# I- Purely Inductive Load1. Sketch a three-phase 100VAC RMS phase-voltage, Wye (Y) Connected power supply with aWye (Y) Connected load with purely inductive j3002 per phase.2. Assume the phase-voltage of phase-A at the source side has an angle of zero. Calculate bothmagnitudes and phase-angles for phase voltage, line voltage, phase current, and line currentat the load side. Also, compute load real power, apparent Power, and power factor.Ve V VLine_V l A ILine.V.A. P.F.(lagging or leading)

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1 views help_outlineImage TranscriptioncloseI- Purely Inductive Load 1. Sketch a three-phase 100VAC RMS phase-voltage, Wye (Y) Connected power supply with a Wye (Y) Connected load with purely inductive j3002 per phase. 2. Assume the phase-voltage of phase-A at the source side has an angle of zero. Calculate both magnitudes and phase-angles for phase voltage, line voltage, phase current, and line current at the load side. Also, compute load real power, apparent Power, and power factor. Ve V VLine_V l A ILine. V.A. P.F. (lagging or leading) fullscreen
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In the given problem the supply is star connected and the load is also star connected. The R.M.S value of the supply voltage is given also the load is inductive in nature. The approach,  to solve this problem will be to first draw the sketch of the supply end after that we will draw the load end sketch. After that, both will be combined together.

Supply end

Three-phase Y at the supply end. The phase difference among each phase will be 120degrees and the value of the R.M.S voltage is given.

The phase voltages are as follows:  The loads are purely inductive therefore the voltage will have the leading phase of 90 degrees as compared to current in the star-connected load winding.  ...

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