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Electrical / Power & Wattage

Amps to Kilovolt-Amps (kVA) Conversion Calculator

Calculate apparent power from current, voltage, and system type.

Apparent Power
2.400 kVA
Volt-Amps
2,400.0 VA
0051.2102.4153.6204.8AkVA10 A2.4 kVA
1 A = 0.24 kVA

Use the stated electrical relationship and enter values in the displayed units.

Source: Formula conventions follow standard electrical engineering relationships. Verify equipment ratings and local code requirements before installation.

Written by
MPhil in Mathematics, Founder of Mathovia
Updated

Mathematics verification: Mathematical formulas, calculations, worked examples and solutions are reviewed for accuracy before publication. How we check our work

Amps to Kilovolt-Amps (kVA) Conversion Calculator formula
The Amps to Kilovolt-Amps (kVA) Conversion formula

Why convert amps to kVA

Generators, UPS units, and transformers are rated in kVA — apparent power. If you’ve measured a load’s current, or you’re planning one, converting that current to kVA lets you check it against a unit’s nameplate directly. It’s the standard way to answer “will this transformer carry that load?” or “how loaded is this generator right now?”

Apparent power is voltage times current, full stop. The power factor doesn’t appear, because kVA already includes the reactive current. That’s exactly the property that makes kVA the right rating for equipment: it holds true regardless of what gets plugged in.

The amps to kVA formula

Single-phase:

Three-phase, line-to-line voltage:

is voltage, is line current in amps, and the 1,000 converts volt-amps to kilovolt-amps.

Worked example

The calculator’s defaults are 10 A at 240 V, single-phase.

Volt-amps first:

Then to kilovolt-amps:

On a three-phase 240 V circuit, the same 10 A per line would be kVA, because all three conductors carry that current.

Amps to Kilovolt-Amps (kVA) Conversion Calculator worked example diagram
A visual read of the worked example above — the same numbers the calculator returns for its default inputs.

Amps to kVA reference (single-phase)

Current120 V208 V240 V480 V
5 A0.6 kVA1.04 kVA1.2 kVA2.4 kVA
10 A1.2 kVA2.08 kVA2.4 kVA4.8 kVA
20 A2.4 kVA4.16 kVA4.8 kVA9.6 kVA
50 A6.0 kVA10.4 kVA12.0 kVA24.0 kVA
100 A12.0 kVA20.8 kVA24.0 kVA48.0 kVA

For three-phase, multiply any figure by 1.732.

Checking transformer headroom

Convert the measured load current to kVA and compare it against the transformer’s kVA nameplate. A 15 kVA transformer carrying 9 kVA of load has 6 kVA of spare capacity. Utilities and facility engineers do this routinely to decide whether a transformer can take an added load before it needs upsizing.

Common mistakes

  • Dropping the √3 for three-phase, which understates the kVA by about 42%.
  • Using line-to-neutral voltage where line-to-line belongs in the three-phase formula.
  • Comparing the result to a kW rating. Match kVA to kVA.

For the reverse, use the kVA to amps calculator. For real power, see amps to kilowatts.

Sizing a generator from measured current

Add up the running current of everything the generator will power, convert to kVA, then add a margin. Three loads at 240 V drawing 12 A, 8 A and 5 A:

Adding a 25% margin points to a generator of about 7.5 kVA. Motors such as pumps and compressors draw several times their running current for a moment at start-up, so if one is in the mix, check its starting current too.

From kVA to kW

kVA tells you the load on the equipment; kW tells you the real power doing work. Multiply by the power factor:

The default 2.4 kVA load at a power factor of 0.85 delivers kW. For a purely resistive load such as a heater, the power factor is 1 and the two are equal.

A three-phase example

A three-phase machine on a 400 V supply draws 32 A per line:

Leaving out the 1.732 would give 12.8 kVA, and a transformer sized from that number would be badly overloaded.

About the formula: Use the stated electrical relationship and enter values in the displayed units.

Frequently Asked Questions

How do I convert amps to kVA?+

Multiply voltage by current — and by √3 for three-phase — then divide by 1,000. kVA = (V × A × phase factor) ÷ 1000. No power factor is needed.

What is 10 amps at 240 volts in kVA?+

Single-phase: 240 × 10 ÷ 1,000 = 2.4 kVA. Three-phase at 240 V line-to-line: 1.732 × 240 × 10 ÷ 1,000 ≈ 4.16 kVA, because all three lines carry that current.

Why doesn't this need a power factor?+

kVA is apparent power, defined as volts times amps. Power factor only enters when you go from apparent power to real power in kW.

Why are generators and transformers rated in kVA?+

The manufacturer doesn't know what power factor your load will have, so the rating is the apparent power the machine can carry — the voltage and current its insulation and windings can handle — independent of how much becomes useful work.

Can I check a transformer's spare capacity with this?+

Yes. Convert the measured load current to kVA and compare it against the transformer's kVA nameplate. If a 15 kVA transformer is carrying 9 kVA of load, it has 6 kVA of headroom before it's at rating.

Does the calculator also give VA?+

Yes, alongside the kVA figure, for when you're comparing against small equipment rated in plain volt-amps.