y"(t) + 3y' + 2y(t) = 0 initial conditions:y(O) = 0, y'O) = 3 a) b) c) d) e) Determine the stability of your System.[2 m
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y"(t) + 3y' + 2y(t) = 0 initial conditions:y(O) = 0, y'O) = 3 a) b) c) d) e) Determine the stability of your System.[2 m
y"(t) + 3y' + 2y(t) = 0 initial conditions:y(O) = 0, y'O) = 3 a) b) c) d) e) Determine the stability of your System.[2 marks] What is the order of your system? [2 marks] 6 Show how the poles are placed on the complex plane [3 marks] Will the system have oscillations? if yes why and if no why?[2 marks). Explain how you would tell if the system will settle down quickly using the positions of the poles on the complex plane.[3 marks] Find the Damping and the natural frequency of your system.[4 marks] From the position of the poles on your complex plane. How would you describe the time response of the system?(critically damped, undamped, underdamped...ctc). [2 marks] Is the system in minimum or non minimum phase?[2 marks] f) h)
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