A series circuit consists of a 120V, 50HZ source, a 300 resistor, a 20mH inductance, and a capacitance. Find the capacitance required to create a series resonance condition at this f O 202.8uF O 101.4uF 676.16uF 507.12uF
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- An inductor of 150 mH with a resistance of 75 Ω and a capacitor of C fed are connected in series. The connection is 150 V, 50Hz AC. Supply is provided. So find the value of the capacitor for resonance condition and find the current at resonance.A series circuit contains an inductance of 0.1062 mH, a capacitance of 106 pF and aresistance. At resonance, the impedance is 10 Ω. Determine the Q-factor and thebandwidth at resonance. ANSWER ASAPFind the transfer function for the circuit shown in figure 1. Plot the amplitude graph of 2logh10hw and the phase angle graph of H(jw)? Calculate the actual cutoff frequency? Calculate the true phase angle at the cutoff frequency?
- In the series resonance circuit (RLC), the voltage applied to the circuit is 220V, the voltage on the capacitor is 50V, the half power points of the circuit are 20KhZ and 30Khz. .If the current passing through the circuit at these frequency values is 28.28 A, find the element values by drawing the shape of the circuit?A coil of negligible resistance and inductance 100 mH is connected in series with a capacitance of 2µF and a resistance of 10 ohm across a 50V, variable frequency supply. Determine the resonant frequency, the current at resonance, the voltages across the coil and the capacitor at resonance, and the Q-factor of the circuit.A 10.0-Ω resistor, 10.0-mH inductor, and 100-μF capacitor are connected in series to a 50.0-V (rms) source having variable frequency. If the operating frequency is twice the resonance frequency, find the energy delivered to the circuit during one period.
- A coil of inductance 200µH and resistance 50.27ohms and a variable capacitor are connected in series to a 5 mV supply of frequency 2MHz. Determine (a) the value of capacitance to tune the circuit to resonance, (b) the supply current at resonance, (c) the p.d. across the capacitor at resonance,the bandwidth, and the half-power frequenciesA series circuit comprises a coil of resistance 20 Ω and inductance 2 mH and a500 pF capacitor. Determine the Q-factor of the circuit at resonance. If thesupply voltage is 1.5 V, what is the voltage across the capacitor?A 400 ohm resistor, a 20µF capacitor, and a 0.505 Henry inductor are connected in parallel and are energized by a 240V variable frequency source. (a) At what frequency will the circuit be in resonance? (b) Calculate the total current and the individual current in each branch IR, IL, and IC under conditions of resonance.
- A series RLC circuit in which R = 1.00 Ω, L = 1.00 mH, and C = 1.00 nF is connected to an AC source delivering 1.00 V (rms). (a) Make a precise graph of the power delivered to the circuit as a function of the frequency and (b) verify that the full width of the resonance peak at halfmaximum is R/2πL.A series circuit consists of a 120V, 50Hz source, a 30Ω resistor, a 50mH inductance, and a variable capacitance. Find the capacitance required to create a series resonance condition at this frequency.Start by finding the Thévenin equivalent circuit seen by the capacitance. Then, sketch the magnitude of the transfer function H(jw) = Vout/Vin. What is the value of the cutoff frequency?