V2(s) of the circuit below and draw its magnitude and phase Bode Find the transfer function H(s) = vi(s) plots. 1 μF V1(1) w 100 k2 1k2 v2(1)
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- The positive values of "K" and "a" so that the system shown in the figure below oscillates at a frequency of 2 rad/sec respectively are K(s+ 1) R (s)- C(s) (s + as? + 2s + 1) O 1,0.75 O 1,0.66 2,0.66 2,0.75Graph magnitude and phase versus f (f) = [rect (* = 1000) = + rect (f+1000 100 900)] e- e-jxf1500A tank circuit contains a capacitor and an inductor that produce 30 2 of reactance at the resonant frequency. The inductor has a Q of 15. The voltage of 277V is connected to the circuit. What is the total circuit current of the resonant frequency? Show your work. a) IT= 0.615 A b) IT= 0.423 A c) IT = 0.846 A d) IT= 0.321 A
- Determine the fundamental period of the following signalA resistance of 100 and a capacitance of 100 µF is connected in series to the parallel combination of a 20-0 resistor and a 15-mH inductor. The circuit is energized by a 120 Vac, variable frequency supply. Derive the formula for resonant frequency and use it to find the resonant frequency.Given the series RLC circuit. If R=-10 ohm, find the values of L and C such that the network will have a center frequency of 100 kHz and a bandwidth of 1kHz. The output of the circuit is taken across series LC. Select one: O a. 1.59 mH and 1.59 nF O b. 1.59 mH and 1.59 uF Oc 1.59 uH and 1.59 uF O d. 1.59 H and 1.59 nF
- Plz solve all parts Plz solve within 40min I vill give definitely upvote and vill give positive feedback thank youB-7-3. Plot Bode diagrams (Log-magnitude curve with the asymptotes and Phase-angle curve) of G₁(s) given as follows G₁(s) = 1+s 1+2sProposed an industrial application with a transfer function. Using the proposed transfer function: 1. Sketch the corresponding magnitude and phase asymptotic Bode plot by hand (Using semi log paper). 2. Plot the corresponding Bode plot in MATLAB and verify that the result corresponds to you hand-sketched asymptotic plot. refer here https://www.mathworks.com/help/ident/reflbode.html 3. Use the MATLAB function to obtain the gain margin and phase margin. Tips: watch class video 4. Comment on system stability based on obtaining gain margin and phase margin.
- el A parallel resonant RLC circuit is driven by a current source is = 20 cos(wt) MA and %3D Shows a maximum response of 8 V at w = 1000 rad/s and 4V at w=897.6 rad/s. Determine the value of passive components R, L and C. %3DQ9 Given that you have found the following transfer function for a circuit, H(jw), what is the magnitude at very high frequencies? (If your answer contains w, you may simply type "w" instead.) J (jw): 0 jwRC (1-w²LC)+jwRC Save Answer Las 010 Given that you have found the following transfer function for a circuit, H(jw), what is the phase (in radians) at very low frequencies? (If you answer contains π, you may simply type "pi" instead) pi/2-tan^-1(wRC/(1-(w^2)*LC) Save Answer LáIn a series RLC circuit, the applied voltage is 108V. At resonance, the frequency is 200rad/sec, and the circuit current is 8.38 A. What is the resistance of the circuit (in Ohms)?