Understanding the Q-Factor of Inductors in Resonant Systems

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In resonant systems, energy transfers between different forms, such as electric and magnetic fields in LC or RLC circuits. The Q-factor quantifies how closely a real inductor approximates an ideal inductor, which theoretically has infinite Q due to the absence of losses. Real inductors, made from resistive materials, always exhibit some energy loss, leading to a finite Q-factor. The Q-factor can also be defined for capacitors and other oscillating components, reflecting their deviation from ideal behavior. Understanding the Q-factor is essential for analyzing the efficiency of inductors in AC applications.
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Hi all,

For a resonant system, there is usually a transfer of energy into another kind of energy back an forth (kinetic to potential; electric to magnetic, etc). for an LC tank or an RLC circuit, we know that the energy is transferred from as an electric field between the capacitor's plate to a magnetic field around an inductor coil.

But, how come we can define a q-factor for an inductor alone?

Thank you very much for your help :)
 
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You can't.
The Q-factor is a measure of how closely a real inductor comes to behaving like an ideal inductor; an ideal inductor would have an infinite Q at all frequencies but real inductors are made from resistive wire etc so there are always losses.
 
You can define a Q-factor for many situations where oscillation occurs.

Inductors, and capacitors have a Q when are subjected to AC. It sort of is a measure of deviation from an ideal component as said.
 
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