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Control Systems

Control Systems
The poles of the second order system are at -3 ± j4. The damping ratio of the system is

 3/7
 3/5
 4/5
 3/4

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Control Systems
The type number of the control system with G(s) = k(s+2)/(s(s²+2s+3) is

 0
 1
 3
 2

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Control Systems
Lowest critical frequency is due to pole and it may be present at the origin or nearer to the origin, then the type of network is

 LC.
 Any of the above.
 RL.
 RC.

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Control Systems
The step response of the system described by the differential equation will be

 e6t.
 (1/6)*(1-e-6t).
 e-3t u(t).
 non of above.

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Control Systems
Weighting function is in terms of -----------------

 Laplace transform of the ramp response
 Laplace transform of the impulse response
 Laplace transform of the parabolic response
 Laplace transform of the step response

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Control Systems
A proportional plus derivative controller

 has high sensitivity
 improves the steady state accuracy
 both 1 and 2
 increases the stability of the system

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