–23.3Light BulbLight Bulb, Amps: 0.05–0.830.05–0.83Space HeaterSpace Heater, Amps: 7.5–12.57.5–12.5
Current by appliance at its voltage. The lighter part of a bar is the upper end of the typical range.

How many watts can a 15 or 20 amp circuit carry?

Watts = breaker amps × volts. At its rating, a 15 A, 120 V circuit carries 1,800 W, a 20 A, 120 V circuit 2,400 W and a 30 A, 240 V circuit 7,200 W. That is the limit for every load on the circuit together, not for one appliance, and a load that runs for 3 hours or more must stay further below it: the wire size calculator sizes the breaker for a continuous load.

Why the measured current can differ

The result is the current at the voltage you enter. The voltage at an outlet is rarely exactly the nominal 120 or 240 V, so a clamp meter shows a slightly different reading for the same load.

Nameplate watts are a rating. A thermostat or a low setting runs a heater below it, and appliances with a compressor or motor cycle on and off, so the current changes from minute to minute. A motor also draws more than its running current for a moment when it starts; the appliance pages give the starting watts where the manufacturer publishes them.

Motors and electronics with a power factor below 1 draw more amps than watts ÷ volts. When the nameplate or the manual gives the amps, use that figure rather than a calculated one, and size the circuit for the whole load on it, not for one appliance.

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