The above table on the right shows input-output (steady-state) relationsh o be identified. Knowing that the system is either first- or second-order, deter

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Subject: Mechanical Measurements

У (input)
x (output)
1
sin(15t)
8.05 (15t-2°)
sin(60t)
8.90sin(60t-22°)
10sin(150t-90°)
sin(150t)
sin(900t)
0.23sin(900t-176°)
4.
The above table on the right shows input-output (steady-state) relationship for a sensor system that is
yet to be identified. Knowing that the system is either first- or second-order, determine
(a) the order of the system model (1st order, 2nd order over-/critically-/under-damped) and list two reasons,
(b) the static sensitivity of this system,
(c) the transfer function of this system, and
(d) the useful frequency range of this system (+5%).
Transcribed Image Text:У (input) x (output) 1 sin(15t) 8.05 (15t-2°) sin(60t) 8.90sin(60t-22°) 10sin(150t-90°) sin(150t) sin(900t) 0.23sin(900t-176°) 4. The above table on the right shows input-output (steady-state) relationship for a sensor system that is yet to be identified. Knowing that the system is either first- or second-order, determine (a) the order of the system model (1st order, 2nd order over-/critically-/under-damped) and list two reasons, (b) the static sensitivity of this system, (c) the transfer function of this system, and (d) the useful frequency range of this system (+5%).
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