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Transformer Sizing & Load Reality · W2

Transformer Load Calculation: kW, kVA, Power Factor, Connected Load, Demand and Diversity

Direct answer: The purpose of transformer load calculation is to build an auditable demand model, not to add all equipment nameplates and immediately select a transformer. For conventional AC loads, kVA ≈ kW/PF is a useful first-pass relationship. Single-phase current can be estimated from I = S/V and balanced three-phase line current from I = S/(√3·VLL), using consistent units. Final sizing must still address realistic simultaneous demand, motor starting, nonlinear loads, future expansion and site conditions. No single demand factor or diversity factor is appropriate for every project.
Mathematical graph showing how apparent power in kVA changes with power factor for an illustrative 210 kW load.
Power factor changes apparent kVA; the graph is an illustrative mathematical relationship, not a complete sizing decision.

For an illustrative 210 kW load, lower power factor increases apparent power. This is a first-pass relationship, not a complete transformer sizing decision.

kW and kVA are not interchangeable

Single-phase and three-phase current relationships

Connected load is not the same as operating demand

Demand and diversity factors must be defined before use

A procurement-ready load table should include

Why one fixed margin is weak engineering

Illustrative screening example

FAQ

Should I add all equipment nameplates to size the transformer?

That produces connected load, not necessarily the operating demand used for final sizing.

Does 210 kW at PF 0.80 mean I should buy a 300 kVA transformer?

262.5 kVA is the first-pass apparent-power result. The final rating depends on dynamic duty, expansion, load profile, environment and the responsible project design.

Is there a universal demand factor?

No. Use the project methodology, local requirements, measured data or a documented engineering assumption.

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