Now the value of $13.9\Omega$ is substituted in $R_{phz}$ and a frequency analysis is run again. Below the locations of the new poles and zeros is shown and the Q factor.
Now the Q factor is almost excatly at 0.707 for a MFM characteristic as intended, in the next page the bode plot is shown where the (almost) flat passband transfer is shown.
DC gain = -0.4990
| pole | Re [Hz] | Im [Hz] | Mag [Hz] | Q |
|---|---|---|---|---|
| p1 | -9.984e+8 | -9.210e+8 | 1.358e+9 | 0.6802 |
| p2 | -9.984e+8 | 9.210e+8 | 1.358e+9 | 0.6802 |
| p3 | -7.955e+9 | 7.955e+9 |
| zero | Re [Hz] | Im [Hz] | Mag [Hz] | Q |
|---|---|---|---|---|
| z1 | 1.978e+9 | 1.978e+9 | ||
| z2 | -2.098e+9 | 2.098e+9 |
Go to Assignment-5---Frequency-analysis_index
SLiCAP: Symbolic Linear Circuit Analysis Program, Version 1.0 © 2009-2021 SLiCAP development team
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Last project update: 2022-01-13 18:09:51