Electrical power distribution networks are subject to experiencing short circuits, which are often referred to as faults.

A fault current, also known as short circuit current, is the current that flows through a transformer whenever there is a defect on the load side of the transformer.

This fault currents, which are substantially larger than the rated current, are a condition that transformers have been constructed to be able to tolerate.

It is important to keep considering that the impedance of the transformer serves as one of the limiting factors forÂ short circuit current that the transformer experiences at the secondary coil.

The ratio of fault current to rated current is decreased by a transformer that has a larger impedance, measured in percent Z. To explain it a different way, a Transformer that has a greater %Z restricts the flow of fault current more effectively.

**Formula**

The formula described below is used to determine the short circuit current of the transformer in HV and LV side.

**Step 1**

Obtain the following information

- KVA rating of the transformer
- Secondary Voltage
- % Impedance (from the transformer’s name plate, assume 5%)

**Step 2**

Determine the Full Load Current

I_{P}= KVA X 1000/ 1.732 X V_{P}

I_{S}= I_{P} X (V_{P}/V_{S})

V_{IMPEDENCE }= (% of Impedance/100) x V_{p}

**Step 3**

Determine the short circuit current.

Transformer Short Circuit Current in HV Side

I_{SC} (HV Side)Â = I_{P} /I_{S}x V_{(L-L)}

Transformer Short Circuit Current in LV SideÂ

I_{SC} (LV Side)= (V_{P}/V_{S}) x I_{SC} (HV Side) .

Therefore, this is the current generated by the short circuit. Users may use this information to determine the rating of the circuit breaker.