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Transformer Impedance and Fault Contribution Guide

How transformer impedance limits fault current: reading nameplate percent impedance, tolerance, X/R ratio, vector group and earthing effects, plus a quick check of secondary fault level.

In short. A transformer’s percentage impedance sets the maximum current it can pass into a short circuit on its secondary. The lower the impedance, the higher the fault current. Impedance tolerance, X/R ratio, vector group and earthing all affect the numbers used in a study.

Reading the nameplate

Estimating secondary fault current

Assuming a strong source, the secondary fault current is approximately the rated secondary current divided by the per-unit impedance.

Ifault ≈ Irated ÷ (%Z ÷ 100)

For example, a transformer with 5 percent impedance limits the fault to about twenty times rated current. Adding the source impedance lowers it a little.

%ZApprox. multiple of rated current
425
520
616.7
812.5

Tolerance and its effect

Impedance has a manufacturing tolerance. For the maximum fault calculation use the lower end, for the minimum use the upper end, as the study standard prescribes. Ignoring tolerance can underestimate the maximum fault level.

X/R ratio

Larger transformers have higher X/R, which raises the DC offset and peak current. Use the transformer’s data or typical values from the standard.

Vector group and zero sequence

Delta-star transformers with earthed star isolate zero-sequence currents from the primary side. This matters for earth-fault levels and protection design. Delta windings block zero-sequence flow, which affects how earth faults on the secondary appear on the primary. See transformer protection.

Parallel transformers

Two transformers in parallel give a higher fault level than one. Check breaker ratings for the paralleled case and unequal impedances, which cause unequal load sharing.

Generator-fed transformers

When a generator feeds the transformer, the fault current is limited by the generator’s reactance and the transformer, and is lower than from the utility. Run both cases. See generator contribution.

Illustrative example

A 1,600 kVA, 6 percent transformer at 415 V has rated secondary current of about 2,226 A, so the approximate secondary fault current with a strong source is about 37 kA. A fast check like this tells a reviewer whether a software result of, say, 60 kA is suspect.

Transformer impedance as the limit on fault current

Percent impedance Z% is the voltage that must be applied to the primary to circulate rated current with the secondary shorted, expressed as a percentage of rated voltage. Low impedance gives better voltage regulation and higher fault current.

Secondary fault current ≈ rated current ÷ (Z% ÷ 100), for an infinite source

Typical impedance by rating (indicative, confirm nameplate)

kVATypical Z%Fault multiple of rated current
100 to 6304 to 520 to 25
800 to 2,5005 to 6.2516 to 20
Above 2,5006 to 812 to 16

Other transformer data that matters

Parallel transformers

Paralleling two units doubles fault contribution. Check that switchgear is rated for the parallel condition even if normal operation is split.

Impact on generator systems

A step-up or step-down transformer between the generator and the load changes the fault level seen by each side. It also affects the load a generator can start, because of the series impedance. See generator contribution.

Common mistakes

What to send us

Send transformer nameplate photographs. Send your application details. See also transformer sizing.

Questions engineers ask

Why does a higher %Z reduce the fault current?

More of the voltage drops across the transformer itself, limiting the current.

Is the quick formula exact?

No. It assumes a strong source and ignores cables. Use it as a check.

How does the vector group matter?

It affects phase shift and earth-fault behaviour, important for protection.

Should I use nameplate or test values?

Test reports are better if available. Otherwise use nameplate with tolerance.

Values are illustrative. Use actual data for studies.

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