Watts to amps calculator

Watts, volts and amps, AC or DC.

Current type
Work out

Current

12.5 A

Single-phase AC, power factor 1

Power
1,500 W (1.5 kW)
Current
12.5 A
Voltage
120 V
Power factor
1
Apparent power
1,500 VA (1.5 kVA)
Resistance of the load
9.6 Ω
Formula
I = P ÷ (V × PF)

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How to convert watts, volts and amps

  1. Choose DC, AC single phase (household sockets) or AC three phase, and what you want to Work out.
  2. Enter the two values you know. For three phase, enter the voltage between two lines (such as 400 V or 480 V).
  3. For AC, set the Power factor: 1 for heaters, kettles and filament bulbs, lower for motors (the nameplate often gives it). Read the answer, the kW and kVA, and the formula.

The formulas

Circuit Amps Watts Volts
DC I = P ÷ V P = V × I V = P ÷ I
AC single phase I = P ÷ (V × PF) P = V × I × PF V = P ÷ (I × PF)
AC three phase I = P ÷ (√3 × V × PF) P = √3 × V × I × PF V = P ÷ (√3 × I × PF)

P is power in watts, V voltage in volts, I current in amps and PF the power factor. For three phase, V is the line-to-line voltage and I the current in each line. √3 is about 1.732.

Watts, VA and kW

Watts measure the power a device actually uses. Volt-amperes (VA) are volts times amps, the power the wiring has to carry. With a power factor of 1 they are equal; with a power factor of 0.8 a 1,000 W load needs 1,250 VA. Generators and UPS units are often rated in kVA for this reason, so check both figures when sizing one.

Checking a circuit

The current a load draws is what decides the wire and breaker size. In the US the electrical code limits continuous loads to 80% of the breaker rating, so a 15 A circuit should carry no more than 12 A for long periods. Rules differ between countries, so ask a qualified electrician before adding big loads. For resistance and power together, the Ohm’s law calculator solves V = I × R.