Passive RC High Pass Filter 1. Analyze the HP filter in Figure 8 and determine the following (Use the Background Information provided in the Module 03: Passive RC Filters file or see table in section 1.6 of Sedra/Smith textbook): a. RC Time Constant b. Corner frequency c. Transfer Function (for physical frequencies) Vout(jo)/Vin(jw) d. Note: It is worth the effort to use Excel, MATLAB, or similar product or application to perform these calculations. Otherwise, it will consume a lot of time calculating each value manually using a calculator. e. Plot the Magnitude Response in dB [20log|Magnitude Response]] semi-log graph from 100Hz to 100KHz using the data points for the frequencies in the table below. FGEN 5Vpp sine wave Ground 10nF R Probe 16k O-scope Probe GND Figure 8: Passive High Pass Filter Frequency (Hz) Magnitude Response 201og| Vout(jo)/Vin(jo)| Vout(jo)/Vin(jo)| 100 200 500 1000 2000 5000 10000 20000 50000 100000
Passive RC High Pass Filter 1. Analyze the HP filter in Figure 8 and determine the following (Use the Background Information provided in the Module 03: Passive RC Filters file or see table in section 1.6 of Sedra/Smith textbook): a. RC Time Constant b. Corner frequency c. Transfer Function (for physical frequencies) Vout(jo)/Vin(jw) d. Note: It is worth the effort to use Excel, MATLAB, or similar product or application to perform these calculations. Otherwise, it will consume a lot of time calculating each value manually using a calculator. e. Plot the Magnitude Response in dB [20log|Magnitude Response]] semi-log graph from 100Hz to 100KHz using the data points for the frequencies in the table below. FGEN 5Vpp sine wave Ground 10nF R Probe 16k O-scope Probe GND Figure 8: Passive High Pass Filter Frequency (Hz) Magnitude Response 201og| Vout(jo)/Vin(jo)| Vout(jo)/Vin(jo)| 100 200 500 1000 2000 5000 10000 20000 50000 100000
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![Passive RC High Pass Filter
1. Analyze the HP filter in Figure 8 and determine the following (Use the Background Information
provided in the Module 03: Passive RC Filters file or see table in section 1.6 of Sedra/Smith textbook):
a. RC Time Constant
b. Corner frequency
c. Transfer Function (for physical frequencies) Vout(jo)/Vin(jw)
d. Note: It is worth the effort to use Excel, MATLAB, or similar product or application to perform
these calculations. Otherwise, it will consume a lot of time calculating each value manually
using a calculator.
e. Plot the Magnitude Response in dB [20log|Magnitude Response]] semi-log graph from 100Hz to
100KHz using the data points for the frequencies in the table below.
FGEN
5Vpp
sine wave
Ground
10nF
R
Probe
16k
O-scope
Probe GND
Figure 8: Passive High Pass Filter](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2e521a1e-f4ee-4c02-af71-8dfc2cc184d3%2Fb7a69384-3129-4751-add0-5e9e19dff28b%2Fvqah2pl_processed.png&w=3840&q=75)
Transcribed Image Text:Passive RC High Pass Filter
1. Analyze the HP filter in Figure 8 and determine the following (Use the Background Information
provided in the Module 03: Passive RC Filters file or see table in section 1.6 of Sedra/Smith textbook):
a. RC Time Constant
b. Corner frequency
c. Transfer Function (for physical frequencies) Vout(jo)/Vin(jw)
d. Note: It is worth the effort to use Excel, MATLAB, or similar product or application to perform
these calculations. Otherwise, it will consume a lot of time calculating each value manually
using a calculator.
e. Plot the Magnitude Response in dB [20log|Magnitude Response]] semi-log graph from 100Hz to
100KHz using the data points for the frequencies in the table below.
FGEN
5Vpp
sine wave
Ground
10nF
R
Probe
16k
O-scope
Probe GND
Figure 8: Passive High Pass Filter
Transcribed Image Text:Frequency
(Hz)
Magnitude Response 201og| Vout(jo)/Vin(jo)|
Vout(jo)/Vin(jo)|
100
200
500
1000
2000
5000
10000
20000
50000
100000
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