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2. Design a series RLC bandpass filter as shown in Figure 1 with center frequency 1000HZ and bandwidth 300HZ using a 10µF capacitor. For this filter: a. Determine Ls and Rş. b. Compute the quality factor V(s) c. Plot the amplitude and phase of the transfer function H,(s) = V¼(s) 1,(s) V¼(8) d. Derive the transfer function H (s) = and compute its poles curr

2. Design a series RLC bandpass filter as shown in Figure 1 with center frequency 1000HZ and bandwidth 300HZ using a 10µF capacitor. For this filter: a. Determine Ls and Rş. b. Compute the quality factor V(s) c. Plot the amplitude and phase of the transfer function H,(s) = V¼(s) 1,(s) V¼(8) d. Derive the transfer function H (s) = and compute its poles curr

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2. Design a series RLC bandpass filter as shown in Figure 1 with center frequency 1000HZ and bandwidth 300OHZ using a 10µF capacitor. For this filter: a. Determine L, and Rs. b. Compute the quality factor V„(s) c. Plot the amplitude and phase of the transfer function H,(s) = V¼(s) OS 1,(s) and compute its poles V¼(s) d. Derive the transfer function H cur, (8) =
Transcribed Image Text:2. Design a series RLC bandpass filter as shown in Figure 1 with center frequency 1000HZ and bandwidth 300OHZ using a 10µF capacitor. For this filter: a. Determine L, and Rs. b. Compute the quality factor V„(s) c. Plot the amplitude and phase of the transfer function H,(s) = V¼(s) OS 1,(s) and compute its poles V¼(s) d. Derive the transfer function H cur, (8) =
L, S i,(t) + Vis(t) R, Vos(t) Figure 1: Series RLC bandpass filter for problem 2. +
Transcribed Image Text:L, S i,(t) + Vis(t) R, Vos(t) Figure 1: Series RLC bandpass filter for problem 2. +
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