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# Quality factor of rlc circuit

For a parallel **RLC** **circuit**, the Q **factor** is the inverse of the series case: Consider a **circuit** where R, L and C are all in parallel. The lower the parallel resistance, the more effect it will have in damping the **circuit** and thus the lower the Q. This is useful in filter design to determine the bandwidth.

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Series Parallel **RLC** **Circuit** MCQ. 1. When a sinusoidal voltage is applied across R - L series **circuit** having R = XL, the phase angle will be. 2. An ac source of 200 V RMS supplies active power of 600 W and reactive power of 800 VAR. The RMS current drawn from the source is. 3.

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First, convert parallel C and R to series as shown below. Then equalizing the **quality** **factors** we get the value for Rs. In resonance L and C becomes 0 so only Z in we have is Rs. Hence, the input impedance for this **circuit** will be equal to Rs.

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Q factor or quality factor is a dimensionless parameter that is used to describe the underdamped resonator and characterizes the bandwidth and center frequency of the resonator. The mathematical representation is: Q = E stored /E lost per cycle LCR circuit.

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Q **factor** or **quality** **factor** is a dimensionless parameter that is used to describe the underdamped resonator and characterizes the bandwidth and center frequency of the resonator. The mathematical representation is: Q = E stored /E lost per cycle LCR **circuit**.

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