This preview has intentionally blurred sections. Sign up to view the full version.
View Full Document
Unformatted text preview: functions to the polynomial form. 3.1 G(s) = = 3.2 G(s) = = 4.0 Use the MATLAB function conv to find polynomial C(s) = P(s) Q(s). 4.1 P(s) = s + 2 Q(s) = s + 3 4.2 P(s) = s 2 + 2 s + 1 Q(s) = 3 s + 1 4.3 P(s) = 1.15 s 3 + 2.233 s 2 + 1 Q(s) = 4 s + 1 4.4 P(s) = (s + 1.25) (s – 3.9) (s + 1.47) Q(s) = 4 s + 1 5.0 Use MATLAB to carry out the product of transfer functions G(s) = G 1 (s) G 2 (s). Hint: the numerator polynomial is obtained by multiplying the numerators of G 1 (s) and G 2 (s), and the denominator polynomial is obtained by multiplying the denominators of G 1 (s) and G 2 (s). 5.1 G 1 (s) = G 2 (s) = G(s) = G 1 (s) G 2 (s) = 5.2 G 1 (s) = G 2 (s) = G(s) = G 1 (s) G 2 (s) = ECH 4323L/ECH 6326 Lab 3  Operations with polynomials and transfer functions 3 5.3 G 1 (s) = G 2 (s) = G(s) = G 1 (s) G 2 (s) =...
View
Full Document
 Spring '10
 Crissale
 UCI race classifications, Tour de Georgia, Rational function, following transfer functions, Chemical Engineering Department University of Florida

Click to edit the document details