Explanation Given data: Refer to Figure 16.99 in the textbook. Formula used: Write a general expression to calculate the impedance of a resistor in s -domain. Z R = R (1) Here, R is the value of resistor. Write a general expression to calculate the impedance of a inductor in s -domain. Z L = s L (2) Here, L is the value of inductor. Write a general expression to calculate the impedance of a capacitor in s -domain. Z C = 1 s C (3) Here, C is the value of capacitor. Write a general expression to calculate the output voltage of a inverting amplifier. V out = − R f R i V in (4) Here, R i is the input resistance, R f is the feedback resistance, and V in is the input voltage. Calculation: The given circuit is redrawn as shown in Figure 1. Refer to Figure 1, the circuit shows the inverting amplifier with the capacitive feedback and the inductor is placed at the output. According to the virtual ground concept, the voltage at the node of non-inverting terminal is equal to ground voltage (i.e., 0 V). Convert the Figure 1 into s -domain using equation (1), (2) and (3). Substitute V o ( s ) for V out , 1 s C for R f , R for R i , and V s ( s ) for V in in equation (4) to find V o ( s )

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ISBN: 8220102801448

Author: Alexander

Publisher: YUZU

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Chapter 16, Problem 81P

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Find the transfer function T(s)=Io(s)Vs(s) for the op-amp circuit in Figure 16.99.

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Chapter 16, Problem 80P

Chapter 16, Problem 82P

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Chapter 16 Solutions

EBK FUNDAMENTALS OF ELECTRIC CIRCUITS

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Find the transfer function T ( s ) = I o ( s ) V s ( s ) for the op-amp circuit in Figure 16.99.

Solution Summary: The author explains how to calculate the transfer function for the op-amp circuit in Figure 16.99.

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Find the transfer function T(s)=Io(s)Vs(s) for the op-amp circuit in Figure 16.99.

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Chapter 16 Solutions