The voltage 8.00 sin (400 t) is applied to a series RLC circuit, with R = 1800 Ω, L = 0.100 H, and C = 1.00 μF. What are the impedance Z and the phase angle θ?
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Q: answer ASAP! The RL circuit shown is driven by an EMF source E(t) = E0coswt with E0 = 400 V L = 0.1…
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- The figure below shows a series RLC circuit with a 22.0-Ω resistor, a 410.0-mH inductor, and a 19.0-µF capacitor connected to an AC source with Vmax = 60.0 V operating at 60.0 Hz. What is the maximum voltage across the following in the circuit? (a) resistor V(b) inductor V(c) capacitor VA sinusoidal voltage with AVmax= 120 V and frequency w = 120 rad/s is applied to a series RLC circuit with L = 20 mH, C = 160 µF and R = 40 Q. Calculate the impedance and the maximum current in this circuit. %3DAt resonance, the rms current in an RLC circuit is 5 8 A. If the rms voltage of the generator is 120 V what is the resistance, R?
- An RC circuit has an impedance of 130 Ω when connected across a 60.0 Hz power source that produces a 90.0 Vrms voltage. The capacitor has a capacitance of 75.0 ?F. An inductor with inductance 130 mH is added, to make a series RLC circuit. Draw a clear physics diagram of the problem What is the impedance of the new RLC circuit? What is the maximum energy stored in the inductor in this circuit? If the frequency is increased slightly, will the phase angle increase or decrease? Explain qualitatively.The figure below shows a series RLC circuit with a 24.0-2 resistor, a 470.0-mH inductor, and a 25.0-μF capacitor connected to an AC source with Vmax = 60.0 V operating at 60.0 Hz. What is the maximum voltage across the following in the circuit? + (a) resistor (b) inductor (c) capacitor V₂ R mo L Vc 11 CR V = V, sin 2rft Vc You have been given an AC series RLC circuit and asked to get the maximum possible current out of it. The circuit elements are these : R = 170 N, L = 26.0 mH, Vrms = 25.0 V, and f = 800 Hz. How do you adjust the capacitance for which the rms current through the circuit turns the maximum? 0.85 x 105 F 2.91 x 106 F 3.20 x 106 F 1.52 x 106 F