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(5 points) You are given a circuit with the following transfer 5jw function, H(jw) = (jw+2)(0.2.jw+1)...
Problem 2 An RC circuit ( with an active component) has the following transfer function (where R and Care positive) H(s) - Vout(8) _R|| R/10k12 Vin(8) 10KN 1 + $RC Where s = jw Find the value of the resistor and the value of the capacitor so that: for w = 0 rad/s, H(jw)lde = +12dB at f = 1kHz, |H(jw)lab = +9dB Problem 3 The transfer function of a circuit is given by H(S) = Vout(s) Vin(s) Where s...
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...
Problem 5: (20 points) Given the following circuit VIN L Vout R a) Write the loop equation for the circuit, and then find the transfer function Vout(s) H(S) = Express H(s) so that the coefficient of the s in the denominator is 1. Vin(s) b) If Vin(t) is 20u(t), find out(t). c) If Vin(t) is 20u(t) find the final value using the final value theorem (show your work), d) Assume (R/L) = 10, if the input is Vin(t) = 100...
QUESTION #2 PLEASE 1. Derive the transfer function for the circuit shown below. Plot H(s) versus frequency in Hertz, on a semilog scale. Ri 11.3 k Ri 22.6 k R R = 68.1 kN R3 C C 0.01 uF R2 Vout(s) Vin(s) C2 10 (s+5) H(s) = (s+100)(s5000) , (a) draw the magnitude Bode plot 2. For the transfer function and find the approximate maximum value of (H(jw) in dB, (b) find the value of w where 1 for w>5...
10 points 7. For the circuit in problem 6, what is the -3db bandwidth of the closed-loop amplifier system? A. 6.28 x 10° radians per second B. 3.4 x 108 radians per second C. 6.5 x 10' Hz D. 1.44 x 10 Hz E. 1.2 x 10 Hz S. Consider the linear amplifier below, assume the OpAmp is compensated vin Vin R2 Vout 1002 R4 2 Vout 0 1000 R3 500Ω 10 points Ir I'V de is applied to the...
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...
Find the transfer function (H(jw) = t) of each of the following filters. Then, determine C2 R1 R2 IN OUT IN OUT L1 R3 IN OUT IN OUT Figure 1
Given the circuit in Figure 5 and 1(t) = Icos(ωt) A, find the transfer function H(ω) = V/I 10 Ω + 1(t) 10 Ω Vo(t) 0000 20 mH Figure 5
uestion Two ) Consider a second order system whose transfer function, H(s), is given by: s+5 A(s) = (s+5):42 (0) Find the poles of H(s) and comment on whether you think the system is stable. (i) Using Laplace tables write out the system's response, h (t) and draw a rough (iii) An input voltage, Vin(t) = 29 (t2 0), was passed through the second order system. Taking V (s)- 2 and noting that Voufs) - Vn(s)H(s), it was found the...