The source voltage is Vs = 48.59 sin 90° in the following circuit having R1= 48.59 k2 series resistance. The switch remains open for a long time. Then at t=0, the switch is closed, and it remains closed forever. Determine the output voltage (in Volts) across C1=48.59 µF, during steady-state conditions. R1 C1 3 uF V Vs (+) L=1H 10 kn 10 kn
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- C5 What is the correct explanation for the voltage seen at Va in Figure C5? Va 1 Sost We will assume that the Vout Out Vb, capacitor is charged to a value determined by the feedback and the supply voltage +BVsat. Figure C5 A. The waveform on the capacitor looks like a discharge, and then a charging waveform to an equal but opposite magnitude voltage, B. The capacitor simply reverses its charge, with a charging waveform, C. The capacitor simply reverses its charge, with a discharging waveform, D. None of the above.For the circuit below assuming an ideal switch, preform transient analysis to predict the voltage across resistor, R2 and plot the results. The inductor will have zero current as initial condition. L1 0.005 2 U1 100mH R1 1k V1 20Vdc R2 100A sinusoidal voltage has a value of 100 volts at 2.5 milliseconds and takes 20 milliseconds to complete one cycle. Then find the maximum cost and the time to reach it for the first time.
- A resistor & a capacitor are connected in series across 230V, ac supply. The current taken by the circuit is 4 A for 50 Hz frequency. The current is reduced to 2 A, when the frequency of supply is decreased to 40 Hz. Determine the value of resistor & the capacitor.Given the circuit in Figure 04 and defining that: Vs = 100 sin (wt) Volts and the firing angle of the thyristors T1 and T2 is equal to 110° and that T3 and T4 have similar firings in the negative half-cycle of Vs. a)Sketch the output voltage waveform for a highly inductive load. b) Sketch the waveform output voltage, replacing the highly inductive load with a purely resistive load. c) Get the value of the average output voltage when the load is purely resistive.A capacitor "C", an inductor "L" and a switch "S" are connected in series. When the switch is open, the plate to the left of the capacitor has charge "Qo". The switch is closed the load and current vary sinusoidally with time. Represent graphically the load "Qo" and the intensity of current "I" as a function of time "t", and explain why the current leads the load by a phase difference of 90°.
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