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High leg delta - Wikipedia, the free encyclopedia

High leg delta

From Wikipedia, the free encyclopedia

A high leg delta (also known as wild-leg or red-leg delta) is a type of transformer winding connection sometimes found in older electrical installations. A transformer wound in this fashion will have four wires coming out of the secondary: the three phases, plus a neutral that is used to center-tap one of the windings. The voltages between the three phases are the same in magnitude, however the voltage magnitudes between a particular phase and the neutral vary. The phase-to-neutral voltage of two of the phases will be half of the phase-to-phase voltage. The remaining phase-to-neutral voltage will be √3 times half the phase-to-phase voltage. Typically, the transformer is designed such that the 'B' phase is the 'high' leg. According to Article 110.15 of the 2005 National Electrical Code, panelboards connected to this type of transformer must explicitly identify the high leg, preferably by coloring it orange.

[edit] Example

Consider the low voltage side of a 480/240 V high leg delta connected transformer, where the 'B' phase is the 'high' leg. The line to line voltages are all the same:

Vab = Vbc = Vac = 240V

Because the winding between the 'A' and 'C' phases is center-tapped, the line-to-neutral voltages for these phases are as follows:

Van = Vcn = 120V

But the phase-neutral voltage for the 'B' phase is different:

V_{bn} = 120\sqrt{3}\ V \approx 208\ V

This can be proven by writing a KVL equation starting from the grounded neutral:

0 + 120 \angle 0^\circ + 240 \angle 120^\circ = 120\sqrt{3} \angle 90^\circ

Note: Writing the KVL equation going the other way, the same magnitude is found, though the phase angle will of course be different.

[edit] References

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