(a) In a 3-phase balanced system shown in Figure 3(a), two wattmeters are used to measure the power across the delta-connected loads supplied with 15A line current. Let the impedance for each phase, Z1 = Z2 = Z3 = jg N, where g = 21 Note that j is the imaginary part of the impedances Z, Z2 and Z3. (i) Determine the phase current and line voltage. (ii) Compute the readings of wattmeters, W1 and W2. W1 IA Z3 = Z1= Z2 = jg 2 Z1 VBA IB VCB Ic W2 Figure O3(a)

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(a) In a 3-phase balanced system shown in Figure 3(a), two wattmeters are used to
measure the power across the delta-connected loads supplied with 15A line
current. Let the impedance for each phase, Z1 = Z2 = Z3 = jg N, where g = 21
Note that j is the imaginary part of the impedances Z1, Z2 and Z3.
(i) Determine the phase current and line voltage.
(ii) Compute the readings of wattmeters, W1 and W.
W1
IA
Z3 = Zı = Z2 = jg 2
Z1
VBA
IB
Z2
VCB
Ic
W2
Figure Q3(a)
Transcribed Image Text:(a) In a 3-phase balanced system shown in Figure 3(a), two wattmeters are used to measure the power across the delta-connected loads supplied with 15A line current. Let the impedance for each phase, Z1 = Z2 = Z3 = jg N, where g = 21 Note that j is the imaginary part of the impedances Z1, Z2 and Z3. (i) Determine the phase current and line voltage. (ii) Compute the readings of wattmeters, W1 and W. W1 IA Z3 = Zı = Z2 = jg 2 Z1 VBA IB Z2 VCB Ic W2 Figure Q3(a)
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