Question

G(s)= \frac{1}{S(S+1)(2S+1)} Step I: Find G(w), magnitude and angle. Magnitude: |G(jw)| = Phase: ?(?) = Step II: Determine magnitude |G(jw)| and phase ?(?) at the two frequencies ? = 0 and ? = ?: Frequency (rad/s) 0 ? Magnitude Phase Angle (degree)

          G(s)= \frac{1}{S(S+1)(2S+1)}
Step I: Find G(w), magnitude and angle.
Magnitude:
|G(jw)| =
Phase:
?(?) =
Step II: Determine magnitude |G(jw)| and
phase ?(?) at the two frequencies ? = 0 and
? = ?:
Frequency
(rad/s)
0
?
Magnitude
Phase Angle
(degree)

G(s)= (1)/(S(S+1)(2S+1))
Step I: Find G(w), magnitude and angle.
Magnitude:
|G(jw)| =
Phase:
?(?) =
Step II: Determine magnitude |G(jw)| and
phase ?(?) at the two frequencies ? = 0 and
? = ?:
Frequency
(rad/s)
0
?
Magnitude
Phase Angle
(degree)

Added by Audrey O.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Nishant Kumar

01/13/2023

Step 1

To do this, we substitute s = jw into the transfer function: G(jw) = 1 / (jw)(jw+1)(2jw+1) Show more…

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Please don't use AI to answer. G(s) = 1 / (s)(s+1)(2s+1) Step I: Find G(w), magnitude and angle = (mN Magnitude: 105 90- 75 120 270 |G(jw)|= 135 Phase: =(m) Step II: Determine magnitude |G(jw)| and phase at the two frequencies w=0 and w=3 165o +180 180 195 0 Frequency (rad/s) Magnitude Phase Angle (degree) 345 0 210o 8 225 315 240 90 255 +220 285 300