Sol.
Consider the circuit below. Using Fourier transform analysis: 192 (a) Find the transfer function H(o)=V.(0V:(0). (b)...
Consider the following circuit shown in Figure P4. a. Calculate the transfer function H(s) = b. Show that the circuit is a bandreject filter. c. Find the bandwidth, center frequency, the cutoff frequencies and the quality factor of the filter?
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. Design a parallel RLC bandpass filter, derive the transfer function H(s). Compute the center frequency, Wo. Calculate the cutoff frequencies Wej and Wc2, the bandwidth ß, and quality factor, Q. Compute values for R and L to yield a bandpass filter with a center frequency of 5kHz and a bandwidth of 200Hz, using a 10nF capacitor. (25 points) 1. Design a parallel RLC bandpass filter, derive the transfer function H(s). Compute the center frequency, Wo. Calculate the cutoff frequencies...
Find the transfer function H(jω) for the circuit above as a function of jω. (Leave R and L as variables). Assume V R to be the output and V S to be the input. С L RVR(t) vs (t) A. Find the transfer function H(jo) for the circuit above as a function of jaw. (Leave R and L as variables). Assume V to be the output and V to be the input. S R B. Find the Magnitude and Phase...
Transform the circuit below into the frequency domain, then use nodal analysis to find V(ω), the Fourier transform of v(t). 212 www + + 1 V v(t) 1F 28(t) A
Question 1 (15 points) Consider the circuit below with vi as the input and v, as the output. Let the component values be R = 1001 and C = 1000F. C + v;(t) vo(t) Answer the following questions using the formulas from the lecture slides: 1. What is the type of this filter? (1 points) 2. Write down the expression for the transfer function H(w) of the circuit. (4 points) 3. Write down the expression for frequency response |H(w) of...
5) Consider the following second-order bandpass filter. As input voltage, apply V(t) 100Ω, C-4.7 μF. and L-10mH. sin(wt).R in Vout Fig 9: Second-order band-pass filter a) Determine the frequency response function H(ju) Ve-ju) / Vm(ju) and sketch the magnitude and phase characteristics versus w by calaulation. Calculate the theoretical cutoff frequency of the filter Using PSpice AC analysis, plot magnitude lHju)l and phase ф characteristics of the filter, between 1 Hz-100 KHz b) c) 5) Consider the following second-order bandpass...
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...
Question 2 (20 points) Consider the circuit below with Vị as the input and v, as the output. Let the component values be R = 33.2, C = 470uF and L = 250mH. R + + yo(t) L - Answer the following questions using the formulas from the lecture slides: 1. What is the type of this filter? (2 points) 2. Write down the expression for the transfer function H(w) of the circuit. (4 points) 3. Write down the expression...
the circuit shown, 1. Find the transfer function H(jw) 2. If R R2 12 and L1mH, plot the frequency response (both the gain and the phase shift) of the circuit; 3. Identify the type of filter the circuit is, and state the break (cut off) frequency. R1 v(t)Vcos(ut) L1 R2 Figure 1 the circuit shown, 1. Find the transfer function H(jw) 2. If R R2 12 and L1mH, plot the frequency response (both the gain and the phase shift) of...