The response of a circuit or other oscillatory system to an input of frequency (omega) is
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The response of a circuit or other oscillatory system to an input of frequency ω (“omega”) is described by the function
Transcribed Image Text:
50
φ(ω) =
@₂
(A) D = 0.01
Both wo (the natural frequency of the system) and D (the damping factor) are positive constants. The graph of ø is called a
resonance curve, and the positive frequency w, > 0, where takes its maximum value, if it exists, is called the resonant
frequency. Show that w, = √√w² - 2
- 2D² if 0
50
φ(ω) =
@₂
(A) D = 0.01
Both wo (the natural frequency of the system) and D (the damping factor) are positive constants. The graph of ø is called a
resonance curve, and the positive frequency w, > 0, where takes its maximum value, if it exists, is called the resonant
frequency. Show that w, = √√w² - 2
- 2D² if 0
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Let w ww 4Dw12 Then w 2w ww2D ww 4Dw2 and ...View the full answer
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