Question

6- (10 points) Active Notch filter d) Design an Active Notch filter that has $\omega_0 = 20$ k rad/sec, $K = 5$ and $Q = 10$. Use $R = R_i = 10k \Omega$. e) Verify your design using Matlab to plot the frequency response of the filter. Plot the magnitude in dBs and the phase in degrees. f) Use MultiSim to obtain the Bode Plot of the filter (magnitude and phase), get screen shots of your results.

          6- (10 points) Active Notch filter
d) Design an Active Notch filter that has $\omega_0 = 20$ k rad/sec, $K = 5$ and $Q = 10$. Use $R = R_i = 10k \Omega$.
e) Verify your design using Matlab to plot the frequency response of the filter. Plot the magnitude
in dBs and the phase in degrees.
f) Use MultiSim to obtain the Bode Plot of the filter (magnitude and phase), get screen shots of
your results.

6- (10 points) Active Notch filter
d) Design an Active Notch filter that has ω0 = 20 k rad/sec, K = 5 and Q = 10. Use R = Ri = 10k Ω.
e) Verify your design using Matlab to plot the frequency response of the filter. Plot the magnitude
in dBs and the phase in degrees.
f) Use MultiSim to obtain the Bode Plot of the filter (magnitude and phase), get screen shots of
your results.

Added by Jennifer J.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Ronald Prasad

Step 1

Given: - Ï‰ = 20 k rad/sec - K = 5 - Q = 10 - R = 10 kÎ© We can use the following formulas to calculate the values of the components: - C = 1 / (R * Ï‰) - L = 1 / (R * Ï‰^2) - Rf = K * R Substituting the given values into the formulas, we get: - C = 1 / (10k * Show more…

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Design an Active Notch filter that has Ï‰=20 k rad/sec, K=5, and Q=10. Use R=10kÎ©. Verify your design using Matlab to plot the frequency response of the filter. Plot the magnitude in dB and the phase in degrees. Use MultiSim to obtain the Bode Plot of the filter magnitude and phase, get screenshots of your results.