These may seem like a lot of problems, but quite a bit of the second half of it is simply churning through some matlab.
- Problem 8.3
- Problem 9.1
- Problem 9.2
- Problem 9.4 (you may use matlab commands to do this problem)
- Problem 9.5
- Use the matlab pzmap(), step() and impulse() commands to plot the poles and zeros, the step responses and the impulse responses for the following transfer functions:
- Use the matlab pzmap() command to plot the poles and zeros and the step() command to plot the step response for
- Use the matlab pzmap() to plot the poles and zeros and the step() command to plot the step response for
- Use block diagram algebra to determine Y(s)/R(s) in the following figure.
- Use block diagram algebra to determine Y(s)/R(s) in the following figure.
- Determine Y(s)/R(s) for
- From the location of the poles in the complex plane for what values of k does the step response have a percentage overshoot less than 10%?
- From the location of the poles in the complex plane, for what values of k does the step response have a rise time less than 0.6 seconds?
- Is there a value for k that can satisfy both specifications simultaneously?