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Show all work, equations and how numbers plug into your equations to calculate answers 1) Consider the following: (create logical solutions in equation form in terms of R, L, Cand specified variables) , (t) Vo ww- (a) Rs C1 V(t) C2 (t))R1 (iz(t) a) Find the Forced Response V(s). Begin with KVL analysis and find V(t) in terms of i, (t)... then find L{V(t)} = V(s). Use mesh currents i, iz to create your solution. b) After expressing the general V(s) assume i(t) = A(u(t) – u(t – TĄ)) and find V (s) for the specific current c) Now assume ul V(t) = e-t cos(wt + $) dt and find i(s) for this new specific case d) What is Z(s) for part b), part c) if Z is the impedance looking from node (a) to the right.. with the source disconnected? e) How do you calculate the magnitude of the current in part c) at a frequency of 100 Hz? The angle of i(s) at 100 Hz? Vo(s) f) Find = H(s) in general (i.e. no specific form of V (s)). V(s)

Show all work, equations and how numbers plug into your equations to calculate answers 1) Consider the following: (create logical solutions in equation form in terms of R, L, Cand specified variables) , (t) Vo ww- (a) Rs C1 V(t) C2 (t))R1 (iz(t) a) Find the Forced Response V(s). Begin with KVL analysis and find V(t) in terms of i, (t)... then find L{V(t)} = V(s). Use mesh currents i, iz to create your solution. b) After expressing the general V(s) assume i(t) = A(u(t) – u(t – TĄ)) and find V (s) for the specific current c) Now assume ul V(t) = e-t cos(wt + $) dt and find i(s) for this new specific case d) What is Z(s) for part b), part c) if Z is the impedance looking from node (a) to the right.. with the source disconnected? e) How do you calculate the magnitude of the current in part c) at a frequency of 100 Hz? The angle of i(s) at 100 Hz? Vo(s) f) Find = H(s) in general (i.e. no specific form of V (s)). V(s)

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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Show all work, equations and how numbers plug into your equations to calculate answers 1) Consider the following: (create logical solutions in equation form in terms of R, L, Cand specified variables) , (t) Vo ww- (a) Rs C1 V(t) C2 (t))R1 (iz(t) a) Find the Forced Response V(s). Begin with KVL analysis and find V(t) in terms of i, (t)... then find L{V(t)} = V(s). Use mesh currents i, iz to create your solution. b) After expressing the general V(s) assume i(t) = A(u(t) – u(t – TĄ)) and find V (s) for the specific current c) Now assume ul V(t) = e-t cos(wt + $) dt and find i(s) for this new specific case d) What is Z(s) for part b), part c) if Z is the impedance looking from node (a) to the right.. with the source disconnected? e) How do you calculate the magnitude of the current in part c) at a frequency of 100 Hz? The angle of i(s) at 100 Hz? Vo(s) f) Find = H(s) in general (i.e. no specific form of V (s)). V(s)
Transcribed Image Text:Show all work, equations and how numbers plug into your equations to calculate answers 1) Consider the following: (create logical solutions in equation form in terms of R, L, Cand specified variables) , (t) Vo ww- (a) Rs C1 V(t) C2 (t))R1 (iz(t) a) Find the Forced Response V(s). Begin with KVL analysis and find V(t) in terms of i, (t)... then find L{V(t)} = V(s). Use mesh currents i, iz to create your solution. b) After expressing the general V(s) assume i(t) = A(u(t) – u(t – TĄ)) and find V (s) for the specific current c) Now assume ul V(t) = e-t cos(wt + $) dt and find i(s) for this new specific case d) What is Z(s) for part b), part c) if Z is the impedance looking from node (a) to the right.. with the source disconnected? e) How do you calculate the magnitude of the current in part c) at a frequency of 100 Hz? The angle of i(s) at 100 Hz? Vo(s) f) Find = H(s) in general (i.e. no specific form of V (s)). V(s)
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