Amps to Watts Calculator

Find real power in watts (and kW / kVA) from current, voltage and power factor for DC, single-phase and three-phase circuits.

Voltage presets
PF presets

Amps to watts formulas

DC: P = I × V AC single-phase: P = I × V × PF AC three-phase (V_LL): P = √3 × I × V_LL × PF AC three-phase (V_LN): P = 3 × I × V_LN × PF

Real power P (watts) is what does useful work and what your utility bills in kWh. Apparent power S = P / PF (volt-amperes) is what the wiring and transformer must carry. The calculator shows both for AC circuits so you can size generators and UPS units, which are usually rated in kVA.

Worked examples

DC: a 12 V device drawing 10 A uses 10 × 12 = 120 W.

Single-phase: a 120 V tool drawing 12 A with PF 0.85 uses 12 × 120 × 0.85 = 1,224 W real power, or 1.44 kVA apparent power.

Three-phase: a 480 V feeder carrying 13.36 A per line with PF 0.9 delivers 1.732 × 13.36 × 480 × 0.9 ≈ 10.0 kW.

Amps to watts reference table

Current12 V DC120 V 1φ240 V 1φ208 V 3φ480 V 3φ
1 A12 W120 W240 W360 W831 W
5 A60 W600 W1,200 W1,801 W4,157 W
10 A120 W1,200 W2,400 W3,603 W8,314 W
15 A180 W1,800 W3,600 W5,404 W12,471 W
20 A240 W2,400 W4,800 W7,205 W16,628 W
30 A360 W3,600 W7,200 W10,808 W24,942 W
50 A600 W6,000 W12,000 W18,013 W41,569 W
100 A1,200 W12,000 W24,000 W36,027 W83,138 W

PF = 1. Multiply by PF for real power of inductive loads.

How much power can a circuit supply?

A 15 A, 120 V household circuit can supply 1,800 W momentarily, but continuous loads should stay at or below 80%: 12 A, or 1,440 W. A 20 A, 120 V circuit gives 1,920 W continuous; a 30 A, 240 V circuit gives 5,760 W continuous. These limits are why most portable heaters are capped at 1,500 W.

Tips

Frequently asked questions

How many watts is 10 amps?

At 120 V, 10 A is 1,200 W; at 240 V it is 2,400 W; at 12 V DC it is 120 W (assuming PF 1).

How many watts can a 15 amp breaker handle?

On 120 V, 15 A × 120 V = 1,800 W peak. For continuous loads the 80% rule limits it to 1,440 W.

What is the difference between watts and VA?

Watts are real power; VA is apparent power (V × I). Watts = VA × power factor. They are equal only for resistive loads.

How do I convert amps to kW for three-phase?

kW = √3 × I × V_LL × PF / 1000. For 50 A at 400 V and PF 0.9 that is 31.2 kW.

Does the formula work for 50 Hz and 60 Hz?

Yes. Frequency does not appear in the power equation; only voltage, current and power factor matter.

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