How do I convert kVA to amps?
Multiply kVA by 1000 and divide by voltage. For balanced three phase, also divide by √3.
Apparent power to current
Convert kilovolt-amperes to current for single-phase or balanced three-phase AC systems using the operating line voltage.
Interactive calculator
Result
14.43 A
A = kVA × 1000 ÷ (√3 × V)
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Quick answers
Get concise answers to the most common kva to amps calculator questions before reviewing the formulas, examples, and detailed guidance below.
Multiply kVA by 1000 and divide by voltage. For balanced three phase, also divide by √3.
For single phase, 10 kVA at 230 V is approximately 43.48 A.
It is approximately 14.43 A for a balanced system.
Formula
Choose the formula that matches the electrical system and known values.
A = kVA × 1000 ÷ V
Use RMS voltage for the single-phase supply.
A = kVA × 1000 ÷ (√3 × V)
Use line-to-line voltage for a balanced three-phase system.
kVA = A × V ÷ 1000
For three phase, multiply by √3.
How to use
Check every unit and use measured or nameplate values where possible.
Worked examples
Examples make the formula and its assumptions easier to verify.
5 kVA at 230 V, single phase
21.74 A
10 kVA at 230 V, single phase
43.48 A
10 kVA at 400 V, three phase
14.43 A
25 kVA at 415 V, three phase
34.78 A
50 kVA at 400 V, three phase
72.17 A
100 kVA at 480 V, three phase
120.28 A
Accuracy
The result is only as reliable as the selected formula and input data.
Conversion library
Continue from the kVA to Amps Calculator to a dedicated conversion tool for watts, amps, volts, kW, kVA, energy, batteries, or circuit calculations. Each linked page includes its own formula, examples, and guidance.
FAQ
Direct answers to common calculation questions.
Multiply kVA by 1000 and divide by voltage. For balanced three phase, also divide by √3.
For single phase, 10 kVA at 230 V is approximately 43.48 A.
It is approximately 14.43 A for a balanced system.
No. kVA is apparent power, so kVA-to-amps conversion does not require power factor.
Use RMS voltage for single phase and line-to-line voltage for the three-phase formula.
It accounts for the relationship between line and phase quantities in a balanced system.
No. Breaker sizing also requires code rules, continuous-load treatment, starting current, and conductor information.
The three-phase formula assumes balanced loading.
Yes for a nominal current estimate, subject to generator voltage, duty, and manufacturer limits.
Voltage variation, phase imbalance, harmonics, loading, and instrument accuracy can change measured current.
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