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Design a high-pass R-C filter to have a cutoff or comer frequency of
Choose the closest commercial value for R, and then recalculate the resulting corner frequency. Sketch the normalized gain
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Introductory Circuit Analysis; Laboratory Manual For Introductory Circuit Analysis Format: Kit/package/shrinkwrap
- First calculate the transfer function H(z) from the following difference equation.Then extract the filter parameters (as and bs) that are rquired to implement this filter in Python. y[n] = 2y[n-2] + 7y[n-1] + 4x[n] a = .. , .. , .. , .. b = .. , .. , .. , .. Please show me step by step to understand it clearlyarrow_forwardDESIGNPROBLEM_PSPICEMULTISIM Use a 500 nF capacitor to design a bandreject filter, as shown . The filter has a center frequency of 4 kHz and a quality factor of 5. 1. a) Specify the numerical values of R and L. 2. b) Calculate the upper and lower corner, or cutoff, frequencies in kilohertz. 3. c) Calculate the filter bandwidth in kilohertz.arrow_forwardDesign a fourth-order low-pass filter with a cutoff frequency of 500 Hz and apassband gain of 10. Use 1 μF capacitors. Sketch the Bode magnitude plot forthis filter.arrow_forward
- Consider the low-pass filter , which has a load resistor RL. 1. a) What is the transfer function of the unloaded filter? 2. b) What is the transfer function of the loaded filter? 3. c) Compare the transfer function of the unloaded filter in part (a) and the transfer function of the loaded filter in part (b). Are the cutoff frequencies different? Are the passband gains different? 4. d) If R=330 Ω and L=10 mH, what is the cutoff frequency of the unloaded filter in rad/s? 5. e) What is the smallest value of load resistance that can be used with the filter components in part (d) so that the cutoff frequency of the resulting filter is no more than 5% different from the unloaded filter?arrow_forward1. For the H; filter below, Determine the DFT H(u.x) of the filter (assuming the origin is at the center), and sketch the one dimensional profiles H(u,0) and H(0.v). Note: you should assume u represent the vertical frequency and v the horizontal frequency. H -1 -3 -11 0 0 0 1 3 1 2. By hand, compute the DFT of each of the following sequences: (a) [2, 3, 4, 5] (b) [2, 3, 4, 5] (©) (-9, -8, -7, -6] (d) (-9, 8, -7, 6] Compare your answers with those given by Matlabis fft function (or equivalent).arrow_forward(a) Calculate fo, Q, and the bandwidth for the band-pass filter as shown if Rth = 1 kΩ, R2 = 200 kΩ, and C1 = C2 = 220 pF. (b) Use magnitude scaling to change the element values so that Rth = 3.3 kΩ. (c) Use frequency scaling todouble fo for the filter in part (a).arrow_forward
- Use a 250 Ω resistor to design a low-pass passive filter with a cutoff frequency of 8 krad/s. 1. a) Specify the value of the filter’s inductor. 2. b) A load resistor of 270 Ω is connected across the output terminals of the filter. What is the cutoff frequency of the loaded filter, in rad/s?arrow_forwardFor a basic passive RLC bandpass filter, I am calculating the values of RLC for a specific resonance frequency and bandwidth. The resistor is 1 kilo-Ohm. For a bandwidth of 600 Hz, and a resonance frequency of 2kHz, what are the values of L and C given the following equations:Bandwidth = R/Lω0 = (1/LC)^(1/2)arrow_forward1. a) Assume the cutoff frequency cannot decrease by more than 10% from the specified value, 8 krad/s. What is the smallest value of load resistance that can be connected across the output terminals of the filter? 2. b) If the resistor found in part (a) is connected across the output terminals of the filter, what is the magnitude of H(jω) when ω=0?arrow_forward
- Answer directly, may or maynot provide explanantion 13. What is the phase angle of the center frequency of a band pass filter? 14. The cut-off frequency of the 1st order high pass filter is determined by setting the magnitude of the transfer function of the filter |H(jω)| equal to what value? 15. The difference between an active filter and a passive filter is the presence of the __________________ device.arrow_forwardDesign a passive 1-order RC high-pass filter with a cutoff frequency of 8 kHz.arrow_forwardWrite a program to design a bandpass analog Butterworth that pass the frequency 20 rad/sec for the signal x(t) = sin(20t) + sin(40t) . then 1- Plot the filtered signal (time domain and spectrum). 2- Plot the frequency response of the filter. 3- Verify your resultarrow_forward
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