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What is the effect of a zero in the left half-plane on 2nd order system response?
A. The additional zero increases the overshoot
B. The additional zero decreases the peak time
C. The additional zero decreases the rise time
Match the following step responses of systems to the system type.
Given a plant P(s) = \frac{1}{s^2+1} and controller
C(s) = \frac{s^2+1}{s^2+2s+2} in a unity feedback loop, what are the stability properties of this system?
Which of the following transfer functions represent BIBO stable systems?
Consider
the following three potential reasons why you may observe such a difference.
i.The model (1) used for prediction is an oversimplification, and does not fully
reflect the mildly non-linear relationship between the steady-state input value
and the steady-state output value.
ii. The system response over 600 seconds does not quite reach steady state introducing a systematic error in our estimation ofSince the system temperature starts at the room temperature, rather than at
zero, the model (1) does not make sense.
Which of the following is correct?