For open loop system, the sensitivity of overall transfer function for a small change in forward path transfer function \( G(s) \) is
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- 1
- 0
- −1
- ∞
The Correct Option is A
Solution and Explanation
Top Questions on Control Systems
A feedback control system is shown in the figure.
The maximum allowable value of \( n \) such that the output \( y(t) \), due to any step disturbance signal \( d(t) \), becomes zero at steady-state, is ________ (in integer).
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- Control Systems
- Control Systems
The plant in the feedback control system shown in the figure is \( P(s) = \frac{a}{s^2 - b^2} \), where \( a > 0 \) and \( b > 0 \). The type(s) of controller \( C(s) \) that CANNOT stabilize the plant is/are
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- Control Systems
- Control Systems
- The figure shows a closed-loop system with a plant \(G(s) = \frac{1}{s^2}\) and a lead compensator \(C(s)\). The compensator is designed to place the dominant closed-loop poles at \(-1.5 \pm j\frac{\sqrt{27}}{2}\). From the following options, choose the phase lead that the compensator needs to contribute.
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- Control Systems
- Control Systems
Consider the control system block diagram given in Figure (a). The loop transfer function $G(s)H(s)$ does not have any pole on the $j\omega$-axis. The counterclockwise contour with infinite radius, as shown in Figure (b), encircles two poles of $G(s)H(s)$. Choose the correct statement from the following options for closed loop stability of the system.
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- Control Systems
- Control Systems
- For the transfer function \( G(s) = 1 + \frac{2s - 1}{s^3 + 5s^2 + 3s + 22} \), the number of zeros lying in the left half of the \( s \)-plane is
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- Control Systems
- Control Systems
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When the enable data input \( D = 1 \), select inputs \( S_1 = S_0 = 0 \) in the 1×4 Demultiplexer, then the outputs \( Y_0, Y_1, Y_2, Y_3 \) are
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