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EE 223 Chapter 8: Electrical Engineering Problem Solutions, Exams of Microelectronic Circuits

Solutions to various electrical engineering problems from chapter 8 of ee 223 textbook. The problems involve finding voltage and current values using circuit analysis techniques, such as capacitor and inductor behavior, current division rule, and power calculations. The solutions are verified using pspice simulation.

Typology: Exams

Pre 2010

Uploaded on 07/30/2009

koofers-user-y8k
koofers-user-y8k 🇺🇸

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Download EE 223 Chapter 8: Electrical Engineering Problem Solutions and more Exams Microelectronic Circuits in PDF only on Docsity! Examples Chapter #8, EE 223, 2003: 28, 36, 50, 74 Chapter 8, Problem 28. After being closed for a long time, the switch in the circuit of Fig. 8.59 is opened at t = 0. (a) Find vC(t) for t > 0. (b) Calculate values for iA(-100 µs) and iA(100 µs). (c) Verify your solution with PSpice. (a) 610 /(10 50 200) 20000(0) 10V ( ) 10 10 Vt tc cv v t e e − + −= ∴ = = (b) iA(0+) = 10V [1 / (10Ω+40Ω)] 50Ω/250Ω = 40 mA (voltages sources add to zero, total current due to capacitor’s voltage is split due to current division rule) (c) PSpice Verification. 2 10( 100 ) (0 ) 50mA 200 1 50(100 ) 10 5.413mA 10 40 250 A A A i s i i s e µ µ − − − = = =  = = +  Chapter 8, Problem 36. The value of is in the circuit of Fig. 8.67 is 1 mA for t < 0, and zero for t > 0. Find vx(t) for (a) t < 0; (b) t > 0. (a) Capacitor: O.C., iC = 0; inductor: S.C., vL = 0; 0: 1mA (0) 10V, (0) 1mA (0) 10V, 0s c L xt i v i v t< = ∴± = ↓ = − ∴ = < (b) t > 0: vC(t) = 10V e-t/10kΩ×20nF = 10V e-5000t iL(t) = -1mA e-1kΩ×t/0.1H = 1mA e-10000t ⇒ vL(t) = 1kΩ iL = 1V e-10000t vx(t) = vC - vL = 10V e-5000t - e-10000t for t > 0 Chapter 8, Problem 74. In the circuit of Fig. 8.99, one switch is opened at t = 0, while the other switch is simultaneously closed. Sketch the power absorbed by the 1-kΩ resistor over the interval -1 ms ≤ t ≤ 7 ms. At t = 0, the 1-mA source is also turned off. before switching: P1k(t≤0−) = I12 R1 = 0.0012 x 103 = 0.001 W = 1 mW initial voltage: VC(0) = I2 R2 = 7mA 900Ω = 6.3 V power: P1k(t=0+) = VC2|t=0 / R1 = 6.32 x 10-3 = 39.7 mW final voltage: VC(t→∞) = I2 × R1||R2 = 7mA 900||1000Ω = 3.3 V power: P1k(t→∞) = VC2|t→∞ / R1 = 3.32 x 10-3 = 10.9 mW time constant: τ = C × R1||R2 = 3µF 473.68Ω = 1.4 ms - 1 0 1 2 3 4 5 6 7 0 5 1 0 1 5 2 0 2 5 3 0 3 5 4 0 t i m e ( m s ) po w er (m W ) t = τ
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