please answer all the parts and show the work. THank you so much
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please answer all the parts and show the work. THank you so much
An active filter...
This filter is an active bandpass filter Compute the transfer function for the circuit of in term...
This filter is an active bandpass filter
Compute the transfer function for the circuit of in
terms of the circuit constants R1 R2 R3 C1 and C2. Then, replace
the complex variable with omega, and the circuit constants with
their numerical values and plot the magnitude versus radian
frequency .
What kind of filter is this? Find the transfer function of the circuit and Use MATLAB to plot IVout/Vin over frequency to verify your answer. 0.01 μF 106.1 kΩ 0...
TE Question 5 (20 marks) An active filter circuit is shown in Fig. 4. The cut-off frequency of this active filter is...
TE Question 5 (20 marks) An active filter circuit is shown in Fig. 4. The cut-off frequency of this active filter is 1590Hz. The Input impedance and voltage gain of this filter are 10k0 and -5VN respectively Vout R1 vin R2 C1 Fig. 4 By assuming the operational amplifier, A is ideal, answer the following questions: (a) () State the type of this active fiter. (i) Explain the characteristic of this active filter. [2 marks] 3 marks] (b) 0) Calculate...
R2 R1 1,C2 C1 Vo vin + The figure shows the circuit diagram of an active...
R2 R1 1,C2 C1 Vo vin + The figure shows the circuit diagram of an active filter using an ideal operational amplifier. The values of the circuit components are as follows, R1 - 960 ohms, R2 - 2600 ohms, C1 - 1.0 microfarads, C2-0.8 microfarads. The magnitude of the circuit gain vo/vin at a frequency of 200Hz is determined as nearest to which of the following answers:- 00 O 0.7 O 1.5 22 3.3
Please answer all parts thank you 6. [15 POINTS] Consider a passive low-pass filter as shown...
Please answer all parts thank
you
6. [15 POINTS] Consider a passive low-pass filter as shown below. 1k2 + - m - + Vin(t) 1 mF Vout(t) a) Derive a transfer function for the above circuit. b) Derive a time-domain expression for the unit impulse response of the circuit. Also, plot the impulse response as a function of time. c) Derive a time-domain expression for the unit step response of the circuit. Also, plot the step response as a function...
53. A 2- order normalized Butterworth filter can be improved by using a so-called Chebeyshev filter...
53. A 2- order normalized Butterworth filter can be improved by using a so-called Chebeyshev filter The 3dBNLP second order NLP Chebeyshev transfer function is: 0.5012 2 +0.6449s+0.7079 Cheb3dBNLP(s) The Chebeyshev filter has some ripple in the passband but has better roll off, more attenuation in the stop band. If one can tolerate some ripple (sort of like a bouncy car ride) in the passband Chebeyshev filters typically have lower order than Butterworth filters. But, Butterworth filters have NO ripple...
R2 R1 HO Vo vin HC1 + The figure shows the circuit diagram of an active...
R2 R1 HO Vo vin HC1 + The figure shows the circuit diagram of an active filter using an ideal operational amplifier. The values of the circuit components are as follows, R1 = 960 ohms, R2 = 2650 ohms, C1 = 0.1 microfarads, C2 = 1.0 microfarads. The magnitude of the circuit gain vo/vin as frequency approaches infinity is determined as nearest to which of the following answers:- 00 O 0.1 O 0.42 O 1.0 O infinity
Figure Q3 (b) shows the circuit of an active filter. (1) Identify the type of filter...
Figure Q3 (b) shows the circuit of an active filter. (1) Identify the type of filter (1) Calculate the high cut-off frequency low cutoff frequency. (ii) Band width. (2 marks) (4 marks) (1 marks) 4.7k92 4.7k92 18k2 W 18692 0.05F Vio 1062 0.02 LF Figure Q3 (b)
please answer i and ii step by step (c) An active filter circuit with an op-amp...
please answer i and ii step by step
(c) An active filter circuit with an op-amp that is ideal in all respects is shown in Figure 1.3. It has the magnitude transfer function Vout R.0 Figure 1.3: Active filter circuit with an ideal op-amp Gi) By choosing suitable frequency points for the component values of R- 10 kQ and C -0.1 HF, draw the magnitude Bode plot for the filter circuit of Figure 1.3. Use the graph paper of Page...
Given the circuit below: R3 C1 Vout C2 R1 R3 Vin R2 ts 1 a) derive the transfer function between ...
Given the circuit below: R3 C1 Vout C2 R1 R3 Vin R2 ts 1 a) derive the transfer function between the input and the output in terms of R1,C1,R2,C2 b) For this and all other parts below, assume Izl<Ipl, i..e that D(s) is a lead-type compensator. The transfer function is written in the following format ts 1 Express quantities K, z, p using R1,C1,R2,C2 Also, express Κα, α, τ using K,z, p c) Observe the values of s-jw on the...
