Electrical faults are never welcome, but understanding how they behave is essential for designing safe, reliable systems. One of the most common questions in protection engineering is why phase-to-phase faults typically produce higher fault currents than phase-to-earth faults.
The answer comes down to two simple but powerful ideas: voltage and impedance.
In a standard 400/230 V three-phase system:
That alone gives the phase-to-phase fault a 73% higher voltage:
400 / 230 ≈ 1.73
More voltage means more current.
A phase-to-phase fault is almost a direct short between two live conductors. The current path is simply:
A phase-to-earth fault must travel through a much more resistive route:
Earth paths always introduce additional impedance, which reduces the fault current.
Let’s use simple, realistic values to illustrate the difference.
Assume:
ZL–L = 0.02 + 0.02 = 0.04 Ω
IL–L = 400 / 0.04 = 10,000 A
ZL–E = 0.02 + 0.20 = 0.22 Ω
IL–E = 230 / 0.22 ≈ 1,045 A
The phase-to-phase fault current is roughly ten times larger.
In some specialised systems—particularly near generators with delta–wye transformers—the zero-sequence impedance can be unusually low. In those cases, a phase-to-earth fault may exceed the phase-to-phase fault current.
But in typical distribution networks, phase-to-phase faults are almost always higher.
Phase-to-phase fault currents are greater because:
The result is a consistently higher current for phase-to-phase faults—critical knowledge for protection settings, breaker selection, and safety compliance.