Question The time constant of an RL circuit with L = 26.3 mH is twice the time constant of an RC circul = 44.3 ?F. Both circuits have the same resistance R. Calculate the value of R. Tries 0/3 Calculate the time constant of the RL circuit.
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- A series RLC circuit has R = 10Omega , C = 10^- 2F, L = 1/2 * H and an applied voltage E=5sin(10t) V. Assuming no initial current and charge when voltage is first applied, find the subsequent current in the system. *** need as soon as possible pls. Thank you.For the series RLC circuit shown in Figure, If L = 10 H, R = 400 Ohms and C = 100μF, vS(t) = 0, i(0) = 4 A and di(0)/dt = 15 A/s, find i(t).In a series RLC circuit, the resistance is 200 Ω, the inductance is 10mH, and the capacitance is 4 µF. If the circuit is connected across 100-volt, 60-cps AC source. What is the current? 0.862 0.67 0.094 0.145 The voltage across the capacitor ___ the current through it by ____ leads, 0 deg leads, 90 deg lags, 90 deg lags, 45 deg What capacitance must be placed in series with an inductance of 0.05 H so that at 100 Hz, the impedance becomes equal to the ohmic resistance? 87 uF 70.7 uF 50 uF 35.5 uF
- 23 - In the parallel RLC circuit given below, a unit step current is applied to the i (t) input and the inductor (coil) current is taken as output. According to the output response of the system, the rise time is 0.21 s and the natural frequency is 8.18 rad / s. What is the% OS of the system in this case? Calculate.A) 10.7%B) 13.3%C) 12.0%D) 7.8%E) 8.9%For an RC circuit with R=2 ohms and C=0.5 F. Solve for the equation of the 1st order system with R(s)=10/s. Also solve for the time constant, rise time and settling time. C(t )= Blank 1The circuit elements in the circuit are R=200 Ω, L=50 mH, and C=0.2 μF. The initial inductor current is−45 mA and the initial capacitor voltage is 15 V.1. Calculate the initial current in each branch of the circuit.2. Find v(t) for t≥0.3. Find iL(t) for t≥0.
- The voltage applied to a series RLC circuit is v = 200 sin 200t volts and the resulting current is i = 5 sin (200t + 40degree) amp. The capacitor in series has a value of 30 microfarad. Find the inductance of the circuit in Henry.a. If the neper frequency increases in an underdamped RLC circuit, the transient will die out (slower, faster, same) b. If the resistance is increased in an underdamped parallel RLC circuit, the transient will die out (slower, faster, same) c. A series RLC circuit with R = 3kΩ, C = 200 μF, and L = 10 H is connected to a 50V DC source at t = 0. The current at t = 0+ is ___1. A source voltage of an AC series RLC circuit is 120 V. The circuit consists of the ff. quantities: R = 20 Ω, XL = 40 Ω, and XC = 40 Ω. The circuit current (in amperes) is Blank 1. 2. A 9 µF capacitor is in parallel with 3 µF capacitor. If the parallel capacitors is in series with an 8 µF capacitor, the value of total capacitance of the series-parallel connected capacitors is Blank 1.
- an rlc circuit has a sinusoidal vtage supplied to it at 632 Hz with a peak voltage of 748 V; a 25 komega resistance; a 16 uF capacitance annd a 30 H inductance. what is the peak current? i) 26 uA ii) 6.3 uA iii) 11 uA iv) 30 uAAn RLC series circuit contains an unknown capacitor, an inductor with an inductance of 40 mH, and a resistor with a value of 16 Ω. The circuit is connected to a 240-V, 60-Hz line. If a current of 8 A flows in the circuit, determine the value ofthe unknown capacitor? Show your work. a) 2.575 uF b) 25.75 uF c) 257.5 uF d) 2575 uFA generator of constant voltage but of variable frequency is connected to a series RLC circuit. Gradually changing the frequency the current reaches a maximum, when the voltage across the inductor is U1. If the frequency is further increased the current decreases, but the voltage across the inductor still increases. Later the voltage across the coil reaches its maximum of U2 and then it decreases. Determine the ratio U2/U1in terms of R, L, and C.