How this calculation works

Three-phase
I = kVA × 1000 ÷ (√3 × V)
Single-phase
I = kVA × 1000 ÷ V
Turns ratio
n = Vprimary ÷ Vsecondary

Worth memorizing: a 75 kVA transformer stepping 480 down to 208 three-phase draws about 90 amps on the primary and delivers about 208 amps on the secondary. The 480 to 208 ratio is roughly 2.3 to 1, and the currents flip by the same factor.

Protection is where it gets complicated

Table 450.3(B) is a matrix, not a single rule. Which percentage applies depends on whether the transformer has secondary protection, and whether the primary current is above or below 9 amperes.

  • Primary only, 9 amps or more: 125% of rated primary current, with a round-up to the next standard size permitted.
  • Primary only, 2 to 9 amps: 167%.
  • Primary only, under 2 amps: 300%.
  • Primary and secondary protection: the primary can go to 250% when the secondary is protected at 125% or less.

The calculator shows the 125% figures because that is the common case. Check the table row that actually matches your installation before you order gear.

Secondary conductors and the tap rules

240.21(C) governs conductors on the secondary side, and it is unforgiving. Transformer secondary conductors are not protected by the primary overcurrent device in the way people assume — the turns ratio means a fault on the secondary may not draw enough primary current to trip. The 10-foot and 25-foot tap rules exist to bound that risk. Read them before running an unprotected secondary any distance.

Separately derived systems

A transformer with no direct electrical connection between primary and secondary creates a separately derived system, and 250.30 applies: a system bonding jumper, a grounding electrode conductor to a qualifying electrode, and the neutral bonded at one point only. Bonding it in two places creates parallel neutral paths through the building steel, and those are miserable to find later.