kW to Amps Calculator

Convert kilowatts to amps for DC, single-phase and three-phase AC systems at any voltage and power factor.

Current type
kW
V
For three-phase, use the line-to-line voltage.
PF

Formula used

Formula and method below. Last checked by the SolarCalcLab Editorial Team.

Quick answer

To convert kW to amps, multiply kilowatts by 1,000 and divide by the voltage. For DC, I = 1,000 × P / V. For single-phase AC, I = 1,000 × P / (PF × V). For three-phase AC, I = 1,000 × P / (√3 × PF × VLL). A 7.2 kW load on 240 V draws 30 A.

SolarCalcLab kW to amps calculator showing 16.98 A with the formula I = 1000 × 10 ÷ (1.732 × 0.85 × 400) = 16.981 A
The kW to amps calculator with a worked example. Change any input and the result updates instantly.

How to use the kW to amps calculator

  1. Choose the current type. Select DC for battery banks, solar arrays and the DC side of an inverter. Select single-phase AC for household and light commercial circuits. Select three-phase AC for motors, large chargers and commercial supplies.
    Step 1: choose the current type in the kW to amps calculator
  2. Enter the power in kilowatts. Use the real power rating in kW. If you only have a kVA rating, convert it to kW first.
    Step 2: enter the power in kilowatts in the kW to amps calculator
  3. Enter the voltage. Use the load voltage for single-phase, such as 120 V, 230 V or 240 V. Use the line-to-line voltage for three-phase, such as 208 V, 400 V or 480 V.
    Step 3: enter the voltage in the kW to amps calculator
  4. Enter the power factor. Leave it at 1 for DC and resistive loads. Use the nameplate PF for motors, compressors and drives.
    Step 4: enter the power factor in the kW to amps calculator
  5. Read the current. The result is the running current per conductor (per line in three-phase).
    Step 5: read the current in the kW to amps calculator

kW to amps formula

The calculator converts kilowatts to watts by multiplying by 1,000, then applies the formula for the current type.

DC

I = (PkW × 1,000) / V

Single-phase AC

I = (PkW × 1,000) / (PF × V)

Three-phase AC

I = (PkW × 1,000) / (√3 × PF × VLL)

Where:

Worked examples

Example 1: 7.2 kW EV charger on 240 V single-phase

Assume PF = 1.

I = (7.2 × 1,000) / (1 × 240) = 7,200 / 240 = 30 A

The charger draws 30 A.

Example 2: 5 kW from a 48 V battery bank

This is the DC side of an off-grid inverter delivering 5 kW. The example ignores inverter losses, so real battery current will be a little higher.

I = (5 × 1,000) / 48 = 104.17 A (rounded)

The battery supplies about 104 A. The same 5 kW on a 12 V system would need about 417 A, which shows why larger systems use higher battery voltages.

Example 3: 50 kW three-phase load at 480 V, PF 0.9

I = 50,000 / (1.732 × 0.9 × 480) = 50,000 / 748.2 = 66.82 A (rounded)

Each line carries about 66.8 A.

Example 4: 22 kW EV charger at 400 V three-phase

Assume PF = 1.

I = 22,000 / (1.732 × 1 × 400) = 22,000 / 692.8 = 31.75 A (rounded)

That is about 32 A per phase.

kW to amps chart

Three-phase columns use PF 0.9. The single-phase 240 V column uses PF 1. Values are rounded to one decimal place.

Power (kW) 1-phase 240 V, PF 1 3-phase 208 V 3-phase 400 V 3-phase 480 V
1 4.2 A 3.1 A 1.6 A 1.3 A
5 20.8 A 15.4 A 8.0 A 6.7 A
10 41.7 A 30.8 A 16.0 A 13.4 A
15 62.5 A 46.3 A 24.1 A 20.0 A
22 91.7 A 67.9 A 35.3 A 29.4 A
30 125.0 A 92.5 A 48.1 A 40.1 A
50 208.3 A 154.2 A 80.2 A 66.8 A
75 312.5 A 231.3 A 120.3 A 100.2 A
100 416.7 A 308.4 A 160.4 A 133.6 A

For 230 V single-phase at PF 1, divide watts by 230. For example, 10 kW draws about 43.5 A.

What affects the result

System voltage

Higher voltage means lower current for the same kW. US three-phase systems commonly run at 208Y/120 V or 480Y/277 V. UK and EU three-phase supplies run at 400 V, with 230 V between each phase and neutral. Enter the line-to-line value in three-phase mode.

Power factor

A lower PF raises the current. Three-phase induction motors often run at about 0.75 to 0.85 lagging. Resistive heating runs near 1. If the PF is unknown, using 1 gives the lowest possible current, so treat that result as a minimum for inductive loads.

kW vs kVA ratings

Generators, UPS units and transformers are often rated in kVA. The formula here needs real power in kW. Convert first with kW = kVA × PF, or work out current directly from kVA by setting PF to 1 in this calculator and entering the kVA value as if it were kW.

Efficiency losses

Motors, inverters and chargers lose some power as heat. If your kW figure is output power, the input current is higher than the result. Use the input rating or nameplate current for wire and breaker sizing.

Frequently asked questions

How many amps is 1 kW?

At PF 1, 1 kW draws 8.33 A at 120 V, 4.35 A at 230 V and 4.17 A at 240 V. On three-phase at PF 0.9, 1 kW draws about 1.6 A at 400 V and 1.3 A at 480 V. The voltage and phase type set the answer.

How many amps is 10 kW three-phase?

At 400 V and PF 0.9, 10 kW draws about 16.0 A per line. At 480 V it draws about 13.4 A, and at 208 V about 30.8 A. At PF 1 the current at 400 V drops to about 14.4 A.

Do I need the power factor for DC?

No. DC has no phase shift between voltage and current, so the power factor is always 1. The calculator uses I = 1,000 × P / V for DC. This applies to batteries, solar strings and the DC input of an inverter.

What voltage should I enter for three-phase?

Enter the line-to-line voltage, measured between two phase conductors. In the US that is often 208 V or 480 V. In the UK and EU it is 400 V. Entering the line-to-neutral value, such as 230 V or 277 V, gives a current that is too high.

Is the result the breaker size I need?

No. The result is the running current. Breaker and wire sizing depend on your electrical code, continuous load rules, motor starting current, ambient temperature and installation method. Use the result as the starting point, then follow the code that applies where you live.

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