MachineCalcs

Transformer kVA Calculator

Size transformer apparent power from volts and amps or kW and power factor. Supports single-phase and three-phase kVA formulas with standard-size rounding.

Calculator

Single-phase uses V x I / 1000. Three-phase uses sqrt(3) x line-to-line voltage x line current / 1000.

Calculate from volts and amps, or from real power and power factor.

Line-to-line voltage for three-phase loads, or winding/load voltage for single-phase.

V

Line current in amperes.

A

Used to convert kW to kVA and to estimate real kW when amps are entered.

Extra capacity before rounding to the next listed standard size.

%

Results

Default result
Edit inputs
Recommended standard size(S_std)
75kVA
Pass

next listed three-phase size

Also computed

Design kVA with margin(S_design)62.35kVA

Load kVA(S_load)49.88kVA

Standard-size full-load current(I_fl)90.21A

Load current(I_load)60A

Standard-size utilization(U)Pass66.51%

Spare capacity vs load(S_spare)25.12kVA

Method notes 2 notes
  • Three-phase kVA uses sqrt(3) x line-to-line volts x line current / 1000.
  • This is a transformer apparent-power screen. Final selection still needs continuous-load rules, inrush, motor starting, harmonic heating, impedance, enclosure, temperature rise, primary/secondary protection and local code review.

Transformer apparent power is kVA = V×I/1000 for single phase and kVA = √3×V_LL×I/1000 for three phase. If you know real power instead, kVA = kW/PF. This calculator applies your sizing margin, rounds up to a common transformer kVA rating, and reports full-load current, load current, spare kVA and utilization.

Continue workflow

All Electrical

How to use this calculator

  1. Choose phase and input basis. Select single-phase or three-phase, then choose volts plus amps or kW plus power factor.
  2. Enter voltage and load. Use line-to-line voltage for three-phase loads and the expected load current or real power.
  3. Set power factor and margin. Use the load power factor and any practical capacity margin before standard-size rounding.
  4. Read recommended kVA. Compare load kVA, design kVA, standard size, full-load current and utilization.

How it works

Transformers are sized by apparent power. For a single-phase load: kVA = V x I / 1000 For a balanced three-phase load, use line-to-line voltage and line current: kVA = sqrt(3) x VLL x I / 1000 If the known load is real power, apparent power is kVA = kW / PF.

The calculator applies your sizing margin, then rounds up to the next listed standard size. After selecting transformer capacity, use the voltage drop calculator for feeder length checks and the conduit fill calculator for raceway area.

Worked example

Verified against the live calculator

A three-phase 480 V load at 60 A is sqrt(3) x 480 x 60 / 1000 = 49.9 kVA. With a 25% margin, design kVA is 62.4 kVA. The next listed three-phase size is 75 kVA, with full-load current of about 90 A at 480 V.

Reference data

Common dry-type transformer size families used for the round-up result.

Common single-phase and three-phase transformer kVA ratings.
Rating family Listed kVA
Single phase 1
Single phase 1.5
Single phase 2
Single phase 3
Single phase 5
Single phase 7.5
Single phase 10
Single phase 15
Single phase 25
Single phase 37.5
Single phase 50
Single phase 75
Three phase 3
Three phase 6
Three phase 9
Three phase 15
Three phase 30
Three phase 45
Three phase 75
Three phase 112.5
Three phase 150
Three phase 225

Source: Standard dry-type transformer catalogue rating families; verify the exact manufacturer line, voltage, enclosure, temperature rise and impedance.

Frequently asked questions

How do I calculate transformer kVA?

For single phase, kVA = volts * amps / 1000. For three phase, kVA = sqrt(3) * line-to-line volts * line current / 1000. If you know real power instead, use kVA = kW / power factor.

What voltage should I enter for three phase?

Enter line-to-line voltage, such as 208 V, 240 V, 480 V or 600 V. The three-phase formula already includes the sqrt(3) multiplier.

Why does power factor matter?

Transformers are rated in apparent power, kVA. A low power factor means the same kW load draws more kVA and more current, so kW alone can undersize the transformer.

Does this size transformer protection?

No. It estimates apparent power and rounds to a standard kVA size. Primary/secondary overcurrent protection, conductor sizing, grounding, inrush and local code rules are separate checks.

How much margin should I use?

Use the margin for continuous loading, expected future load, motor starting and design practice. The default 25% is a screening allowance, not a code rule.

Method & assumptions

  • Single-phase kVA uses volts times amps; three-phase kVA uses sqrt(3) times line-to-line volts times line current.
  • Power-factor mode assumes balanced steady-state load and uses kVA = kW / PF.
  • Does not size primary/secondary protection, conductor ampacity, grounding, short-circuit duty, impedance, temperature rise or enclosure.
  • Motor starting, nonlinear loads, harmonics, K-rated transformers and continuous-load rules need separate review.
Embed this calculator on your site free

Paste this where you want the calculator to appear. It stays in sync — same formulas, metric & imperial, light/dark — and a small credit link helps people find more tools.

Open widget

Live preview