Question No.11 Save A Report An RLC series resonance circuit has a resonance frequency of (5000/2π) Hz and impedance at resonance is 56 Q. Find the value of the inductance if the Q-factor is 25.
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- In the circuit of Figure, the magnitudes of V₁ and V at the resonance are twice L C that of VD. The inductance of the coil for R* 50 Hz is 520⁰ VR www. 502 Vc ell V₁In a series RLC circuit, the applied voltage is 120V. At resonance, the frequency is 200rad/sec, and the circuit current is 6.26 A. What is the resistance of the circuit (in Ohms)? (Use 2 decimal places. Unit is not required.)Calculate the bandwidth in kHz Blank 1 and an inductor's Q Blank 2 at100MHz. It has an inductance of 6mH and a series resistance of 1.2k2.
- In a series RLC circuit, the applied voltage is 108V. At resonance, the frequency is 200rad/sec, and the circuit current is 8.38 A. What is the resistance of the circuit (in Ohms)?2. Determine the resonance frequency and bandwidth from the graph. Find the Q-factor also. A resonance curve for the parallel LC circuit 1- 09- 08- 0.7 06- 0.5 04 03 01 10 Frequency Frequency: KHz Bandwidth KHz Q-Factor:The inductance coil in the series resonant circuit is 0.2 H, and the resistance coil is 50 Q. At what capacitance value does resonance occur at 1500 kHz in this circuit? Assuming a 100 V r.m.s. e.m.f. at the source.
- Eill in the blank with corect answers B Frequency Series Resonance - Impedance vs. Frequency. The graph of impedance against frequency for an RLC series resonance circuit is shown in the picture. At which point the current will be maximum At point A At point C At point B At point D The inner most layer of an optical fhotI Is cantu ImpedanceA series circuit consisting of a 302, resistor and a 4µF capacitor is connected in parallel with a variable inductor. For what value of inductance will the circuit be in resonance if the frequency of the source is 1,200cps?A series circuit consists of a 120V, 50HZ source, a 300 resistor, a 100mH inductance, and a variable capacitance. Find the capacitance required to create a series resonance condition at this frequency. O 202.8uF 507.12uF O 101.4uF O 676.16uF
- current of 100-µA at resonance. Determine the components and cut-off frequencies.find out the resonance frequency & plot the resonance frequencybehaviour as a function of the resistance R as, L=10nH & C= 1pFIdentify the reason for a nonsinusoidal signal being distorted when it passes through a filter. -The distortion occurs because harmonics are removed or rejected, leaving a different waveshape. -The distortion occurs because harmonics are synchronized, leaving a different waveshape. -The distortion occurs because the signal is modulated, leaving a different waveshape. -The distortion occurs because harmonics are added in the filter, leaving a different waveshape.