Let us assume x (t) = A cos(ωt + φ), on taking the partial fractions for the response we get?
Posted: Thu Jul 14, 2022 10:59 am
a) Y(s)=k1/(s-jω)+(k1‘)/(s+jω)+Σterms generated by the poles of H(s)
b) Y(s)=k1/(s+jω)+(k1‘)/(s+jω)+Σterms generated by the poles of H(s)
c) Y(s)=k1/(s+jω)+(k1‘)/(s-jω)+Σterms generated by the poles of H(s)
d) Y(s)=k1/(s-jω)+(k1‘)/(s-jω)+Σterms generated by the poles of H(s)
b) Y(s)=k1/(s+jω)+(k1‘)/(s+jω)+Σterms generated by the poles of H(s)
c) Y(s)=k1/(s+jω)+(k1‘)/(s-jω)+Σterms generated by the poles of H(s)
d) Y(s)=k1/(s-jω)+(k1‘)/(s-jω)+Σterms generated by the poles of H(s)