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Transformer Sizing Calculator

Estimate the kVA rating for a transformer from connected load, demand factor, power factor and future expansion, with primary and secondary current for preliminary sizing.

Load
Voltages
Required Size
kVA required
standard size
Notes

About Transformer Sizing Calculator

Choosing a transformer is choosing capacity you cannot easily change later — too small and it overheats under load, too large and you pay for idle copper. The honest number starts from real demand, not nameplate totals.

Transformer Sizing Calculator converts connected load through the demand factor and power factor to a required kVA, adds a growth allowance and starting margin, then returns the next standard size with primary and secondary currents.

It is a preliminary sizing aid. Final selection follows the supply authority and manufacturer requirements.

Features

  • Connected load in: Enter total kW of load to serve.
  • Demand factor: Adjust for loads that do not run together.
  • Power factor: Convert real load into kVA honestly.
  • Growth allowance: Reserve room for future load.
  • Starting margin: Optional motor-start headroom.
  • Primary and secondary current: For both windings at chosen voltages.
  • Next standard size: The recommended rating out of common frames.
  • Export: Copy or download the sizing as text, CSV or JSON.

How to Use

  1. Enter the connected load in kW.
  2. Set the demand factor for simultaneous use.
  3. Enter the power factor of the load mix.
  4. Set the growth allowance in percent.
  5. Enter primary and secondary voltages (or accept defaults).
  6. Read the required kVA, the next standard size and both currents.
  7. Export the sizing if needed.

Examples

Example 1 — General panel. 80 kW connected at 0.6 demand and 0.85 pf with 15% growth: about 65 kVA, next size 75 kVA.

Example 2 — Motor load. 150 kW of pumps at 0.7 demand, 0.85 pf with motor-start margin: near 124 kVA, size 150 kVA.

Example 3 — Currents. A 150 kVA three-phase 11 kV / 433 V unit draws 7.9 A primary and 200 A secondary at full load.

Example 4 — Small commercial. 30 kW office at 0.8 demand, 0.9 pf, 10% growth: about 29 kVA, next size 50 kVA.

Benefits

  • Right capacity: Demand and pf prevent both over and under sizing.
  • Growth built in: Future load factored before you buy.
  • Both sides shown: Primary and secondary current for the feed and consumer gear.
  • Standard sizes: Straight to the size you can order.
  • Free and private: No uploads, no accounts, no logging.

Frequently Asked Questions

How do I size a transformer?
Convert the connected load to demand using a demand factor, divide by the power factor for kVA, then add a growth allowance. The kVA rating must cover the resulting figure — usually rounded up to the next standard size.
What is the demand factor?
The expected ratio of actual simultaneous load to connected load, typically 0.5-0.8 for general panels. It stops the transformer being oversized for loads that rarely run together.
How do I compute primary and secondary current?
For three-phase: I = kVA x 1000 / (sqrt(3) x V). For single-phase: I = kVA x 1000 / V. The calculator applies this to both windings once the kVA is chosen.
Should I account for motor starting?
Yes for motor-heavy loads. The transformer must hold the voltage dip during large starts; a common planning allowance is to check the largest starting kVA against the transformer impedance. The calculator adds a starting-current margin option.
What is the standard kVA range?
Common ratings step in increments: 25, 50, 75, 100, 150, 225, 300, 500, 750, 1000, 1500, 2000 kVA. The calculator lists the next standard size at or above your requirement.
Does power factor change the kVA?
Yes. The load is real kW; the transformer carries kVA = kW / pf. A 100 kW load at 0.8 pf needs 125 kVA of transformer capacity.
Is my data stored?
No. Everything runs in your browser; nothing is uploaded, saved or logged.