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a) Find the equation of y(t) = L' {Y(s)} using PFE and the Residue theorem ?, = lim (s- p,)Y(s)] (Practice on the "covering rule !!)

a) Find the equation of y(t) = L' {Y(s)} using PFE and the Residue theorem ?, = lim (s- p,)Y(s)] (Practice on the "covering rule !!)

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
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PROBLEM : Inverse Laplace, IVT and FVT A system produces an "s" domain output signal given by: 2s Y(s) = -- s +5s +6 Find the equation of y(t) = L' {Y(s)}using PFE and the Residue theorem a) lim (s- P,)Y(s)] (Practice on the "covering rule !!) R, b) Find the equation of y(t) = L" {Y(s)} by using MATLAB to obtain the residues and poles. Insert the MATLAB code and output Obtain the plot (not the equation) of y(t)= L' {Y(s)} using MATLAB's "Impulse" command. Insert the MATLAB code and the plot d) Use the IVT and the FVT to calculate y(0*) and y(0) from 2s Y(s) =- Are these values verified by the plot in part 4c)? s? +5s +6
Transcribed Image Text:PROBLEM : Inverse Laplace, IVT and FVT A system produces an "s" domain output signal given by: 2s Y(s) = -- s +5s +6 Find the equation of y(t) = L' {Y(s)}using PFE and the Residue theorem a) lim (s- P,)Y(s)] (Practice on the "covering rule !!) R, b) Find the equation of y(t) = L" {Y(s)} by using MATLAB to obtain the residues and poles. Insert the MATLAB code and output Obtain the plot (not the equation) of y(t)= L' {Y(s)} using MATLAB's "Impulse" command. Insert the MATLAB code and the plot d) Use the IVT and the FVT to calculate y(0*) and y(0) from 2s Y(s) =- Are these values verified by the plot in part 4c)? s? +5s +6
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