Amps to kVA Calculator

Convert amps to kVA for single-phase and three-phase supplies and see the next standard transformer size.

Phase
A
Three-phase: the current in each line.
V
Three-phase: use the line-to-line voltage.

Formula used

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

Quick answer

To convert amps to kVA, multiply current by voltage and divide by 1,000. For three-phase, multiply by √3 (1.732) as well. 100 A at 480 V three-phase is 1.732 × 480 × 100 ÷ 1,000 = 83.14 kVA, so a 100 kVA transformer covers it. 200 A at 240 V single-phase is 48 kVA.

SolarCalcLab Amps to kVA calculator showing 83.14 kVA for the default example
The Amps to kVA calculator with a worked example. Change any input and the result updates instantly.

How to use the amps to kVA calculator

  1. Choose the phase. Pick single-phase for 120/240 V homes and small businesses. Pick three-phase for 208 V, 400 V and 480 V commercial and industrial supplies.
    Step 1: choose the phase in the Amps to kVA calculator
  2. Enter the current. Use the load current, the main breaker rating or a clamp-meter reading. For three-phase, enter the current in one line of a balanced load.
    Step 2: enter the current in the Amps to kVA calculator
  3. Enter the voltage. For three-phase, use the line-to-line voltage. For single-phase, use the voltage across the load.
    Step 3: enter the voltage in the Amps to kVA calculator
  4. Read the result. The large number is apparent power in kVA. The cards show the same figure in VA, the real power at PF 0.8 and the next common transformer size for that phase.
    Step 4: read the result in the Amps to kVA calculator

Amps to kVA formula

kVA is apparent power: the product of voltage and current with no power factor applied. That is why transformers, generators and UPS units are rated in kVA. Their heating limit depends on current, whatever the load type.

Single-phase

kVA = V × I ÷ 1,000

Three-phase

kVA = √3 × V(L-L) × I ÷ 1,000

Where:

Worked examples

Example 1: 100 A at 480 V three-phase

kVA = 1.732 × 480 × 100 ÷ 1,000 = 83.14 kVA

This is the default. A standard 100 kVA three-phase transformer has enough capacity, with about 17% spare. At PF 0.8 the load uses 66.51 kW of real power.

Example 2: 200 A residential service at 240 V

kVA = 240 × 200 ÷ 1,000 = 48 kVA

A fully loaded 200 A service is 48 kVA. Real homes rarely draw the full rating for long, which is why utilities often serve several houses from a single 50 kVA transformer. For a standby generator, size on the actual peak demand, not the breaker rating.

Example 3: 60 A at 208 V three-phase

kVA = 1.732 × 208 × 60 ÷ 1,000 = 21.62 kVA

A 60 A, 208 V panel needs at least a 30 kVA three-phase transformer, the next standard size above 21.62 kVA. To see how much real power that current delivers at a given power factor, use the amps to kW calculator.

Amps to kVA conversion chart

Apparent power for common currents at four supply voltages.

Amps 240 V 1-phase 208 V 3-phase 400 V 3-phase 480 V 3-phase
20 A 4.8 kVA 7.21 kVA 13.86 kVA 16.63 kVA
30 A 7.2 kVA 10.81 kVA 20.78 kVA 24.94 kVA
50 A 12 kVA 18.01 kVA 34.64 kVA 41.57 kVA
60 A 14.4 kVA 21.62 kVA 41.57 kVA 49.88 kVA
100 A 24 kVA 36.03 kVA 69.28 kVA 83.14 kVA
125 A 30 kVA 45.03 kVA 86.6 kVA 103.92 kVA
150 A 36 kVA 54.04 kVA 103.92 kVA 124.71 kVA
200 A 48 kVA 72.05 kVA 138.56 kVA 166.28 kVA
400 A 96 kVA 144.11 kVA 277.13 kVA 332.55 kVA
800 A 192 kVA 288.21 kVA 554.26 kVA 665.11 kVA

What affects the result

Measured versus rated current

A breaker rating is a maximum, not the load. Utilities and engineers size transformers on measured or calculated demand, because few services ever run at their full breaker rating for long. Sizing a transformer on a 400 A main breaker gives 332.55 kVA at 480 V, but the real peak demand might be half that. Use a demand reading or a load calculation where you can, then add headroom.

Voltage reference

Three-phase kVA uses line-to-line voltage. With line-to-neutral voltage, multiply by 3 in place of 1.732. The 3 phase power calculator lets you choose either measurement.

Unbalanced phases

The formula assumes equal current in all three lines. If one phase carries more, the transformer is limited by that phase. Use the highest line current for a conservative kVA figure.

Standard sizes and growth

Transformers come in fixed steps. Common three-phase ratings include 15, 30, 45, 75, 112.5, 150, 225, 300, 500 and 750 kVA. Common single-phase ratings include 10, 15, 25, 37.5, 50, 75, 100 and 167 kVA. The calculator suggests the next size up for the phase you picked.

Frequently asked questions

How many kVA is 100 amps?

At 240 V single-phase, 100 A is 24 kVA. At 208 V three-phase it is 36.03 kVA, at 400 V three-phase 69.28 kVA and at 480 V three-phase 83.14 kVA. Multiply volts by amps, and by 1.732 for three-phase, then divide by 1,000.

Why is kVA used instead of kW for transformers?

Transformer and generator windings heat up according to the current flowing through them, and current is set by kVA. A 100 kVA unit carries the same current at full load whether the power factor is 1 or 0.7, even though the real power differs. kVA ratings therefore stay valid for any load.

Does power factor change amps to kVA?

No. kVA is volts times amps, so power factor plays no part. Power factor matters when you want kW: multiply kVA by PF. 83.14 kVA at PF 0.8 is 66.51 kW. To go from kVA to real power, use the kVA to kW calculator.

What size transformer do I need for 200 amps?

At 240 V single-phase, 200 A is 48 kVA, so a 50 kVA transformer is the next size up. At 208 V three-phase, 200 A is 72.05 kVA, so a 75 kVA unit works, though 112.5 kVA gives more growth room. Size on expected demand plus about 20% headroom.

How do I go from kVA back to amps?

Divide kVA × 1,000 by the voltage, and by 1.732 more for three-phase. 83.14 kVA at 480 V three-phase is 100 A. The kVA to amps calculator does this for any rating and also shows the 125% continuous-load current used for breaker checks.

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