The voltage v(t) shown in the accompanying Figure (a) is given by the graph shown in the accompanying Figure (b). If iL(0) =0, answer the following questions:
(a) How much energy is stored in the inductor at t = 2 s?
(b) How much power is supplied by the source at t = 3 s?
(c) What is i(t = 7 s)? and
(d) How much power is absorbed by the inductor at t = 2 s?
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The voltage v(t) shown in the accompanying Figure (a) is given by the graph shown in...
The voltage v(t) shown in the accompanying Figure (a) is given by the graph shown in the accompanying Figure (b). If iL(0) = 0, answer the following questions:(a) How much energy is stored in the inductor at t =7s? (b) How much power is supplied by the source at t = 8s? (c) What is i(t = 12 s)? and (d) How much power is absorbed by the inductor at t = 7 s?
The voltage v(t) shown in the accompanying Figure (a) is given by the graph shown in the accompanying Figure (b). If iL(0) -0, answer the following questions: (a) How much energy is stored in the inductor att 7 s? (b) How much power is supplied by the source at t- 8 s? (c) What is i(t-11 s)? and (d) How much power is absorbed by the inductor at t 7 s? i(t) 4 H 2 0 iL(t) v(t) 12 V...
The voltage v(t) shown in the accompanying Figure (a) is given by the graph shown in the accompanying Figure (b). If (0) -0, answer the following questions (a) How much energy is stored in the inductor at t2 S? (b) How much power is supplied by the source at t 3 s? (c) What is (t 7 s)? and (d) How much power is absorbed by the inductor at t2 s? i(t) 4 H iL() v(t) 8 V 6 t(s)...
For the underdamped circuit shown in the accompanying figure, determine the voltage v(t) if the initial conditions on the storage elements are i_(0) = 4 A and vc(O) = 10 V. il(0) 2H] v(t) 50 Tuco) 1/40 F Please put all numbers as integers. Click here to enter or edit your answer v(t) =
Circuits
For the underdamped circuit shown in the accompanying figure, determine the voltage v(t) if the initial conditions on the storage elements are i_(O) = 3 A and vc(O) = 20 V. izo 2H v(t) S 50 +uco) 1/40 F
The current shown in the figure is applied to a 5 μF capacitor. The initial voltage on the capacitor v(0) is shown on the circuit. Q4A. 1. Determine the capacitor voltage v(t) 2. How much energy is stored in the capacitor at t - 1.4 ms, and t 6.5ms 3. Determine the power absorbed by the capacitor at t- 3ms. is(t) (mA) 15 is(t) t (ms) -5 tso t 2 6 ms is(t) v(t) w(1.4ms) w (6.5ms) p(3ms)
05. If, for all time t, v(t)-12 V, R-6.C2F, and i(t)-0A, the voltage y(t) (in volts) across the capacitor is 09. If v() 8Vand i. (t) 2 A, the power in watts) being absorbed by the time to 1S 2. -12 3. 2 2. 16 s 0 4. 4 5. -16 5. 144 06. If, for all time t, i.(t) 8A, R-8OL-2H and v(t)-0 V, the current i(t) (in amperes) through the inductor is 10. IfV.-12 V andI.-2 A, the...
12. A series RC circuit is driven by a periodic square wave voltage V(t) with a period T=0.3 sec. V(t) 0 for t<0. After t=0, the voltage alternates between 15 V and 0 V. Assume that R-40 , C 150 HF. We will call the voltage across the capacitor and the resistor Ve(t) and Vr(t) respectively (c) The capacitor above is now replaced by an inductor whose inductance is 0.24 H. We call the voltage across the inductor VL(t) Calculate...
The voltage of the capacitor vo(t) for t> 0 is known to be vo(t) = 9e-20 V. i1(0) = 5mA. (a) Find i(t) for t 20. (b) How much energy was initially stored in the inductor and capacitor? (c) How much energy was stored at t= in the inductor and capacitor? it) (0) i20 1110 H V.0) 10 kΩ Black box -T gmF
Consider the series RLC circuit in Figure 1. Suppose the source voltage is initially OV, and no energy is stored in both the capacitor and inductor. At t = 0, the source voltage is switched to 1V. Calculate the resistor, inductor and capacitor voltages, and the loop current V (t),,(t),Vc(t),i(t). Show all the steps. C1 L1 1.2u 8.2m 10 3 R1 Figure 1: A series RLC circuit