Problem 4 RI İL(t) For the above circuit C 1F, L 0.25H, R1R2 1.3092 Find: 1)...
find response of the parallel RLC circuit on Figure 3. Sketch iL(t)
for tE( 0, 50us)
initial voltage on the capacitor Vo = 10v.
initial current in the inductor is 100mA.
current source is 100mA.
(Please order all steps so I know how to approach a problem
like this)
Find response of the Parallel RLC circuit on Figure 3. Sketch iz(t) fort € (0, 50uS) Initial Voltage on the capacitor Vo=10V Initial curent in the inductor is 100mA Current Source...
Problem 1. For the circuit below, given a value foris 2.5Au(-t) solve for R1 so that the initial capacitor voltage v(0) İs-10V Ri 20 mH 5Ω Problem 2. Circle one: The type of response for v() for t>0 would be classified as Over Damped Critically Damped Under Damped Problem 3. What is the form of the solution for v() for t>0 (form of solution Table 9.1)? Problem 4. What is the initial inductor current iL(0) in Amperes? iL(0)- Problem 5....
find iL(t)
For the circuit shown below, Vs - 200V, R = 3k32, R2 = 5k82, C-0.125uF and L=8mH. Find (a) the initial voltage across the capacitor, ve(0), (b) the initial current through the inductor, iL(0), (C) the damping coefficient a and resonant frequency 0., (d) the initial condition dv/dt=0+, (e) the voltage across the capacitor ve(t) for t0,(1) the initial condition diu/dt)-0+, and (g) the current through the inductor il(t) for t>0. Vg 20V 2 souw Xol25x10 = 800...
I can find iL(0+) and
vC(0+), but I cannot find tm and
Vcm. The final answer is given for Vcm=-4.718 V and tm=1.7018
ms
In the circuit shown below, the switch was open for a very long time and closes at t = 0. Calculate: 1. The initial value of inductor current, IL(0*), 2. The initial value of capacitor voltage, vc(0*), 3. The minimum value of the capacitor voltage, Vcm, 4. The time, tm, when the minimum in p.3 occurs....
subject: signals and systems
2. Consider the electric circuit shown in Fig. ??, L = 1H, C = 1F. • Determine the differential equation that relates the input (t) to output y(t). Recall that ic(t) = C2C and vy(t) = • Find the characteristic equation for this circuit. • Determine the zero-input response given an initial capacitor voltage of one volt and an initial inductor current of zero ampere. That is, find yo(t) given uc(0) = 2V and iL(0) =...
pls answer 7&8
10 ks2 10 kg vo Problem 7) The switch in the circuit has been open for a long time. Find the time constant and the voltage on the capacitor as t oo and sketch the voltage vc(t) on the capacitor for t > 0. 10v 1 mA 20 k223 40 uF - Velt t = 012 2012 We Problem 8) The switch in the circuit has been closed for a long time before it opens at t...
5. The circuit elements in the circuit in Figure 1 are R=1250, L=200mH, and C= 5uF. The initial inductor current is -0.3A and the initial capacitor voltage is 25V. a) Calculate the initial current in each branch of the circuit. b) Find v(t) and it(t) fort > 0. + IR V. 200mH 110 12503 5uF 0 2
Problem 5: Consider the circuit shown in the figure below in which the initial inductor current and capacitor voltage are both zero. (a) Write the differential equation for vc(t). (b) Find the particular solution. (c) Is this circuit overdamped, critically damped, or underdamped? 4 0 i(t) vc()
Please do the problem if you can do ALL parts.
t-0 a SW1 SW2 0.5 Ω 2 1Ω V. R3 20 A T v(t) 0.5 F 0.5 H 0 Find the initial current i(0) through the inductor and the initial voltage v(0) across the capacitor at t 0. b. Write a node equation at node a fort2 0. c. Represent v(t) as a function of i(t) on the series connection of R2 and L. Find dv(t)/dt. Derive a second-order differential...
4- (10 points) In the following circuit, use Laplace Transform to find Vo(s). Consider the following initial conditions in the inductor and capacitor: V.(0) - IV, 10) - 1A Follow the following steps in your solution. a) Draw the equivalent circuit in the Laplace Domain taking into account the initial conditions, and using the parallel model (see below) b) Use CDR or VDR to find Vo(s). c) Leave your answer in the Laplace Domain simplifying Vo(s) as a ratio of...