Calculator #002IEC 60909-0IEC 60909-1MV 1 kV to 33 kVSequence networks
Short-Circuit Current Calculator — MV, 1 kV to 33 kV (IEC 60909)
Positive / negative / zero sequence calculation of I″k3, I″k2,
I″k1, peak ip and κ at every busbar of a user-defined network.
Multiple parallel sources per circuit (infinite bus, transformer, manual Z, or known I″k);
segments of type cable / OHL / transformer with parallel conductors;
earthing model selector (TN / TT / IT / resistance / reactance / isolated); maximum and minimum regimes
computed independently. All computation runs in your browser — no data leaves the page.
Working below 1 kV? The companion tool
#012 Short-Circuit — LV up to 1 kV carries the rules
IEC 60909-0 reserves for low-voltage systems: the peak current by the equivalent-frequency
method c), minimum currents with the conductor at θe, motor groups and
busbar trunking as elements, and validation against the worked 400 V example of
IEC TR 60909-4 clause 3. This calculator still accepts low-voltage inputs, but the
low-voltage tool is the one written for them.
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Project settings (applied to all circuits)
IEC 60909 voltage factor c: LV (U ≤ 1 kV) cmax = 1.05, cmin = 0.95.
MV/HV: cmax = 1.10, cmin = 1.00. I″k_max uses R at 20 °C,
I″k_min uses R at the conductor operating temperature set above.
Z2 = Z1 (static network, far from generator).
PRO — unlimited project size
The free tier carries the whole calculation — every standard, every check and the
full .docx report — for up to 3 circuits in one project.
PRO removes that limit so a complete installation fits into a single file.
An admin invitation unlocks it for your account.
Glossary & abbreviations
Input data and network schema are intentionally compatible with Calculator #001
(voltage drop): identical field names for U, freq,
system, region, segments/elements[].L,
.series, .S, .R_km, .X_km,
.material, .n_parallel, .theta_ref_R.
Future calculators in the series will follow the same contract so a project
can be started in one tool and continued in another.
Built-in validation tests
#
Case
Quantity
Expected
Computed
Status
Reference values computed by hand from IEC 60909-0 formulae; I″k1 test uses
the three-sequence-network approach (|Z1 + Z2 + Z0|) and compares to the canonical
limit cases (Z0 = Z1 → I″k1 = I″k3; Z0 = 3 Z1 → I″k1 = 0.6 I″k3).