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- "In the RLC circuit of the following figure: R = 100 Q, C = 0.1 µF, and L = 0.5 Henry. %3D QUESTION 15 What is the reactance of the inductor at resonance frequency? O 2236 0 O 4120 2 O 5294 Q 6228 0 O None of theseV₁ 0 5 0 1 4 0 3 VR 02 Vc 4 1 Which of the phasor diagrams above best represents a series LRC circuit where the driving angular frequency is less than the resonance frequency? VR 2 *** VR VL 3 VR 54 Which of the following gives the correct phase angle between the current and generator voltage for a circuit which is in resonance? 90° 45° 0° 270° 180°
- Show that perturbing an RLC circuit (like the one in the figure) in balance, evolves like a damped oscillator. a) What is the natural frequency of its oscillations? b) What is the characteristic damping time? c) Calculate the above values for a circuit with R = 2 Ω, C = 10^−3 F, L = 0.1 H.Obtain the resonant frequency and Q-factor of a series LCR circuit with L = 3H, C = 27µF, R = 7.40. It is desired to improve the sharpness of resonance of circuit by reducing its full width at half maximum by a factor of 2. Suggest a suitable way.An AC source with a maximum current of 0.2A and f = 55.0 Hz is connected between points a and d in the figure below. Calculate the maximum voltages and its phase angle of the RLC circuit.