A system has the frequency response 0.1 ja H(jw) = (1+10) (1 + 100) a) Sketch the Bode straight-line approximate gain plot (on the attached semilog paper): label the slope of any non-horizontal section(s) and label the dB level of any horizontal section(s); b) What type of filter does this represent? c) Using the table of op-amp circuits, sketch a circuit which will give this frequency response; you do NOT have to specify component (R and C) values.
A system has the frequency response 0.1 ja H(jw) = (1+10) (1 + 100) a) Sketch the Bode straight-line approximate gain plot (on the attached semilog paper): label the slope of any non-horizontal section(s) and label the dB level of any horizontal section(s); b) What type of filter does this represent? c) Using the table of op-amp circuits, sketch a circuit which will give this frequency response; you do NOT have to specify component (R and C) values.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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![4. A system has the frequency response
H(jw):
0.1 jw
jar
+ (1+
10.
iw
a) Sketch the Bode straight-line approximate gain plot (on the attached semilog paper);
label the slope of any non-horizontal section(s) and label the dB level of any
horizontal section(s);
b) What type of filter does this represent?
c) Using the table of op-amp circuits, sketch a circuit which will give this frequency
response; you do NOT have to specify component (R and C) values.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F107a2832-bbfd-47b6-ba5d-8a42beb8850a%2F90b61736-bd6e-4f37-9c2f-1ef87aea75b0%2Fhxm3xfd_processed.png&w=3840&q=75)
Transcribed Image Text:4. A system has the frequency response
H(jw):
0.1 jw
jar
+ (1+
10.
iw
a) Sketch the Bode straight-line approximate gain plot (on the attached semilog paper);
label the slope of any non-horizontal section(s) and label the dB level of any
horizontal section(s);
b) What type of filter does this represent?
c) Using the table of op-amp circuits, sketch a circuit which will give this frequency
response; you do NOT have to specify component (R and C) values.
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