Question

1. Sketch the asymptotic Bode plots for the following transfer functions: \begin{align} G(s) &= \frac{s+5}{s+500} \\ P(s) &= \frac{1e5(s+10)^2}{s(s+100)} \\ Z(s) &= \frac{(s+5)(s+30)}{(s+10)(s+100)} \end{align}

          1. Sketch the asymptotic Bode plots for the following transfer functions:
\begin{align*}
G(s) &= \frac{s+5}{s+500} \\
 P(s) &= \frac{1e5(s+10)^2}{s(s+100)} \\
Z(s) &= \frac{(s+5)(s+30)}{(s+10)(s+100)}
\end{align*}

1. Sketch the asymptotic Bode plots for the following transfer functions:

G(s) = (s+5)/(s+500)

P(s) = (1e5(s+10)^2)/(s(s+100))

Z(s) = ((s+5)(s+30))/((s+10)(s+100))

Added by Tonya J.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Krishna J

Step 1

G(s) = (s+5) / (s+500) To sketch the asymptotic Bode plot for G(s), we need to determine the magnitude and phase components separately. Magnitude: The magnitude component is given by 20log|G(jω)|, where ω is the frequency in rad/s. For low frequencies (ω << 500), Show more…

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Sketch the asymptotic Bode plots for the following transfer functions: G(s) = (s+5) / (s+500) H(s) = 1e5(s+102) / (s(s+100)) Z(s) = (s+5s+30) / (s+10s+100)