V2(5) of the circuit below and draw its magnitude and phase Bode Find the transfer function H(s) =V₁(5) plots. + v1(t) 1 μF w 100 ΚΩ 1 ΚΩ V2(t)
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- A 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 AThe solution needed to be printed, not handwrittenProposed 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.
- A coil with resistance of 100 and an inductance of 15 mH is connected in series to the paralle combination of a 20-0 resistor and a 100 uF capacitor. 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.B-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+2sFind the magnitude, phase and impulse response from the following frequency response (eju) = 4e-j4w sin sin() w
- 8. What is the phase of this transfer function? 1 R+ H(w)= jaC+1/R (R+ jaL)solve the question in the image.For the circuit in figure below, the upper critical frequency due to the output RC circuit (assumed re=D 10 Q and Cbc=D4 pF) is Vcc +20 V Rc Cs Vou 2.2 k2 R1 33 k2 0.1 F Rp 5.6 k2 R. 0.1 uF 50 2 R2 4.7 kO 10F 560 2
- Q9 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 Lá3- Analyze the system shown below to find the output waveform, Vout, assume the capacitor voltage value is -1.0 V at t-0 and RC-1 msec. -0.5 -1.0 V(1), V 1.0 0.5 R $ AAA f, msecA tank circuit contains a capacitor and an inductor that produce 30 of reactance at the resonant frequency. The inductor has a Q of 15. The voltage of 277 V is connected to the circuit. What is the total circuit current at the resonant frequency?