Question

At t=0, a step function of height 5 is applied to the transfer function shown Input Signal Output Signal \frac{4}{s^2 + 7s + 10} Using Matlab functions \texttt{tf} and \texttt{step}, answer the following questions: a) Plot the impulse response of the system as a function of time? b) From the time response, what is the steady-state output?

          At t=0, a step function of height 5 is applied to the transfer function shown
Input Signal
Output Signal
\frac{4}{s^2 + 7s + 10}
Using Matlab functions \texttt{tf} and \texttt{step}, answer the following questions:
a) Plot the impulse response of the system as a function of time?
b) From the time response, what is the steady-state output?

At t=0, a step function of height 5 is applied to the transfer function shown
Input Signal
Output Signal
(4)/(s^2 + 7s + 10)
Using Matlab functions tf and step, answer the following questions:
a) Plot the impulse response of the system as a function of time?
b) From the time response, what is the steady-state output?

Added by Diane P.

Mathematical Methods in the Physical Sciences

Mary L. Boas 3rd Edition

Chapter 8

Instant Answer

Solved by Expert Taniya Khandelwal

Step 1

The transfer function is given as 4s^2 + 7s + 10. We can use the tf function in Matlab to create the transfer function object. ```matlab num = [4]; den = [1 7 10]; sys = tf(num, den); ``` Show more…

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At t=0, a step function of height 5 is applied to the transfer function shown. Input Signal: Output Signal: 4 s^2 + 7s + 10 Using Matlab functions tf and step, answer the following questions: a) Plot the impulse response of the system as a function of time. b) From the time response, what is the steady-state output?