Question

9.3.10 Form an equivalent circuit for the transformer and primary in the network shown in Fig. P9.3.10, and use this circuit to find the current I2. 6Ω -j2 Ω j4 Ω 1:2 I1 I2 + 12/0° v + Vi V2 2Ω 24/0° V 3 Ω Ideal FIGURE P9.3.10

Name: 9310 form an equivalent circuit for the transformer and primary in the network shown in fig p9310 and use this circuit to find the current i2 6 j2 j4 12 i1 i2 120 v vi v2 2 240 v 3 ideal fig 65848
Uploaded: 2023-06-14T09:07:28-08:00
Duration: 2 min 27 s
Channel: Supreeta N
Description: 9310 form an equivalent circuit for the transformer and primary in the network shown in fig p9310 and use this circuit to find the current i2 6 j2 j4 12 i1 i2 120 v vi v2 2 240 v 3 ideal fig 65848

          9.3.10 Form an equivalent circuit for the transformer and primary in the network shown in Fig. P9.3.10, and use this circuit to
find the current I2.
6Ω
-j2 Ω
j4 Ω
1:2
I1
I2
+
12/0° v
+
Vi
V2
2Ω
24/0° V
3 Ω
Ideal
FIGURE P9.3.10

9310 form an equivalent circuit for the transformer and primary in the network shown in fig p9310 and use this circuit to find the current i2 6 j2 j4 12 i1 i2 120 v vi v2 2 240 v 3 ideal fig 65848

Added by Cynthia F.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Supreeta N

06/14/2023

Step 1

The turns ratio is 1:2, so $a = \frac{N_1}{N_2} = \frac{1}{2}$. The impedance on the secondary side is $Z_2 = 2 + j4$. The reflected impedance on the primary side is $Z_1 = \frac{Z_2}{a^2} = \frac{2 + j4}{(1/2)^2} = 4(2 + j4) = 8 + j16$. Show more…

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9.3.10 Form an equivalent circuit for the transformer and primary in the network shown in Fig. P9.3.10, and use this circuit to find the current I2. 6Ω -j2 Ω j4 Ω 1:2 I1 I2 + 12/0° v + Vi V2 2Ω 24/0° V 3 Ω Ideal FIGURE P9.3.10