Consider an RLC circuit in series, of the form
If the source drives the circuit in AC at the resonance frequency ω=1/√LC, the peak-to-peak voltages on the capacitor and the inductor, VC=|ZCZtot|VS=1ωC√R2+(ωL−1ωC)2VSandVL=|ZLZtot|VS=ωL√R2+(ωL−1ωC)2VS, can both be larger than the peak-to-peak voltage VS of the source.
The math might say one thing, but this is till terribly counterintuitive. How can this be?
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