meowth08
Member
Suppose I have a the transfer function of a control system in the form of:
T(s)=P(s)/Q(s)
where:
P(s) is the numerator
Q(s) is the denominator and the numerical coefficient of (s) of the factor with the highest power equals 1.
example:
T(s)=(3s+17)/[(s^2)+as+b]
Note:
a and b are constants.
Is there a way or technique I could use to find values for a and b such that the output will be critically damped? or underdamped? or overdamped? given a unit step input?
T(s)=P(s)/Q(s)
where:
P(s) is the numerator
Q(s) is the denominator and the numerical coefficient of (s) of the factor with the highest power equals 1.
example:
T(s)=(3s+17)/[(s^2)+as+b]
Note:
a and b are constants.
Is there a way or technique I could use to find values for a and b such that the output will be critically damped? or underdamped? or overdamped? given a unit step input?
Last edited: