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In this case, voltage across L will lead the current in the circuit by π/2; while the voltage across will lag behind the current by π/2.Thus phase difference between the two voltages is π.
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Is the effective reactance of the circuit.
Special Case:
(i) If, in this circuit, XL = XC , the amplitude of current in the circuit, would tend to be infinite. It is therefore, the condition of ‘electrical resonance in this circuit.
When XL = XC , we have
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This frequency value (= f), is called the ‘resonant frequency’ of the given (series) LC circuit.
(ii) If XL > XC , the inductive effect dominates. The current lags behind the voltage by a phase angle of π/2 in this a.c circuit. However the peak value, or amplitude of current, increases as effective value of reactance is lower than that of either L or C.
(iii) If XC > XL , the capacitive effect dominates. The current leads the voltage by a phase angle of π/2 in the a.c circuit. However the peak value of amplitude, of current increases as the effective value of reactance is lower than that of either L or C.