QUALITY factor Q is defined as the ratio of the resonant frequency to the bandwidth.\(Q=\frac{{{f}_{r}}}{BW}\)fr = resonant frequencyMathematically, for a COIL, the quality factor is given by:\(Q = \frac{{{\omega _o}L}}{R}=\frac{X_L}{R}\)Also, the bandwidth is defined as the difference in the upper and lower cut off frequencies, i.e.B.W. = fU - fLCalculation:Given fu = 2.2 kHz and fL = 1.8 kHz.The bandwidth will be:B.W. = 2.2 - 1.8 kHz = 0.4 kHzResonant frequency or notch frequency = 2 kHz∴ The quality factor will be:\(Q=\frac{{{f}_{r}}}{BW}=\frac{2k}{0.4k}\)Q = 5 The sharpness of the resonance in RLC series resonant circuit is measured by the quality factor and is explained in the figure shown below:Observations:Less the Bandwidth, more the Quality factor.More the Bandwidth, less is the Quality factor.For the above figure, B2 > B1, so Q2 < Q1

"> QUALITY factor Q is defined as the ratio of the resonant frequency to the bandwidth.\(Q=\frac{{{f}_{r}}}{BW}\)fr = resonant frequencyMathematically, for a COIL, the quality factor is given by:\(Q = \frac{{{\omega _o}L}}{R}=\frac{X_L}{R}\)Also, the bandwidth is defined as the difference in the upper and lower cut off frequencies, i.e.B.W. = fU - fLCalculation:Given fu = 2.2 kHz and fL = 1.8 kHz.The bandwidth will be:B.W. = 2.2 - 1.8 kHz = 0.4 kHzResonant frequency or notch frequency = 2 kHz∴ The quality factor will be:\(Q=\frac{{{f}_{r}}}{BW}=\frac{2k}{0.4k}\)Q = 5 The sharpness of the resonance in RLC series resonant circuit is measured by the quality factor and is explained in the figure shown below:Observations:Less the Bandwidth, more the Quality factor.More the Bandwidth, less is the Quality factor.For the above figure, B2 > B1, so Q2 < Q1

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An op-amp is used in a notch filter. The notch frequency is 2 kHz, the lower cut-off frequency is 1.8 kHz and the upper cut-off frequency is 2.2 kHz. Then Q of the notch filter is

Electronics & Communication Engineering Op-Amp And Its Applications in Electronics & Communication Engineering . 7 months ago

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Concept:The QUALITY factor Q is defined as the ratio of the resonant frequency to the bandwidth.\(Q=\frac{{{f}_{r}}}{BW}\)fr = resonant frequencyMathematically, for a COIL, the quality factor is given by:\(Q = \frac{{{\omega _o}L}}{R}=\frac{X_L}{R}\)Also, the bandwidth is defined as the difference in the upper and lower cut off frequencies, i.e.B.W. = fU - fLCalculation:Given fu = 2.2 kHz and fL = 1.8 kHz.The bandwidth will be:B.W. = 2.2 - 1.8 kHz = 0.4 kHzResonant frequency or notch frequency = 2 kHz∴ The quality factor will be:\(Q=\frac{{{f}_{r}}}{BW}=\frac{2k}{0.4k}\)Q = 5 The sharpness of the resonance in RLC series resonant circuit is measured by the quality factor and is explained in the figure shown below:Observations:Less the Bandwidth, more the Quality factor.More the Bandwidth, less is the Quality factor.For the above figure, B2 > B1, so Q2 < Q1

Posted on 10 Nov 2024, this text provides information on Electronics & Communication Engineering related to Op-Amp And Its Applications in Electronics & Communication Engineering. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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