Design an active band-pass filter such that the center frequency is Fo-2.5 kHz, bandwidth is BW...
Design an active band-pass filter such that the center frequency is Fo-2.5 kHz, bandwidth is BW 400 Hz and gain is K-3 for Figure 10.5. Find the values for the capacitors, and resistors. Compute the theoretical values of Vout and |Av Vout / V l and record the results in Table 10.5-A. VEE -15V C1 R3 C2 R1 R2 Vout +VCC +15V Figure 10.5
This filter is an active bandpass filter
Compute the transfer function for the circuit of in
terms of the circuit constants R1 R2 R3 C1 and C2. Then, replace
the complex variable with omega, and the circuit constants with
their numerical values and plot the magnitude versus radian
frequency .
What kind of filter is this? Find the transfer function of the circuit and Use MATLAB to plot IVout/Vin over frequency to verify your answer. 0.01 μF 106.1 kΩ 0...
TE Question 5 (20 marks) An active filter circuit is shown in Fig. 4. The cut-off frequency of this active filter is 1590Hz. The Input impedance and voltage gain of this filter are 10k0 and -5VN respectively Vout R1 vin R2 C1 Fig. 4 By assuming the operational amplifier, A is ideal, answer the following questions: (a) () State the type of this active fiter. (i) Explain the characteristic of this active filter. [2 marks] 3 marks] (b) 0) Calculate...
R2 R1 1,C2 C1 Vo vin + The figure shows the circuit diagram of an active filter using an ideal operational amplifier. The values of the circuit components are as follows, R1 - 960 ohms, R2 - 2600 ohms, C1 - 1.0 microfarads, C2-0.8 microfarads. The magnitude of the circuit gain vo/vin at a frequency of 200Hz is determined as nearest to which of the following answers:- 00 O 0.7 O 1.5 22 3.3
Please answer all parts thank
you
6. [15 POINTS] Consider a passive low-pass filter as shown below. 1k2 + - m - + Vin(t) 1 mF Vout(t) a) Derive a transfer function for the above circuit. b) Derive a time-domain expression for the unit impulse response of the circuit. Also, plot the impulse response as a function of time. c) Derive a time-domain expression for the unit step response of the circuit. Also, plot the step response as a function...
53. A 2- order normalized Butterworth filter can be improved by using a so-called Chebeyshev filter The 3dBNLP second order NLP Chebeyshev transfer function is: 0.5012 2 +0.6449s+0.7079 Cheb3dBNLP(s) The Chebeyshev filter has some ripple in the passband but has better roll off, more attenuation in the stop band. If one can tolerate some ripple (sort of like a bouncy car ride) in the passband Chebeyshev filters typically have lower order than Butterworth filters. But, Butterworth filters have NO ripple...
R2 R1 HO Vo vin HC1 + The figure shows the circuit diagram of an active filter using an ideal operational amplifier. The values of the circuit components are as follows, R1 = 960 ohms, R2 = 2650 ohms, C1 = 0.1 microfarads, C2 = 1.0 microfarads. The magnitude of the circuit gain vo/vin as frequency approaches infinity is determined as nearest to which of the following answers:- 00 O 0.1 O 0.42 O 1.0 O infinity
Figure Q3 (b) shows the circuit of an active filter. (1) Identify the type of filter (1) Calculate the high cut-off frequency low cutoff frequency. (ii) Band width. (2 marks) (4 marks) (1 marks) 4.7k92 4.7k92 18k2 W 18692 0.05F Vio 1062 0.02 LF Figure Q3 (b)
please answer i and ii step by step
(c) An active filter circuit with an op-amp that is ideal in all respects is shown in Figure 1.3. It has the magnitude transfer function Vout R.0 Figure 1.3: Active filter circuit with an ideal op-amp Gi) By choosing suitable frequency points for the component values of R- 10 kQ and C -0.1 HF, draw the magnitude Bode plot for the filter circuit of Figure 1.3. Use the graph paper of Page...
Given the circuit below: R3 C1 Vout C2 R1 R3 Vin R2 ts 1 a) derive the transfer function between the input and the output in terms of R1,C1,R2,C2 b) For this and all other parts below, assume Izl<Ipl, i..e that D(s) is a lead-type compensator. The transfer function is written in the following format ts 1 Express quantities K, z, p using R1,C1,R2,C2 Also, express Κα, α, τ using K,z, p c) Observe the values of s-jw on the...
Design an active band-pass filter such that the center frequency is Fo-2.5 kHz, bandwidth is BW 400 Hz and gain is K-3 for Figure 10.5. Find the values for the capacitors, and resistors. Compute the theoretical values of Vout and |Av Vout / V l and record the results in Table 10.5-A. VEE -15V C1 R3 C2 R1 R2 Vout +VCC +15V Figure 10.5
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