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rva.raghav
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H12P3:Our specification is that we want there to be two break frequencies for this filter: 12Hz and 17kHz. We also want midband frequencies, such as signals around 1kHz, to be amplified by about a factor of 2.
We have available a 1.2μF and a 470pF capacitor. We also have a variety of resistors between 100Ω and 100kΩ. However, our op amp really likes RS=20kΩ.
Your job is to fill in the remaining details of this design.Please help me nurali
 one year ago
 one year ago
rva.raghav Group Title
H12P3:Our specification is that we want there to be two break frequencies for this filter: 12Hz and 17kHz. We also want midband frequencies, such as signals around 1kHz, to be amplified by about a factor of 2. We have available a 1.2μF and a 470pF capacitor. We also have a variety of resistors between 100Ω and 100kΩ. However, our op amp really likes RS=20kΩ. Your job is to fill in the remaining details of this design.Please help me nurali
 one year ago
 one year ago

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Nurali Group TitleBest ResponseYou've already chosen the best response.1
1. 11052.426 2. 19919.266 3. 20000 4. 1.2μF 5. 470pF 6. 11052.426 7. 19919.266 8. 1.2μF 9. 470pF 10. 1.80
 one year ago

Nurali Group TitleBest ResponseYou've already chosen the best response.1
if correct please click best response.
 one year ago

mj77 Group TitleBest ResponseYou've already chosen the best response.0
could you please mention the formula using for calculations
 one year ago

WAK Group TitleBest ResponseYou've already chosen the best response.1
HWP3 filter: 10Hz and 19kHz. signals around 1kHz, to be amplified by about a factor of 2. 0.68μF and a 390pF capacitor. resistors between 100Ω and 100kΩ. RS=20kΩ. pi=3.14 part1) First find C1=0.68*10^6 = 6.8e7 (answer of part 4) Then R1*C1=1/(2*pi*f) R1*C1=1/(2*pi*10) so R1= 23417 part 2)First find C2=390*10^12 = 3.9e10 (answer of part 5) R2*C2=1/(2*pi*19*10^3) R2= 21489 part 3) Rs = Rf = 20kΩ = 20000 Ω part 6 : R3= R1 part 7 : R4= R2 part 8: c3=c1 part 9 : c4= c2 part 9 :Midband gain = (R4/R3)
 one year ago
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