For C1=6, L1=2, R1=14000, R2=45000 & 11=0.006 A in the circuit shown belowUnder steady-state dc conditions, find i and v L1 + I1(4 R1 C1 R2 i= V=
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- In an oscillating RLC circuit with L = 10 mH, C = 1.5 F , and R = 2.0 , how much time elapses before the amplitude of the oscillations drops to half its initial value?An L-R-C series circuit has L = 0.800 H and C = 9.00 μF. Calculate the angular frequency of oscillation for the circuit when R = 0. What value of R gives critical damping? What is the oscillation frequency ω′ when R has half of the value that produces critical damping?How much resistance must be added to a pure LC circuit L = 320 mH , C = 1800 pF to change the oscillator's frequency by 0.25%? Will it be increased or decreased?
- In a simple AC circuit shown on the right, C = 0.0015 F, L = 1.2 H, R = 45 Ω, and ΔV = ΔVmaxsin(ωt), where ΔVmax = 5.5 V and ω = 41 rad/s. Calculate the numerical value of φ in radians.Given that the inductance in the RLC series circuit shown in the figurebelow is 7.5 mH and the current behaves as I(t) = 2.5 A cos[(10000 rad/s)t],find the equation for the voltage across the inductor.What is the frequency of oscillation of a DC LRC circuit with L = 5.00 H, R = 10.0 Q, and C = 0.0200 F?
- In an oscillating RLC circuit, R = 5.0ohm, L = 5.0 mH, and C = 500 uF. What is the angular frequency of the oscillations?The purpose is to determine the current, and sometimes the phase difference between the voltage source and the current.In this case, determine the current amplitude (I0) when the circuit elements are these: ℰ₀ = 182 volts, ω = 2.71 rad/s, R = 87 Ω, L = 11 Henries, C = 0.039 Farads.The values of the phase constant f for four sinusoidally driven series RLC circuits are (1) -15°, (2) +35°, (3) p/3 rad, and (4) -p/6 rad. (a) In which is the load primarily capacitive? (b) In which does the current lag the alternating emf?
- Assume that the circuit in the figure has L equal to 0.500 H, R equal to 250 ohms, and C equal to 5.50 μF. At a frequency of 60.0 Hz, what is the impedance Z? What is the phase angle ? between the current and voltage?Find the inductance of an RL circuit if the resistance is 0.5?and the current increases to ¼ of tis steady state valu in 1.5 seconds (ans. 2.61 H)The purpose is to determine the current, and sometimes the phase difference between the voltage source and the current. In this case, determine the current amplitude (I0) when the circuit elements are these: ℰ₀ = 196 volts, ω = 1.75 rad/s, R = 46 Ω, L = 10 Henries, C = 0.203 Farads.