- 13.1: Consider the two inductances depicted in Fig. 13.35. Set L1 = 10 mH...
- 13.2: With respect to Fig. 13.36, assume L1 = 400 mH, L2 = 230 mH, and M ...
- 13.3: In Fig. 13.37, set L1 = 1 H, L2 = 2 H, and M = 150 nH. Obtain a ste...
- 13.4: For the configuration of Fig. 13.38, L1 = 0.5L2 = 1 mH and M = 0.85...
- 13.5: The physical construction of three pairs of coupled coils is shown ...
- 13.6: In the circuit of Fig. 13.40, i1 = 5 sin (100t 80) mA, L1 = 1 H, an...
- 13.7: In the circuit represented in Fig. 13.40, determine i1 if v2(t) = 4...
- 13.9: Calculate v1 and v2 if i1 = 3 cos (2000t + 13) mA and i2 = 5 sin 40...
- 13.10: For the circuit of Fig. 13.41, calculate I1, I2, V2V1, and I2I1.
- 13.11: For the circuit of Fig. 13.42, plot the magnitude of V2V1 as a func...
- 13.12: For the circuit of Fig. 13.43, (a) draw the phasor representation; ...
- 13.13: In the circuit of Fig. 13.43, M is reduced by an order of magnitude...
- 13.14: In the circuit shown in Fig. 13.44, find the average power absorbed...
- 13.16: Consider the circuit of Fig. 13.46. The two sources are is1 = 2 cos...
- 13.17: For the circuit of Fig. 13.46, M1 = 1 H, M2 = 1.5 H, and M3 = 2 H. ...
- 13.19: Determine an expression for iC(t) valid for t > 0 in the circuit of...
- 13.20: For the coupled inductor network of Fig. 13.49a, set L1 = 20 mH, L2...
- 13.22: Find V1(j) and V2(j) in terms of I1(j) and I2(j) for each circuit o...
- 13.23: (a) Find Zin(j) for the network of Fig. 13.52. (b) Plot Zin over th...
- 13.24: For the coupled coils of Fig. 13.53, L1 = L2 = 10 H, and M is equal...
- 13.25: With regard to the coupled inductors shown in Fig. 13.53, L1 = 10 m...
- 13.26: For the circuit of Fig. 13.54, L1 = 2 mH, L2 = 8 mH, and v1 = cos 8...
- 13.27: Connect a load ZL = 5/33 to the right-hand terminals of Fig. 13.53....
- 13.28: Consider the circuit represented in Fig. 13.55. The coupling coeffi...
- 13.29: Compute v1, v2, and the average power delivered to each resistor in...
- 13.30: Assume the following values for the circuit depicted schematically ...
- 13.31: Determine the T equivalent of the linear transformer represented in...
- 13.33: Represent the T network shown in Fig. 13.59 as an equivalent linear...
- 13.34: Assuming zero initial currents, obtain an equivalent network of the...
- 13.35: (a) Draw and label a suitable equivalent network of the linear tran...
- 13.37: For the circuit of Fig. 13.61, determine an expression for (a) ILVs...
- 13.38: (a) For the circuit of Fig. 13.62, if vs = 8 cos 1000t V, calculate...
- 13.39: With respect to the network shown in Fig. 13.63, derive an expressi...
- 13.40: Calculate I2 and V2 for the ideal transformer circuit of Fig. 13.64...
- 13.41: With respect to the ideal transformer circuit depicted in Fig. 13.6...
- 13.42: Calculate the average power delivered to the 400 m and 21 resistors...
- 13.43: With regard to the ideal transformer circuit represented in Fig. 13...
- 13.44: Calculate the average power delivered to each resistor shown in Fig...
- 13.46: Calculate Ix and V2 as labeled in Fig. 13.68.
- 13.47: The ideal transformer of the circuit in Fig. 13.68 is removed, flip...
- 13.48: For the circuit of Fig. 13.69, vs = 117 sin 500t V. Calculate v2 if...
- 13.49: The turns ratio of the ideal transformer in Fig. 13.69 is changed f...
- 13.50: For the circuit of Fig. 13.70, R1 = 1 , R2 = 4 , and RL = 1 . Selec...
- 13.51: Calculate vx for the circuit of Fig. 13.70 if a = 0.01b = 1, R1 = 3...
- 13.52: (a) Referring to the ideal transformer circuit in Fig. 13.70, deter...
- 13.53: Determine the Thvenin equivalent of the network in Fig. 13.71 as se...
- 13.54: Calculate V2 and the average power delivered to the 8 resistor of F...
- 13.55: (a) For the circuit of Fig. 13.72, take c = 2.5 mS and select value...
- 13.56: A transformer whose nameplate reads operates with primary and secon...
- 13.57: A friend brings a vintage stereo system back from a recent trip to ...
- 13.58: A friend brings a vintage stereo system back from a recent trip to ...
- 13.59: Obtain an expression for V2Vs in the circuit of Fig. 13.73 if (a) L...

# Solutions for Chapter 13: MAGNETICALLY COUPLED CIRCUITS

## Full solutions for Engineering Circuit Analysis | 8th Edition

ISBN: 9780073529578

Solutions for Chapter 13: MAGNETICALLY COUPLED CIRCUITS

Get Full SolutionsEngineering Circuit Analysis was written by and is associated to the ISBN: 9780073529578. This expansive textbook survival guide covers the following chapters and their solutions. Chapter 13: MAGNETICALLY COUPLED CIRCUITS includes 52 full step-by-step solutions. This textbook survival guide was created for the textbook: Engineering Circuit Analysis, edition: 8. Since 52 problems in chapter 13: MAGNETICALLY COUPLED CIRCUITS have been answered, more than 27885 students have viewed full step-by-step solutions from this chapter.