Short-circuit current equation
The available transformer secondary fault current is estimated from transformer full-load current and total per-unit source impedance.
where:
- IFL
- Transformer full-load current[A]
- S
- Transformer rating[kVA]
- V
- Secondary voltage[V]
- Zsource,pu
- Optional upstream utility impedance on the transformer base
- MVAutility
- Available upstream utility fault contribution[MVA]
- Ztransformer,pu
- Transformer impedance converted from percent impedance
- Isc
- Estimated available short-circuit current[A]
- Isc,kA
- Estimated available short-circuit current[kA]
This is a first-pass estimate at the transformer secondary. A final study should include cable impedance, motors, X/R ratio, utility data, and the applicable IEC or IEEE method.
Assumptions
- Transformer-secondary estimate only
- Cable impedance and motor contribution are not included
- Utility MVA is optional and treated as upstream source impedance
Important Warnings
- Final interrupting capacity must be based on a complete short-circuit study including upstream utility data, feeder impedance, motors, X/R ratio, and the applicable IEC or IEEE method.
- Always select protective devices with interrupting rating above the available fault current at the installation point.
FAQ
Why does lower transformer impedance increase fault current?
Short-circuit current is inversely proportional to source impedance. A lower %Z transformer can deliver more fault current.
Can this choose a breaker model?
No. It gives a first-pass kA level. Final breaker selection also needs voltage, poles, trip unit, coordination, standard, and enclosure conditions.