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Transformer Sizing & Full-Load Current Calculator

Primary and secondary full-load current from transformer kVA rating, plus the nearest standard size.

About this calculator

A transformer's full-load current on either side follows directly from its kVA rating and that side's voltage: I_FL = S / (√3 · V) for three-phase, or S / V for single-phase. This calculator computes both primary and secondary full-load current from a single kVA rating, and — since transformers are manufactured in a limited set of standard sizes — checks your entered rating against the standard three-phase or single-phase distribution transformer size list and suggests the next size at or above it.

Use it to size overcurrent protection and conductor ampacity on both sides of a new transformer, to check a nameplate FLA figure, or to see how much headroom a standard size gives you over a calculated load. Full-load current is also the base value most transformer protection settings (like 125–250% of FLA for primary fuses) are built from.

This calculator computes rated full-load current only — it doesn't account for inrush current (which can reach 8–12× FLA for a fraction of a second at energization and must be considered when selecting fuse or breaker time-current characteristics), or for any derating from ambient temperature, altitude, or non-standard duty cycle. Confirm the final kVA selection against the actual connected load with diversity and future growth factored in, not just the calculated full-load current alone.

Assumptions

  • Self-cooled (ONAN / dry-type AA) nameplate rating; forced-air or other cooling stages would raise the FLA basis.
  • Balanced loading on both sides.
  • Standard-size list reflects common IEEE/ANSI distribution transformer ratings — verify against the manufacturer's actual offered sizes.

When to use this calculator

Appropriate for

  • Estimating full-load primary and secondary current and selecting a standard kVA rating for a balanced three-phase or single-phase load
  • Early transformer sizing before a manufacturer quote or a detailed load study
  • Checking whether an existing transformer has headroom for a known steady load

Not suitable for

  • Loads with significant harmonics or high crest factor, which need K-factor or derating consideration beyond nameplate kVA
  • Inrush, through-fault, or thermal-aging studies for a specific unit and duty cycle
  • Final transformer specification, impedance selection, or protection coordination without a full study

What this calculator does not cover

  • Continuous thermal rating only — no allowance for motor starting, inrush, harmonic (K-factor) loading, or planned overload cycles per IEEE C57.91.
  • The standard-size list is representative; available ratings vary by voltage class and manufacturer.
  • Full-load current and size only — impedance, voltage regulation, and efficiency are not evaluated here.
  • As with every calculator on this site: results are preliminary and educational, are not verified for any specific installation, and must be reviewed against the applicable code edition and stamped by a licensed Professional Engineer before real-world use.

Frequently asked questions

How is transformer full-load current calculated?

I_FL = kVA × 1000 / (√3 × V) for a three-phase transformer, or kVA × 1000 / V for single-phase, evaluated separately at the primary and secondary voltage.

Why round up to a standard kVA size?

Transformers are manufactured in a limited set of standard ratings. Specifying a non-standard size usually means paying for a custom unit with a longer lead time — rounding up to the next standard size is almost always the practical choice.

Does full-load current account for inrush current?

No. Inrush current at energization can reach 8–12 times full-load current for a few cycles and must be considered separately when selecting primary fuse or breaker time-current characteristics.

References

  • IEEE Std C57.12.00 — General Requirements for Liquid-Immersed Distribution, Power, and Regulating Transformers
  • NEC Table 450.3 — Overcurrent Protection for Transformers

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