8. Consider the system below. Assume your goal is to achieve a peak time of 0.2...
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8. Consider the system below. Assume your goal is to achieve a peak time of 0.2 seconds and 20% overshoot in response to a step input. input + Gc(s) (s + 8) (s+3)(s+ 6) (s + 10) output a. Where should the dominant poles be located to achieve your design criteria, assuming a second order approximation is sufficient? Show you work on how you calculated this. b. Show the root locus for the system with only a proportional controller (you may use Matlab). Can a proportional controller alone be used to achieve the design criteria? Why or why not? 8. Consider the system below. Assume your goal is to achieve a peak time of 0.2 seconds and 20% overshoot in response to a step input. input + Gc(s) (s + 8) (s+3)(s+ 6) (s + 10) output a. Where should the dominant poles be located to achieve your design criteria, assuming a second order approximation is sufficient? Show you work on how you calculated this. b. Show the root locus for the system with only a proportional controller (you may use Matlab). Can a proportional controller alone be used to achieve the design criteria? Why or why not?
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The question is asking us to determine where the dominant poles of a system should be located to meet a specific time response criteria You have a goa... View the full answer
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