Published by Mirus International Inc., [2010-01-08] MIRUS-FAQ001-B2, FAQ’s Harmonic Mitigating Transformers, 31 Sun Pac Blvd., Brampton, Ontario, Canada. L6S 5P6.
Zero sequence currents, in simple terms, are those found in the neutral conductor. They include the unbalanced 60 Hz currents and the 3rd, 9th, 15th and other triplen harmonic currents. Zero sequence currents appear in the neutral because they do not cancel in the way that 60Hz currents cancel. This is due to the fact that the zero sequence component on one phase is always in phase with the zero sequence components of the other 2 phases. 60 Hz current on one phase, on the other hand, is always 120° out of phase with the other phases 60 Hz current which causes their balanced portions to cancel in the neutral. The windings of a zero sequence filter (ZSF) are connected in a manner that exploits the fact that zero sequence currents are always in phase.
Figure 11-1 shows the windings of a simple ZSF. Here the coils on each phase are split between two core legs and wound in opposite polarity. Since the zero sequence current vectors (A0, B0 and C0) are always in phase, the flux produced on one coil in each leg will cancel with the flux produced in the second coil on the same leg. Since the zero sequence flux is cancelled, the impedance to the flow of zero sequence currents will be extremely low. When connected in parallel at a power panel or busduct on the power distribution system, the low zero sequence impedance of the ZSF will attract the zero sequence harmonic currents and provide an alternate path back to the loads. This off-loads the neutral conductor and upstream transformer of these currents (see Figure 11-2).
Harmonics and Harmonic Mitigating Transformers (HMT’s) Questions and Answers
This document has been written to provide answers to the more frequently asked questions we have received regarding harmonics and the Harmonic Mitigating Transformer technology used to address them. This information will be of interest to both those experienced in harmonic mitigation techniques and those new to the problem of harmonics. For additional information visit our Website at www.mirusinternational.com.