The turns ratio of the step-down transformer with dual voltage secondary as shown in figure "B" of the illustration is two to one (total). If 440 volts were applied to terminals 'H1' and 'H2', what would be measured across 'X1-X3' and 'X2-X4' assuming that the secondary windings are connected in parallel? Illustration EL-0082
• Transformer turns ratio and how primary voltage relates to secondary voltage (Vp/Vs = Np/Ns). • How series vs parallel connections affect voltage and current for equal secondary windings. • For a dual secondary where the turns ratio is 2:1 total, what the voltage is across each individual secondary winding when they are in series.
• If the total turns ratio is 2:1 from primary to the series-connected secondaries, what secondary voltage do you get from 440 volts on the primary? • Once you know the total series secondary voltage, what must the voltage be across each identical secondary winding? • When those two identical secondaries are instead connected in parallel, does the voltage across each parallel pair (X1-X3 and X2-X4) increase, decrease, or stay the same compared to a single winding? Why?
• Confirm that the 2:1 turns ratio applies to the entire secondary when in series, not to each half individually. • Be sure you’ve identified from the figure that in parallel connection, X1 is tied to X3 and X2 is tied to X4, forming two output terminals (X1-X3 as one side, X2-X4 as the other). • Verify that in a parallel connection of identical windings, voltage stays the same as a single winding, while available current (kVA) changes. Use this to choose the closest option.
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