Formally, calculating short short currents is a complex task because of the many variables involved. For this reason, many engineers use computer programs to calculate the currents. However, you can use a simplified method to approximate the short circuit currents for high voltage 3-phase power distribution systems. Power distribution systems are driven by 3-phase transformers and you can use the data on the nameplates of the transformers to calculate short circuit currents.

Locate the nameplates on a transformer associated with a power distribution system. Find the kilovolt-amperes rating, or "KVA," the secondary voltage, or "Vsecondary," and percentage impedance, or "Zpercent." As an example, assume the KVA is 1200 KVA, Vsecondary is 480 volts and Zpercent is 7.25 percent.

Calculate the transformer secondary load current using the formula: SLC = KVA/(Vsecondary/1000) x 1.73. Continuing with our example:

SLC= 1200/(480/1000) x 1.73 = 1200/0.48 x 1.73 = 2500 x 1.73 = 4325 amps

Calculate the transformer secondary short circuit current using the formula: SSC = (SLC x 100)/Zpercent. Continuing with our example:

SSC = (4325 amps x 100)/7.25 = 59,655 amps.

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About the Author

Dwight Chestnut has been a freelance business researcher and article writer for over 18 years. He has published several business articles online and written several business ebooks. Chestnut holds a bachelor's degree in electrical engineering from the University of Mississippi (1980) and a Master of Business Administration from University of Phoenix (2004).

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