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1) Analyze a series RLC circuit like the figure given below and find the equation for Vas in terms of other components (not with their numerical values, just symbolic equation)

1) Analyze a series RLC circuit like the figure given below and find the equation for Vas in terms of other components (not with their numerical values, just symbolic equation)

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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PRELIMINARY QUESTIONS: 1) Analyze a series RLC circuit like the figure given below and find the equation for Va: in terms of other components (not with their numerical values, just symbolic equation) 2) Follow the values in Exercise Step-1. Using those values, find the solution/approach for f=0 and f-infinite. EXERCISE STEPS: 1) Apply the circuit in Figure 1 where VN =5sin(2nft) V. f values are given in Table 1 for each situation C1 = x R1 = 100 0 Two graphs are expected for each row in Table 1. These are: a. Plot Viw and Va: on the same plot b. Plot Vai and ls on the same plot. C Fill Table 1 reading from these plots. Hn gb.=17. L1 V1 Figure 1. Series RLC circuit Table 1. RLC circuit characteristic by changing the frequency. Va1 peak voltage Is es (or In) leading or lagging Vw? Lead/lag angle Frequency (Hz) 50 100 500 5000 2) Simulate the situation calculated in Preliminary-2. Plot Vw and Vai together for two situations: frequency is zero and infinite (or close numerical values).
Transcribed Image Text:PRELIMINARY QUESTIONS: 1) Analyze a series RLC circuit like the figure given below and find the equation for Va: in terms of other components (not with their numerical values, just symbolic equation) 2) Follow the values in Exercise Step-1. Using those values, find the solution/approach for f=0 and f-infinite. EXERCISE STEPS: 1) Apply the circuit in Figure 1 where VN =5sin(2nft) V. f values are given in Table 1 for each situation C1 = x R1 = 100 0 Two graphs are expected for each row in Table 1. These are: a. Plot Viw and Va: on the same plot b. Plot Vai and ls on the same plot. C Fill Table 1 reading from these plots. Hn gb.=17. L1 V1 Figure 1. Series RLC circuit Table 1. RLC circuit characteristic by changing the frequency. Va1 peak voltage Is es (or In) leading or lagging Vw? Lead/lag angle Frequency (Hz) 50 100 500 5000 2) Simulate the situation calculated in Preliminary-2. Plot Vw and Vai together for two situations: frequency is zero and infinite (or close numerical values).
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