3. PRELIMINARY WORK 1. Calculate the cut off frequencies and central frequency of the circuit given in Figure 1 with C=10 uF, R= 20 2 and L-1 mH. 2. Plot the gain (VotV,) of the circuit versus frequency. 3. Calculate bandwidth of the filter. Please note that signal source has 50 ohm impedance, so that you have to take total resistance of the circuit as 50+20=70 ohm value for calculation, not only 20 ohm.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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EXPERIMENT 6
BAND-PASS FILTERS
1. AIM OF THE EXPERIMENT
To obtain frequency characteristic of the band
pass
filter.
2. INTRODUCTION
A band-pass filter circuits allows signals of frequencies in specific range and attenuates the
out of the range. A series RLC circuit is a band pass filter. A passive band-pass filter has three
characteristic frequency which are named as center ( f.), low cut-off ( f;) and high cut-off ( f
) frequency. The bandwidth (BW) of the filter is defined as difference f, and f.
L.
Figure 1: The RL High-Pass Filter
The circuit parameter for series RLC circuit are defined as:
X=1/@C
and total reactance and impedance of the RLC circuit is obtained as:
X, = X, -Xc
Z = R+ jX,
The center, low and high cut-off frequencies of the filter with related the circuit parameters
are calculated as:
1
fo
27 LC
R.
4 L 2n
2L
LC
Transcribed Image Text:EXPERIMENT 6 BAND-PASS FILTERS 1. AIM OF THE EXPERIMENT To obtain frequency characteristic of the band pass filter. 2. INTRODUCTION A band-pass filter circuits allows signals of frequencies in specific range and attenuates the out of the range. A series RLC circuit is a band pass filter. A passive band-pass filter has three characteristic frequency which are named as center ( f.), low cut-off ( f;) and high cut-off ( f ) frequency. The bandwidth (BW) of the filter is defined as difference f, and f. L. Figure 1: The RL High-Pass Filter The circuit parameter for series RLC circuit are defined as: X=1/@C and total reactance and impedance of the RLC circuit is obtained as: X, = X, -Xc Z = R+ jX, The center, low and high cut-off frequencies of the filter with related the circuit parameters are calculated as: 1 fo 27 LC R. 4 L 2n 2L LC
3. PRELIMINARY WORK
1. Calculate the cut off frequencies and central frequency of the circuit given in Figure 1
with C=10 uF, R= 20 2 and L=1 mH.
2. Plot the gain (VotV;) of the circuit versus frequency.
3. Calculate bandwidth of the filter.
Please note that signal source has 50 ohm impedance, so that you have to take total
resistance of the circuit as 50+20=70 ohm value for calculation, not only 20 ohm.
Transcribed Image Text:3. PRELIMINARY WORK 1. Calculate the cut off frequencies and central frequency of the circuit given in Figure 1 with C=10 uF, R= 20 2 and L=1 mH. 2. Plot the gain (VotV;) of the circuit versus frequency. 3. Calculate bandwidth of the filter. Please note that signal source has 50 ohm impedance, so that you have to take total resistance of the circuit as 50+20=70 ohm value for calculation, not only 20 ohm.
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