Transformer Sizing Calculator

Enter your load's power, power factor, and supply voltage to get the required transformer kVA, a safety-margin-adjusted size, the nearest standard rating, and full-load current.

Quick Facts

Apparent power
S (kVA) = P (kW) ÷ PF
Real power divided by power factor gives the apparent power the transformer must supply.
Three-phase current
I = (kVA × 1000) ÷ (√3 × V)
Full-load line current for a three-phase transformer at line-to-line voltage V.
Single-phase current
I = (kVA × 1000) ÷ V
Full-load current for a single-phase transformer at voltage V.
Sizing margin
Add 15-25% headroom
Covers inrush current and future load growth, and keeps operating temperature rise in check.

Your Results

Calculated
Calculated Load
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S = kW ÷ power factor
Recommended Transformer Size
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Load plus safety margin, in kVA
Nearest Standard Rating
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Rounded up to a common kVA size
Full-Load Current
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At the standard transformer's rated kVA

Ready

Enter the load and voltage, then press Calculate.

Formula and Method for Transformer Sizing

Sizing a transformer means choosing a kVA (apparent power) rating large enough to carry the connected load continuously — with room for inrush current, future growth, and heat rise — without being so oversized that efficiency and cost suffer. The starting point is converting the load's real power into apparent power using the power factor: S (kVA) = P (kW) ÷ PF. A safety margin is added on top, and the result is rounded up to a standard manufacturer kVA rating.

How the calculation works

Enter the connected load's real power in kilowatts and its power factor — a value between 0 and 1 describing how much of the apparent power actually does useful work. Dividing kW by PF gives the load's apparent power in kVA, the minimum a transformer must supply. The calculator then adds your safety margin (commonly 15-25%, to cover inrush current and headroom for future loads) to get a recommended kVA, and rounds that up to the nearest common standard transformer rating. Finally, it converts that standard rating into a full-load current using I = (kVA × 1000) ÷ V for single-phase service, or I = (kVA × 1000) ÷ (√3 × V) for three-phase service, where V is the line-to-line supply voltage.

Common mistakes

  • Using real power (kW) as if it were the transformer rating: transformers are rated in kVA (apparent power), not kW. At a low power factor, the kVA requirement can be significantly higher than the kW load.
  • Skipping the safety margin: sizing a transformer exactly to today's peak load leaves no room for motor inrush current, harmonics, or future expansion, and can shorten transformer life through excessive heating.
  • Mixing up single-phase and three-phase current formulas: the √3 factor only applies to three-phase systems; using it for a single-phase load understates the required current by about 42%.

Real-world applications

  • Electrical designers use transformer sizing to select service and distribution transformers for new buildings, additions, or equipment upgrades.
  • Facility engineers check existing transformer capacity before adding large motors, HVAC equipment, or EV chargers to a panel.
  • Solar and battery-storage integrators size interconnection transformers to match inverter output and anticipated peak demand.
  • Electricians use the full-load current result to verify feeder conductors, breakers, and disconnects are rated for the transformer's secondary output.

Frequently Asked Questions

How do I calculate the kVA rating needed for a transformer?
Divide the connected load's real power (kW) by its power factor to get apparent power in kVA (S = P ÷ PF). Add a safety margin of about 15-25% for inrush current and future growth, then round up to the nearest standard transformer size.
Why is a transformer rated in kVA instead of kW?
A transformer's windings and core are limited by voltage and current, not by how much of that power does useful work. kVA (apparent power) captures the full voltage-times-current loading regardless of power factor, so it is the correct rating basis; kW is only what the load actually consumes.
How much safety margin should I add when sizing a transformer?
A common rule of thumb is 15-25% above the calculated load. This headroom absorbs motor starting (inrush) currents, harmonic loading, and modest future load growth without running the transformer at its thermal limit continuously.
What is the difference between the single-phase and three-phase current formulas?
For single-phase service, full-load current is I = (kVA × 1000) ÷ V. For three-phase service, the load is split across three lines, so I = (kVA × 1000) ÷ (√3 × V), where √3 ≈ 1.732 and V is the line-to-line voltage.