Explanation Given data: The value of the resistor 1 ( R 1 ) is 3 Ω . The value of the resistor 2 ( R 2 ) is 10 Ω . The value of the inductor ( L ) is 2 H . The value of the capacitor ( C ) is 1 10 F . The value of the magnitude scaling factor ( K m ) is 100 . The value of the frequency scaling factor ( K f ) is 10 6 . Formula used: Consider the equations used in magnitude and frequency scaling. Write the expression to calculate the scaled resistor 1. R 1 ′ = K m R 1 (1) Here, K m is the magnitude scaling factor, and R 1 is the value of the resistor 1. Write the expression to calculate the scaled resistor 2. R 2 ′ = K m R 2 (2) Here, R 2 is the value of the resistor 2. Write the expression to calculate the scaled inductor. L ′ = K m K f L (3) Here, K f is the frequency scaling factor, and L is the value of the inductor. Write the expression to calculate the scaled capacitor. C ′ = 1 K m K f C (4) Here, C is the value of the capacitor. Calculation: Substitute 100 for K m and 3 Ω for R 1 in equation (1) to find R 1 ′ . R 1 ′ = ( 100 ) ( 3 Ω ) = 300 Ω Substitute 100 for K m and 10 Ω for R 2 in equation (2) to find R 2 ′

6th Edition

ISBN: 8220102801448

Author: Alexander

Publisher: YUZU

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Chapter 14, Problem 74P

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Find the values of the scaled resistors R1′ and R2′, scaled inductor L′ and scaled capacitor C′.

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Chapter 14, Problem 73P

Chapter 14, Problem 75P

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Chapter 14 Solutions

EBK FUNDAMENTALS OF ELECTRIC CIRCUITS

Ch. 14.2 - Obtain the transfer function VoVs of the RL...Ch. 14.2 - Prob. 2PP Ch. 14.4 - Draw the Bode plots for the transfer function...Ch. 14.4 - Sketch the Bode plots for H()=50j(j+4)(j+10)2 Ch. 14.4 - Construct the Bode plots for H(s)=10s(s2+80s+400)Ch. 14.4 - Obtain the transfer function H() corresponding to...Ch. 14.5 - A series-connected circuit has R = 4 and L = 25...Ch. 14.6 - A parallel resonant circuit has R = 100 k, L = 50...Ch. 14.6 - Calculate the resonant frequency of the circuit in...Ch. 14.7 - For the circuit in Fig. 14.40, obtain the transfer...

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Find the values of the scaled resistors R 1 ′ and R 2 ′ , scaled inductor L ′ and scaled capacitor C ′ .

Solution Summary: The author compares the values of the scaled resistors R_1prime, and the inductor's value.

Find the values of the scaled resistors R1′ and R2′, scaled inductor L′ and scaled capacitor C′.

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Chapter 14 Solutions