2. The KHN universal biquad filter shown below has the following transfer function for the high-pass...
Determine the transfer function for a 2nd order Chebyshev low pass filter with 3dB frequency of 100krad/sec, a maximum gain of OdB, and a passband ripple of 1dB. (40 points) (a) (b) A bandpass filter is made by cascading the filter described in part (a) with a 2nd order Chebyshev high pass filter with 3dB frequency of 1krad/sec, a maximum gain of OdB and passband ripple of 2dB. Determine the midband gain of the filter. (30 points) A Chebyshev bandpass...
Problem 3. Show that the circuit shown below behaves as a bandpass filter. (Hint-find the transfer function for this circuit and show that it has the same form as the transfer function for a bandpass filter. a) Find he center frequency, bandwidth and gain for this bandpass filter. b) Find the cutoff frequencies and the quality for this bandpass filter 10 AF HA 400 SOLF
1. Derive the transfer function for the low pass filter shown in Figure 1. The general form is: H(s) w? W. s2 + +w? 2. Determine the component values by equating the derived transfer function to the general transfer function to meet the following specifications: a) fc = 2 kHz, and Q = 0.7071 for a Butterworth response. HH Vi R R C2 HHI Figure 1. Low-Pass Filter
Consider the following transfer function of a bandpass filter: 20 1,500 T(S) = 2 1,500 + 1)(30.000 +1) a) Draw the Bode plot (magnitude and phase) of T(s). Label the slopes (dB/decade) b) Name the filter type. c) Determine the resonant frequency o d) Determine the gain in dB at the resonant frequency e) Determine bandwidth B, and the quality factor of the filter. Magnitude (dB) Phase (Deg)
C V. Figure 2 A band-pass filter circuit This is the transfer function of a band-pass filter having R = R2 //R Center frequency, a[ 1/R' R C12 radians Bandwidth B2(R, C) radians Maximum Gain Ag- R/2R Band-Pass Filter Design Design a band-pass filter to obtain f-160 Hz, B-16 Hz and o- 10. Supply voltages of +20 and -20 Volts are available. Laboratory Measurements and Results . By applying sinusoidal voltage at the input and by varying its frequency, obtain...
For the Multi Feedback Topology Band-pass Filter circuit shown in Figure 1 below, confirm the transfer function H(s) given below 0 Figure 1: Multiple Feedback Topology Band-pass Filter (MFT BPF) Vo SR で 1 Ri R3 2R TR2C where the filter's parameters are o f: middle (center) frequency in Hz o Am: gain at middle frequency, fm, in V/V o B: bandwidth between half power frequencies in Hz o Q: quality factor. One of the nice features of this circuit...
2.Design a high pass filter with a -3 dB frequency of 1 MHz, using the same parts in problem #1. Sketch the magnitude and phase of the transfer function. Answer Qs 2 only I put 1 for the reference 1.Design a low pass filter with a – 3 dB frequency is 1 MHz. The largest capacitor that I have in my bin is 10 nF. a. Find the transfer function for the circuit and sketch its magnitude and phase that...
Consider the filter shown in Figure P1 a) Show that the circuit behaves as a band-pass fiter. (Hint: Find the transfer for this circuit and show that it has the same form as the transfer function for a band-pass filter.) b) Find the center frequency, bandwidth and gain for this band-pass filter c) Find the cutoff frequencies and the quality factor for this band-pass filter. 10 u.F 5 k2 50mF 16 400 (2 Figure P1
Evalute S_rov(f) over the transfer function H_filt(f). The transfer function is a high pass filter ree 600-500)+ ret 6.00+ 5000 000 + rect
3.11.1 Determine the -3 dB bandwidth of the filter whose frequency transfer function is: H(w) = 1/[(jw)+ 1.4(jw) + 1.5). Also, calculate the ratio of the -60 dB to -6 dB bandwidths for this filter. (This ratio is often used as a convenient measure of the selec- tivity of the filter.)