Know the RLC circuit configurations that act as bandpassfilters Recalculate the component values for the circuit so that the quality factor of the resulting circuit is unchanged but the center frequency has been moved to 2 kHz. Use a 0.2μF capacitor.
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Know the RLC circuit configurations that act as bandpass
filters
Recalculate the component values for the circuit so that the quality factor of the resulting circuit is unchanged but the center frequency has been moved to 2 kHz. Use a 0.2μF capacitor.
Calculating value of inductor from the center frequency
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- A parallel R-L-C circuit is fed by a constant current source of variable frequency. The circuit resonates at 100 kHz and the Q-factor measured at this frequency is 5. Find the frequencies at which the amplitude of the voltage across the circuit falls to (a) 70.7% (b) 50% of the resonant frequency amplitude.Identify 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.In a series RLC circuit, which element would you adjust and by how much to (a) (b)- (c) Double the bandwidth without changing the center frequency? Double the center frequency without changing the bandwidth? Repeat parts (a) and (b) for a parallel RLC circuit.
- What is the definition of resonant frequencies, cut-off frequencies, bandwidth, andquality factor of series and parallel RLC circuits.And how do you determine the circuit conditions at the resonant and cut-off frequencies. (Answer in long paragraph form)100 used to compand A companding system with u from 0V to 10 V sinusoid signal. Draw the characteristic of the typical system.Design a 3 Band Equalizer based on the following requirements. Use standard component values on your circuit design. The design specification values have a tolerance of +/- 3% of the rated value for cut/boost while a tolerance of+/- 10% of the rated value for frequency values
- Explain why it is necessary to add capacitor in Low pass filter draw circuit diagram and explain w.r.t combination of Capacitor and RL.Consider the circult given below a) Identify the circuit with details b) Find the Q-point O Find Vs,Vs Vo, Vos and Vas d) Find the RMS output voltage and draw it In the same graph- with Input e) Comment on the output signal if the input increases to Vinp=20V V 18 V 2.7 w - 10 MA atanm - - 6 V C 100F -0.3 F 1.5 MD - 130 F 220 11In a RC type low pass fitter, the cut-off frequency is 1500 Hz, Assuming the capacitance to be 500 nF. The value of the resistance is - (in)
- For the following circuit, C=1μf . Select the values of R and Rf to have a passband gain of -15 and a corner frequency of 200 Hz. Enter the value of R1 in ohms. Enter the value of Rf in ohms. For the same circuit schematic above, let Rf=10kΩ. Now select the values of C and R1 to have a passband gain of -10 and a corner frequency of 100 Hz. Enter the value of C in μf but omit units. Referring to problem 3, enter the value of R1 in ohms but omit units.We use the transfer function Vo (s) / Vi (s) for the electric circuit given in the figure.in terms of parameters. R1 = 1Kohm to the transfer function you found,Bode the expression you get by typing the values R2 = 1Kohm C1 = 1nF, C2 = 1nFDraw the diagram.Explain how the resonant frequencies, cut-off frequencies, bandwidth, andquality factor of series and parallel RLC circuits works.And how to determine the circuit conditions at the resonant and cut-off frequencies. (Answer in long paragraph form)