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teo 1. (28%) Answer the following questions about the circuit (t > 0). a. Find vekt)...
For the circuit shown below do the following: 1. Find expressions for vc(t) and i(t) for t 2 0. а. Find an expression for the power to the resistor, pR(t) b. Integrate the power to the resistor from t = 0 to co. С. d. Show that the total energy to the resistor is equal to the energy stored in the capacitor at t 0 Determine the time at which Vc(t) 25 V? е. t 0 i(t) vc(t) 2 HF...
In the circuit given below, V = 28 V. Find it for t> 0. 32 1 H iſt) 40u(t) A 192 V 40 mF O 10 = [8.729 sin(4.5830e-29410) A O 10 = [218.232 cos(4.5831)e-2940 A it = [218.232 sin(4.5831e-2]40) A O 10 = [8.729 COS(4.583 18-2010 A
Consider the following linear circuit. The capacitor voltage is +) 1, t<0 vc(t) = let, t > 0 Determine the total energy dissipated in the resistor for 0 <t<. Tu Circuit + Eu(t)
P3. In the circuit shown, let DUO 0, -00<t<0 v(t) = { 1, Ost<10s at (10, 1055t<00 (a) Find the energy stored in the capacitor as a function of t, for 0 st 50. (b) Find the energy delivered by the source as a function of t, for 0 stsoo. va) 0.1F 322 Figure P4.7
Function Generatr Inductor Model Ra R, Figure 1 Series RLC Circuit Preliminary This laboratory will demonstrate how varying resistance changes the natural response of a series RLC circuit (Fig. 1). The function generator is modeled as an ideal voltage source v(t) 5 u() V in series with source resistance Rs-50Q. After measurements using an LCR meter, the inductor is modeled as an ideal L 90 mH inductor in series with resistance RL-20Q. The capacitance is C-0.22 μF. 1) Calculate the...
Problem 2: For the circuit shown below, find the following: The expression of i(t) fort > 0. The voltage vc (t) fort > 0 Calculate the peak energy stored in the capacitor Calculate the real power dissipated in the load formed by R and C. b) d) 40 UF + 0 -V-24 Ve0 400 Hz
1. [10pts) Find it) and (t) for 1> 0 in the circuit below if i(0) - 10 A. iſt) 32H § 202 { v(t) 310
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 (a) Calculate the current I(t) in the circuit, the voltage Vc(t), and the power delivered by the driving source as a function of time for the...
Given the following information about a 2nd order transient circuit, solve for the coefficient Q2 in the capacitor voltage vc (t) = e-Sunt in V/52 --WnV52-1 + vc (0o) for t>O. + aze C = 3 mF Vc(0+) = 6 V Vc(infinity) = 6 V ic(0+) = 2 A Wn = 26 rad/sec zeta = 2.02
Given the following information about a 2nd order transient circuit, solve for the coefficient Q2 in the capacitor voltage vc (t) = e-Sunt in V/52 --WnV52-1 + vc (0o) for t>O. + aze C = 3 mF Vc(0+) = 6 V Vc(infinity) = 6 V ic(0+) = 2 A Wn = 26 rad/sec zeta = 2.02