Determine the transfer function, H(s), of the system shown in Figure 2.1. and the corresponding magnitude ratio (magnitude of the transfer function), M(omega ), and the phase angle (phase of the transfer function), phi (omega ). Hint: For a complex number in the form of C=(a(1)+ib(1))/(a(2)+ib(2)), the magnitude (M) and the phase (phi ) can be calculated as: M=(sqrt((a(1))^(2)+(b(1))^(2)))/(sqrt((a(2))^(2)+(b(2))^(2))),phi =tan^(-1)((b(1))/(a(1)))-tan^(-1)((b(2))/(a(2))) -) Determine the transfe

magnitude of the transfer function versus frequency.M R,... | Filo

Transfer Functions in MATLAB