An experimental holographic media storage system uses a flexible photopolymer disk. During rotation, the disk tilts, making information retrieval difficult. A system that compensates for the tilt has been developed. For this, a laser beam is focused on the disk surface and disk variations are measured through reflection. A mirror is in turn adjusted to align with the disk and makes information retrieval possible. A video camera provides the sight for the robot and the tracking loop. Assuming the system transfer function is given by G(s)=- 25(s+1) s(s+2)(s² +2s+16) use frequency response techniques to determine the following i) ii) Gain margin, phase margin, zero dB frequency, and 180° frequency Is the system stable? Why?

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An experimental holographic media storage system uses a flexible photopolymer disk. During
rotation, the disk tilts, making information retrieval difficult. A system that compensates for
the tilt has been developed. For this, a laser beam is focused on the disk surface and disk
variations are measured through reflection. A mirror is in turn adjusted to align with the disk
and makes information retrieval possible. A video camera provides the sight for the robot and
the tracking loop. Assuming the system transfer function is given by
25(s+1)
s(s+2) (s²+2s+16)
G(s) =-
use frequency response techniques to determine the following
i)
ii)
Gain margin, phase margin, zero dB frequency, and 180° frequency
Is the system stable? Why?
Transcribed Image Text:An experimental holographic media storage system uses a flexible photopolymer disk. During rotation, the disk tilts, making information retrieval difficult. A system that compensates for the tilt has been developed. For this, a laser beam is focused on the disk surface and disk variations are measured through reflection. A mirror is in turn adjusted to align with the disk and makes information retrieval possible. A video camera provides the sight for the robot and the tracking loop. Assuming the system transfer function is given by 25(s+1) s(s+2) (s²+2s+16) G(s) =- use frequency response techniques to determine the following i) ii) Gain margin, phase margin, zero dB frequency, and 180° frequency Is the system stable? Why?
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