Understanding the Q-Factor of Inductors in Resonant Systems

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SUMMARY

The Q-factor of inductors in resonant systems quantifies how closely a real inductor approximates an ideal inductor, which theoretically possesses an infinite Q-factor at all frequencies. In practical applications, real inductors exhibit losses due to resistive wire, resulting in a finite Q-factor. The Q-factor is applicable to both inductors and capacitors when subjected to alternating current (AC), serving as a measure of their deviation from ideal behavior. Understanding the Q-factor is crucial for analyzing energy transfer in LC and RLC circuits.

PREREQUISITES
  • Understanding of LC and RLC circuits
  • Familiarity with alternating current (AC) concepts
  • Knowledge of energy transfer between electric and magnetic fields
  • Basic principles of inductors and capacitors
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  • Research the calculation of Q-factor for inductors and capacitors
  • Explore the impact of resistance on the Q-factor in practical circuits
  • Learn about the role of Q-factor in filter design and resonance
  • Investigate the differences between ideal and real inductors in circuit applications
USEFUL FOR

Electrical engineers, circuit designers, and students studying resonant systems who seek to deepen their understanding of inductor behavior and energy transfer in AC circuits.

Dominique
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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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