For a feedback control system with the characteristic equation s 4 + 6s 3 + 11s 2 + 6s + 200 = 0, find the number of poles in the left half-plane (LHP), right half-plane (RHP), and on the jω-axis. Also, state whether the system is stable.

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Physics · Control Systems

For a feedback control system with the characteristic equation s 4 + 6s 3 + 11s 2 + 6s + 200 = 0, find the number of poles in the left half-plane (LHP), right half-plane (RHP), and on the jω-axis. Also, state whether the system is stable.

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2 LHP poles; 2 RHP poles; 0 jω pole; system is unstable

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Answer 1

3 LHP poles; 2 RHP poles; 0 jω pole; system is stable

Answer 2

2 LHP poles; 2 RHP poles; 0 jω pole; system is unstable

Answer 3

2 LHP poles; 3 RHP poles; 0 jω pole; system is stable

Answer 4

3 LHP poles; 2 RHP poles; 0 jω pole; system is unstable

For a feedback control system with the characteristic equation s 4 + 6s 3 + 11s 2 + 6s + 200 = 0, find the number of poles in the left half-plane (LHP), right half-plane (RHP), and on the jω-axis. Also, state whether the system is stable.

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For a feedback control system with the characteristic equation s 4 + 6s 3 + 11s 2 + 6s + 200 = 0, find the number of poles in the left half-plane (LHP), right half-plane (RHP), and on the j&omega;-axis. Also, state whether the system is stable.

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For a feedback control system with the characteristic equation s 4 + 6s 3 + 11s 2 + 6s + 200 = 0, find the number of poles in the left half-plane (LHP), right half-plane (RHP), and on the jω-axis. Also, state whether the system is stable.