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As previously mentioned, triplen harmonics are the odd multiples of the third harmonic (h 3, 9, 15, 21, ) They deserve special consideration because the system response is often considerably different for triplens than for the rest of the harmonics Triplens become an important issue for grounded-wye systems with current flowing on the neutral Two typical problems are overloading the neutral and telephone interference One also hears occasionally of devices that misoperate because the line-to-neutral voltage is badly distorted by the triplen harmonic voltage drop in the neutral conductor For the system with perfectly balanced single-phase loads illustrated in Fig 56, an assumption is made that fundamental and third-harmonic components are present Summing the currents at node N, the fundamental current components in the neutral are found to be zero, but the third-harmonic components are 3 times those of the phase currents because they naturally coincide in phase and time Transformer winding connections have a significant impact on the flow of triplen harmonic currents from single-phase nonlinear loads Two cases are shown in Fig 57 In the wye-delta transformer (top), the triplen harmonic currents are shown entering the wye side Since they are in phase, they add in the neutral The delta winding provides ampere-turn balance so that they can flow, but they remain trapped in the delta and do not show up in the line currents on the delta side When the currents are balanced, the triplen harmonic currents behave exactly as zero-sequence currents, which is precisely what they are This type of transformer connection is the most common employed in utility distribution substations with the delta winding connected to the transmission feed Using grounded-wye windings on both sides of the transformer (bottom) allows balanced triplens to flow from the low-voltage system to the high-voltage system unimpeded They will be present in equal proportion on both sides Many loads in the United States are served in this fashion Some important implications of this related to power quality analysis are 1 Transformers, particularly the neutral connections, are susceptible to overheating when serving single-phase loads on the wye side that have high third-harmonic content.



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The method takes two arguments: newChild and refChild The newChild argument is the node to be inserted; refChild is the node before which the new node will be inserted Listing 3-2 illustrates the call necessary to insert a new node F as the first child of node C

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Listing 3-2





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2 Measuring the current on the delta side of a transformer will not show the triplens and, therefore, not give a true idea of the heating the transformer is being subjected to 3 The flow of triplen harmonic currents can be interrupted by the appropriate isolation transformer connection Removing the neutral connection in one or both wye windings blocks the flow of triplen harmonic current There is no place for ampere-turn balance Likewise, a delta winding blocks the flow from the line One should note that three-legged core transformers behave as if they have a phantom delta tertiary winding Therefore, a wye-wye connection with only one neutral point grounded will still be able to conduct the triplen harmonics from that side These rules about triplen harmonic current flow in transformers apply only to balanced loading conditions When the phases are not balanced, currents of normal triplen harmonic frequencies may very well show up where they are not expected The normal mode for triplen harmonics is to be zero sequence During imbalances, triplen harmonics may have positive or negative sequence components, too One notable case of this is a three-phase arc furnace The furnace is nearly always fed by a delta-delta connected transformer to block the flow of the zero sequence currents as shown in Fig 58 Thinking that third harmonics are synonymous with zero sequence, many engineers are surprised to find substantial third-harmonic current present in

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// assume that we already have a node F to insert into the tree nodeCinsertBefore(nodeF, nodeCfirstChild);

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