4 a. Consider the following arcuit with +1(0=0, V(o)=0 loomull EV •Find illt) C=400mF L=100 mH...
Problem 4: For the following RLC circuit, R-1.01 kQ, 100 mH and C-0.1 μF. 1. Find the transfer function H(jo) = Vo(jo)Vi(jo) 2. Find the gain of the transfer function | H(o) 3. Determin 4. Find the phase Ф(c) of the transfer function 5. Find Vo(t) if Vi(t) 100 cos(102 t) +60 cos (101 t) + 10 cos(106t) e the type of the filter. b) c) RVout Lo VoutVin Vin Vin Vin Vout Vout
Consider the circuit below where L = 5 mH, R = 15 ? and E = 12 V. At t = 0, the switch is closed. Find the time at which the rate of energy dissipated in the resistor is equal the rate of magnetic energy stored in the coil. 4. Consider the circuit below where L = 5 mH, R = 15 ? and E = 12 V. At t = 0, the switch is closed. Find the time...
1. Consider the following A-C circuit: ¿(t) VE) & cT RE L=13,3 mH C=2650F R: 10.0 12 V(t)- 10 sin (1207Tt) (a) Find an expression for it). Give amplitude, frequency and phase, relative to the phase of VCt). (6) For what value of w will ilt) be in phase with u(t)?
Consider the following circuit , where the voltage v(t) is imposed for t 2 0, R 4 Ω, L-1H and C 1/4F. The initial initial current going through the inductor is i(0-) -0 A and its first derivative is i(0)-1A/s. We are interested in the evolution of the current i(t). ve(t) i(t) The corresponding input-output relationship is i(r)dr Ug(t) + Li'(t) + Ri(t)-r(t) with t e(t)-ve(0) + (0) Which physical quantity is the input of the system? Explain. (ü) Which...
#4 (8 pts.) Consider the following circuit, find (directly from circuit) Find: i(0), v(0), i(oo),v(oo) 4㏀ 12 l㏀ 100mH 100 AF 2 1Q
For the circuit shown below, E = 28 V, L = 5.2 mh, and R = 6.0 0. After steady state is reached with S, closed and S, open, s, is closed and immediately thereafter (at t = 0) S, is opened. R N (a) Determine the current through L (in A) at t = 0. (b) Determine the current through L (in A) at t = 4.0 x 10-4 s. (c) Determine the voltages across L and R (in...
Consider a traveling (electrons) wave moving in the +x direction approaching a step barrier of height 1 eV; that is V = 0 for x < 0, V = 1.0 eV for x ≥ 0. For x < 0, there will be both the traveling wave in the +x direction. For x ≥ 0, only a solution corresponding to motion in the +x direction exists. By solving the Schrödinger wave equation in both x < 0 and x ≥ 0...
please help me as soon as possible. thanks 100 mH + + 560 0 100 V 0.1 uF 4. (15 pts.) Using the RLC circuit shown above, and given that the capacitor has an initial voltage of 100 V, and the inductor has an initial current of 0 A: a. Find the neper and resonant radian frequencies of the circuit and state if it is underdamped, overdamped, or critically damped. Find an expression for the current response i(t). b.
Question 5 (8 marks = 4 + 4 marks) 1 ks 100 mH Ni : N2 + • I - Vs (+ www RŽ Vout (a) Consider the above circuit at sinusoidal steady state. The circuit contains an ideal trans- former and four other passive devices, of which you are given the values for two. The time- domain voltage source is given by: vy(t) = 10 cos(500t) V and you are given the following two phasors: 11 = 32.22 /63.01...
find power across each line 120/60° V 2.22 1.6 mH a o A 100 120/-60° V b 292 1.6 mH B 1002 10 mH 10 ml N 100 120/180° V 10 ml C 22 1.6 mH с