A Nyquist plot of a system does not encircle the point -1+j0, and there are no poles of the open-loop transfer function in the right half of the s-plane. What can be concluded about the stability of the system?

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Physics · Control Systems

A Nyquist plot of a system does not encircle the point -1+j0, and there are no poles of the open-loop transfer function in the right half of the s-plane. What can be concluded about the stability of the system?

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The system is stable

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Answer 1

The system is stable

Answer 2

The system is unstable

Answer 3

The system is marginally stable

Answer 4

The stability cannot be determined

A Nyquist plot of a system does not encircle the point -1+j0, and there are no poles of the open-loop transfer function in the right half of the s-plane. What can be concluded about the stability of the system?

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A Nyquist plot of a system does not encircle the point -1+j0, and there are no poles of the open-loop transfer function in the right half of the s-plane. What can be concluded about the stability of the system?

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