A 2002 Resistor, 0.900H Inductor, and a 6.00µF Capacitor are connected in a series to a power source that has a root mean squared voltage of 20.0V and angular frequency w = 250 rad/s. At time t = 0.010s, Find the potential across the Resistor, the Capacitor, the Inductor, and the Source.
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- A 1.05 µF capacitor is charged by a 41.0 V power supply. The fully-charged capacitor is then discharged through a 9.0 mH inductor. Find the maximum current in the resulting oscillations.LRC circuit contains a parallel-plate capacitor with plates of area 23.50 m^2, separated by 1.47 mm and completely filled with dielectric (dielectric constant k = 3.32), 20.87 Ohm resistor and toroidal solenoid inductor with 979.50 turns of wire, a cros-sectional area of 2.66 cm^2, and mean radius of 4.42 cm. The components are connected in series to an emf source operating with a 51.46 V amplitude at 109.38 Hz. What is resonance angular frequency (rad/s)?A V = 50.0 V power supply fully charges a capacitor with capacitance C= 1.33 μF. The capacitor is then connected to a L = 92.7 mH inductor. Find the maximum current (in A) in the resulting oscillations. A
- An alternating emf source with a variable frequency fa is connected in series with a 43.02 resistor and a 19.0 μF capacitor. The emf amplitude is 11.0 V. Consider a phasor diagram for phasor VR (the potential across the resistor) and phasor Vc (the potential across the capacitor). (a) At what driving frequency fa do the two phasors have the same length? At that driving frequency, what are (b) the phase angle in degrees, (c) the angular speed at which the phasors rotate, and (d) the current amplitude? (a) Number i 216.4 (b) Number i 45 (c) Number i 1361.6 (d) Number i 158 Units Units Units Units Hz (degrees) rad/s mAA circuit consists of a 20 nF capacitor in series with a 20 µH inductor. If a charge of 30 nC is put on the capacitor, there is an oscillation. (a) What is the maximum current that moves through the circuit? (b) Find the maximum energy in the inductor and the in the capacitor? (c) What is the angular frequency of oscillation? What is the period? (d) Assume the trace resistance in the circuit is 0.102. Describe quantitatively and qualitatively the oscillation in the circuit.You are given an LC oscillator, with an L = 3.3 mH and a C = 0.09 mF. Initially, the inductor has a current flowing through it of 24 mA and the charge on the capacitor is zero at this same time. Find the maximum charge that we can expect on the capacitor at some later time. Assume that there are no internal resistance losses for these oscillations.
- An LR circuit consists of an inductor with L = 2.5 x 10* H and a resistor with R 5.3 connected in series to an oscillating source of cmf. This source generates a voltage given by E= Emax Sin(@t) with E a) What is the maximum current in the circuit? b) What is the phase angle of the current? c) What is the average power dissipated in the resistor? %3D 0.40 V and w =6x 10* rad/s.A 14.0-mH inductor is connected to a North American electrical outlet (ΔVrms = 120 V, f = 60.0 Hz). Assuming the energy stored in the inductor is zero at t = 0, determine the energy stored at t = 1 150 s. i try to put in the answer and it says this The energy stored in the inductor oscillates at the same frequency as the voltage. J