ELECTRIC CIRCUITS-W/MASTERINGENGINEERING
ELECTRIC CIRCUITS-W/MASTERINGENGINEERING
11th Edition
ISBN: 9780134894300
Author: NILSSON
Publisher: PEARSON
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Chapter 18, Problem 8P
To determine

Calculate the h parameters for the given circuit.

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12.43 For the circuit shown in Fig. P12.43, determine Vout (1) given that R₁ = 1 kQ, R₂ = 4k, and C = 1 μF, and (a) v(t)=2u(1) (V), (b) s(t)=2 cos(10001) (V), (c) vs(t) = 2e u(t) (V). R1 Us(1) + R2 Dout(1) Figure P12.43 Op-amp circuit for Problem 12.43.
12.41 The circuit shown in Fig. P12.41 was introduced in Problem 5.68. Then, a time-domain solution was sought for Dout, (1) and Dout₂ (1) for 10, given that v₁(1) = 10u(t) mV, Vcc 10 V for both op amps, and the two capacitors had no change prior to t = 0. Analyze the circuit and plot Dout, (t) and Dout (1) using the Laplace transform technique. 4μF 5 μF Οι 5 ΚΩ Dout 1 MQ Dout2 + Vcc = 10 V Vec = 10 V Figure P12.41 Circuit for Problems 12.41 and 12.42.
12.38 If the circuit shown in Fig. P12.38(a) is excited by the current waveform is(t) shown in Fig. P12.38(b), determine i(t) for 1 > 0, given that R₁ = 102, R2 = 5 92, and C = 0.02 F. is(t) R₁ i(t) R₂ is(t) 1.5 A 1.5A | 1 A 0.5 A- M 0.5A- (a) Circuit www. (b) Waveform 0 = 4 rad/s t Figure P12.38 Circuit for Problems 12.38 to 12.40.

Chapter 18 Solutions

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