Short Circuit Current Results
Transformer Data
Full Load Current: 0 A
Transformer Impedance: 0%
Short Circuit Current
Available SCC: 0 A
Asymmetrical SCC (with X/R): 0 A
Compliance Check
Enter parameters and click Calculate to check compliance with standards.
Calculation Details
Calculation details will appear here after performing calculations.
Short Circuit Current Decay
This graph shows the theoretical decay of short circuit current over time, considering the system X/R ratio.
Short Circuit Analysis Guide
Short circuit current (SCC) is the current that flows through an electrical circuit during a fault condition when the impedance is drastically reduced. It's crucial for:
- Selecting properly rated protective devices (circuit breakers, fuses)
- Ensuring equipment can withstand fault conditions
- Maintaining system safety and reliability
The magnitude of short circuit current depends on:
- System voltage
- Transformer characteristics (kVA rating, % impedance)
- Conductor impedance between source and fault
- System X/R ratio (affects asymmetry)
Transformer impedance (%Z) is a key parameter in short circuit calculations:
- It represents the percentage of rated voltage required to produce full-load current when the secondary is short-circuited
- Typical values range from 2% to 10% for power transformers
- Lower %Z means higher available fault current
- The %Z value is usually marked on the transformer nameplate
The basic formula for short circuit current at transformer secondary is:
Isc = Ifl / (%Z / 100)
Where:
- Isc = Short circuit current
- Ifl = Full load current
- %Z = Transformer impedance percentage
The X/R ratio (reactance to resistance ratio) affects the asymmetry of short circuit current:
- Higher X/R ratios result in greater DC offset
- This creates higher peak currents during the first few cycles
- The asymmetrical current can be significantly higher than the symmetrical RMS value
- Equipment must be rated to withstand these peak currents
The asymmetrical current multiplier can be calculated as:
Multiplier = √2 × [1 + e-(2π)/(X/R)]
Where:
- X/R = Reactance to resistance ratio
- e = Base of natural logarithm (~2.71828)
- π = Pi (~3.14159)
Safety Standards Reference
NEC (National Electrical Code)
- Article 110.9 - Equipment must have an interrupting rating sufficient for the available fault current
- Article 110.10 - Circuit protective devices must be coordinated with equipment short-circuit current ratings
- Article 240 - Overcurrent protection requirements
IEC (International Electrotechnical Commission)
- IEC 60909 - Short-circuit currents in three-phase AC systems
- IEC 62271 - High-voltage switchgear and controlgear standards
- IEC 61439 - Low-voltage switchgear and controlgear assemblies
Typical Equipment Ratings
Equipment Type | Typical SCC Rating Range |
---|---|
Residential Circuit Breakers | 10kA - 22kA |
Commercial Circuit Breakers | 18kA - 65kA |
Industrial Circuit Breakers | 42kA - 200kA |
Fuses | 10kA - 300kA |