How it works
Estimate transformer full-load current and secondary short-circuit current from kVA and impedance percentage.
Ifl,3φ = S/(√3·V); Ifl,1φ = S/V; Ik ≈ Ifl·100/Z%.
Estimate transformer full-load current and secondary short-circuit current from kVA and impedance percentage.
Updated September 2026
Estimate transformer full-load current and secondary short-circuit current from kVA and impedance percentage.
Use verified material data and project geometry. Treat results as planning estimates and compare them with the energy/thermal requirements that apply to the project.
Estimate transformer full-load current and secondary short-circuit current from kVA and impedance percentage.
Example inputs: System: Three phase; Transformer rating [kVA]: 630; Secondary voltage [V]: 400; Transformer impedance Z [%]: 6.
Using the sample values built into the calculator, the calculation gives approximately: Transformer full-load current: 909.3 A; Approx. secondary fault current: 15 155 A.
Calculation method: Ifl,3φ = S/(√3·V); Ifl,1φ = S/V; Ik ≈ Ifl·100/Z%.
Before using the result: This is a transformer-limited approximation; source, cable and motor impedances can materially change fault current.
Estimate transformer full-load current and secondary short-circuit current from kVA and impedance percentage.
Key inputs to verify include: System, Transformer rating [kVA], Secondary voltage [V], Transformer impedance Z [%].
Use the result as a transparent planning or checking aid. Final design, code compliance, supplier selection and project-specific decisions still need to be verified where applicable. This is a transformer-limited approximation; source, cable and motor impedances can materially change fault current.
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