I need to find the transter function H(w), H(s), cutting frequencies, quality factor (Q) and graph |H(s)|
I need to find the transter function H(w), H(s), cutting frequencies, quality factor (Q) and graph...
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...
plot the bode plot for the following I. (5 pts.) Plot the Bode plot for the following function on the graph provided. Note: you need to label the H(w axes. H)-10 +101s +100 s +10 o2π 3T/4 t/2 π/4 10K 1K 100 10 0.1 0.01 I. (5 pts.) Plot the Bode plot for the following function on the graph provided. Note: you need to label the H(w axes. H)-10 +101s +100 s +10 o2π 3T/4 t/2 π/4 10K 1K 100...
0.552 +0.5 102 s² + +1 S In Fig. 4.4, R=0.2 M2, C=25 pF and L=0.04 H. Show that the transfer function H(s) is: 1,(s) H(S) = I(S) 1012 10 (a) Plot the pole-zero diagram of H(s). (b) What filter is given by H(s)? Why? (c) Determine the resonant frequency 0., the quality factor Q, the cut-off frequencies 01 and 02 and the bandwidth B. i (t) w ift) R Fig. 4.4 jo
Answer should be Q=4.22 10.28 Find the quality factor for the circuit given in Fig. P10.21 given that the res- ad/s. onance frequency is e, = 6 10 r
i need to find the function that generates this graph with his level curves
0.55 +0.5 102 S Problem 4.4 In Fig. 4.4, R=0.2 M2, C=25 pF and L=0.04 H. Show that the transfer function H(s) is: 1 (5) H(S)= (5) + +1 L102 107 (a) Plot the pole-zero diagram of H(s). (b) What filter is given by H(s)? Why? (e) Determine the resonant frequency 0o, the quality factor Q, the cut-off frequencies 01 and 02 and the bandwidth B. i (0) it) R Fig. 4.4
For the following resonant series circuit shown in fig. 1, find : - Quality factor, Q. - Bandwidth, B. - The voltage across the capacitor. - The voltage across the inductor. - The voltage across the resistor. L = 4.7 mH C = 0.001uF S R = 470 VIN-1 V Fig. 1 Resonant series circuit
Conditional/Unconditional demand for an input factor A firm produces an output using production function Q = F(L, K):= L1/2K1/3. The price of the output is $3, and the input factors are priced at pL 1 and pK-6 (a) Find the cost function (as a function of output Q). Then find the optimal amount of inputs i.e., L and K) to maximize the profit (b) Suppose w changes. F'ind the conditional labor deand funtionL.Px G) whene function L(PL.PK for Q is...
Conditional/Unconditional demand for an input factor A firm produces an output using production function Q = F(L, K):= L1/2K1/3. The price of the output is $3, and the input factors are priced at pL 1 and pK-6 (a) Find the cost function (as a function of output Q). Then find the optimal amount of inputs i.e., L and K) to maximize the profit (b) Suppose w changes. F'ind the conditional labor deand funtionL.Px G) whene function L(PL.PK for Q is...
For the given transfer function: Ho-2where s 5 (s s (s +10) where s =j w Sketch the approximate Bode plots (amplitude and phase). Label all the amplitude values in db, phase values in degrees, the slopes in db/dec, and the corner frequencies in rad/sec.. a. b. If the gain of the transfer function given above, H(s), increased by a factor of 10 (from 5 to 50), what will happen to the approximate Bode plots (amplitude and phase) that you...