You have the following requirements for a band-pass filter. Wo = 2,000 rad/sec Q = 4...

 

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You have the following requirements for a band-pass filter. Wo = 2,000 rad/sec Q = 4 Find: Design a series RLC band-pass filter by doing the following: 1. For the given requirements determine the transfer function, H(s), and plot |H(s) in Matlab. Use a semilogarithmic scale for the x-axis and plot for values such that 20 ≤ ≤ 200,000 rad/sec. For the y-axis, plot in decibels and ensure the range is from -55 dB to +5 dB. On your plot, annotate the pass-band gain, wo, and the bandwidth, B. Gain = 1 2. Assuming you only have a 100-nF capacitor, determine the values for L and R and draw the final schematic. 3. Simulate the circuit in Multisim. Plot the gain as a function of frequency. Use a semilogarithmic scale for the x-axis and plot for values such that 3 ≤ f ≤ 30,000 Hz. For the y-axis, plot in decibels and ensure the range is from -55 dB to +5 dB. On your plot, annotate the pass-band gain, fo, and the bandwidth, B. Be sure to change the units for 3. You have the following requirements for a band-pass filter. Wo = 2,000 rad/sec Q = 4 Find: Design a series RLC band-pass filter by doing the following: 1. For the given requirements determine the transfer function, H(s), and plot |H(s) in Matlab. Use a semilogarithmic scale for the x-axis and plot for values such that 20 ≤ ≤ 200,000 rad/sec. For the y-axis, plot in decibels and ensure the range is from -55 dB to +5 dB. On your plot, annotate the pass-band gain, wo, and the bandwidth, B. Gain = 1 2. Assuming you only have a 100-nF capacitor, determine the values for L and R and draw the final schematic. 3. Simulate the circuit in Multisim. Plot the gain as a function of frequency. Use a semilogarithmic scale for the x-axis and plot for values such that 3 ≤ f ≤ 30,000 Hz. For the y-axis, plot in decibels and ensure the range is from -55 dB to +5 dB. On your plot, annotate the pass-band gain, fo, and the bandwidth, B. Be sure to change the units for 3.

Answer rating: 100% (QA)

1 Determine the transfer function Hs and plot Hs in Matlab The transfer function of a series RLC bandpass filter is given by Hs R s2 LC sRQ where R is the resistance L is the inductance C is the capac... View the full answer