citor i Voltage and current as a function -10 of time. b. Find and plot the...
3.(20 points) The voltage across a capacitor with capacitance C 100 F is given by 20t, 0si<1 20, 1st<2 -401 +100, 2st<3 1 を(1) 20r-100, 4st<5 0, otherwise This voltage is shown in Figure 3. (a) Find the current ic(t) through the capacitor and plot ic(t) for 0 st35s. (b) Find the instantaneous power pc(t) on the capacitor and plot pc(t) for 0st5s (c) Find the instantaneous energy wc(t) on the capacitor and plot we(t) for 0 Sts5s. (d) Specify...
TUTU UU UU UUUWIII WC DANTUM OCUS. 6.14 The voltage at the terminals of the capacitor in PSPICE Fig. 6.10 is known to be MULTISIM V = 5-10 V, ts 0; 140 – le-10001(50 cos 500t + 20 sin 500 t) V, t > 0. Assume C = 0.8 uF. a) Find the current in the capacitor for t < 0. b) Find the current in the capacitor for t > 0. c) Is there an instantaneous change in the...
CURRENT, POWER, AND ENERGY FOR AN INDUCTANCE II. The current i(t) through a 100uH inductance is shown in Figure 3. Plot the voltage, power, and stored energy to scale versus time for t between 0 to 5us i(t)(mA) 33+ t(us) Figure 1: (a) Current Waveform and (b) Inductance Circuit Find and plot the current i(t), the power delivered p(t), and the energy stored w(t) for time between 0 and 5us. 1.
The graph below shows the voltage across a 27 μF capacitor vs. time. Find the current (ix), the power delivered (px) and the energy stored (wx) at time tx = 15 s. The graph below shows the voltage across a 27 μF capacitor vs. time. Find the current (W, the power delivered (px) and the energy stored (wa) at time 4-15 s. 30 14 t 19 t(s) | p,- wx = -50 PMcL Version 2.0.0
10. A resistor and capacitor are connected in series to a voltage source. At time t = 0 the capacitor begins charging, and the charge on the capacitor is Qc. The graph below depicts Qc vs t. The slope of the graph represents: Qс CV a) The total charge on the capacitor b) The potential energy stored in the capacitor c) The equivalent resistance of the circuit d) The instantaneous voltage across the capacitor e) The instantaneous current through the...
The initial voltage across the capacitor is 0 V. At time t=0, the switch is closed a) What is the time constant for this circuit? b) What is the final voltage across the 50 capacitor? c) What is the expression for the voltage across the 50 capacitor? d) Sketch the waveform for . e) What is the maximum instantaneous current that will flow through the capacitor? f) When will the voltage reach 5.0 V?
2) (15 points) Consider a voltage signal v(t)Vocos(wt) (a) Consider applying v(t) across a capacitor C (i) What's the current into the capacitor? (ii) Plot the current and the voltage in the time domain and draw their respective phasors in the complex plane. (ii) Does the current lead or lag the voltage? Explain intuitively. (b) Repeat (i), (ii), and (ii) for part (a) but with an inductor, L, instead of a capacitor. (c) Repeat (i), (ii), and (ii) for part...
4. Att 0 the switch closes. Determine the Thevenin equivalent circuit between A and B for t >0. Determine the voltage and current across the capacitor for time t >0. Calculate the energy stored in the capacitor and the power associated with the capacitor as a functions of time wo-???100.10")(16-16e-yas) )100x1016-16e 700 30? 10? 60? 100 if V,(t) 24 v? 20? ?
PART B: 04 Sketch graph for sin waveform and cosine waveform for AC voltage and AC current. (4 marks) (b) Obtain the energy stored in each capacitor in Figure Q4(b) under DC conditions. (6 marks) (c) Determine the current through a 200 uF capacitor whose voltage is shown in Figure Q4(c). Sketch graph for current, I versus time, t. (10 marks) 2 mF Η Λ 2 ΚΩ 5 ΚΩ ΛΜ 6 mA 3 ΚΩ ΑΛΛ 4 ΚΩ 4 mE Figure...
The current in 5 mH inductor is periodic and triangular as shown below. a. Plot the inductor voltage vs. time (using the relationship that v(t) = L di/dt). b. Plot the instantaneous power vs. time. c. Determine the average power of the inductor (computed over the period of the waveform, 2 ms). i(t) 4 A 0 2 ms 3 ms 4 ms 1 ms