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Unformatted text preview: Root Locus Q UESTION 13 For the system shown in Figure 13 with ( 29 1 C G s = , ( 29 ( 29 ( 29 ( 29 1 2 1 s s G s s s-- = + , and ( 29 1 H s = sketch the Root Locus Diagram by hand and using Matlab. How many zeros does the system contain and what are their values? How many poles does the system contain and what are their values? What are the total number of branches and how many branches will go to infinity? Where is the Root Locus on the real axis? If necessary, calculate the asymptote angles and real axis intercept, imaginary axis crossing, and the value of K at the imaginary axis crossing. Calculate the value of K for which the closed–loop damping ratio is 0.5 and the closed–loop system is stable. G(s) KG C (s) R(s) +- Y(s) H(s) Figure 13 . There are m = 2 zeros located at 1 and 2. There are n = 2 poles located at 0 and –1. There are n = 2 branches and n – m = 0 branches go to infinity....
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This note was uploaded on 02/01/2012 for the course MECH ENG 279 taught by Professor Landers during the Spring '11 term at Missouri S&T.
- Spring '11