V. (8) Determine the transfer function H (8) = - -. Hint: Replace jw with s...
(5 points) You are given a circuit with the following transfer 5jw function, H(jw) = (jw+2)(0.2.jw+1) Vout (t) = 9sin(t + 6.10865)V (the angle is in radians), determine: Vin (t) = V help (formulas)
Find the transfer function H(s) for the circuit below. Make s=jw
and plot the Bode plot (magnitude and phase response) for the
transfer function.
C = out 페
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
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 transfer function Vo(s)/Vi(s) of the electrical system described in figure shown below is: * (3 Points) R w + U L 10000 Vo (LCS"3(LC S) 12+ CR 5+1) 1/(LC s 2+ CR S+1) Ayat Abdullah Muham posted a new messag Automatic Control 110005 Ls/(C 2+ CR 5+1) 2. CR 5+1)Option 6
Determine which of the following is true for the transfer function below: C(s) 2(8+1) R(8) 8(8+2) = (Hint: Poles are the roots for the denominator of the transfer function denoted by "x" in the graph and Zeros are the roots for the numerator of the transfer function denoted by "o" in the graph) System is overdamped System is undamped jw الماز s-plane s-plane O -2 -2 -1 The transfer function of the system described by dy + 3 + 2y...
р Question 3 Consider the transfer function, H(s), of a non-causal LTI system H(S) = s+2 (8+3)(82 +8+5) (82–8+5) 1. Determine ROC for H(s) = = = xx, E P T
PROBLEM #2: In the circuit shown, suppose that R and C are given. The transfer function of the circuit is G(s)== RCs +1 The impulse response of the circuit is g(t)== Let/RC ·u,(t). RC CV.CO Given that the input voltage is v;(t)=u,(t), determine the zero-state response v.(t) for t20 in two equivalent ways: (a) Use convolution. That is, compute the integral vo(t) = [ 8(t – T )v;()dt. (b) Use Laplace transforms. That is, compute vo(t) = ('{G(s)V;(s)}.
Determine the complex transfer function T(s) = V/V; for the circuit shown below. Specify it as a function of the complex frequency, s, and the symbols for the resistors and capacitor. On the attached graph, plot the magnitude of the complex transfer function T(jw) in decibels as a function of the frequency f of the source as f varies from 1 Hz to 1 MHz. Assume that the op amp is ideal. Use as the numerical values for the resistors...
For the circuit shown in Figure 1, determine (a) The transfer function H(s) Vo(s)/V(s) 1 (b). The impulse response h(t) given that R,-5Q, R2-2Q, L,-1 mH, and L2 = 2 mH Ri L R2 Figure 1.