Locus

Why does a root locus show that system is stable but unit step response of a system does not have a stable output?

Why does a root locus show that system is stable but unit step response of a system does not have a stable output?
  1. What makes root locus stable?
  2. What does the root locus show?
  3. What information does root locus plot of a system with feedback directly reveal?
  4. What is the root locus for a unity feedback system?

What makes root locus stable?

If the real components of all poles are negative, then the system is said to be stable for that value of Kc. If the real component of the pole is positive, the system is unstable for that value of Kc, meaning the output signal will diverge from the set point.

What does the root locus show?

– The root-locus plot clearly shows the contributions of each open-loop pole and zero to the locations of the closed-loop poles. – The root-locus plot also shows the manner in which the open-loop poles and zeros should be modified so that the response meets system performance specifications. K ω = ζ= Assume a = 2.

What information does root locus plot of a system with feedback directly reveal?

The root locus plot indicates how the closed loop poles of a system vary with a system parameter (typically a gain, K). We can choose a value of 's' on this locus that will give us good results.

What is the root locus for a unity feedback system?

The root locus of an (open-loop) transfer function H(s) is a plot of the locations (locus) of all possible closed loop poles with proportional gain k and unity feedback: The closed-loop transfer function is: and thus the poles of the closed loop system are values of s such that 1 + K H(s) = 0.

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