LC resonance with high Q factor, Inductor with non magnetic core

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TL;DR Summary
Lc resonance with high Q factor. Inductor with non magnetic core and air gap
Consider Inductor with air gap and solid metal core made from material with relative magnetic permeability 1 regardless of temperature (such as copper or aluminium).
There is Air gap between coil and metal core

IMG-46115e6ae36f891ba72366ded3739868-V.jpg
Please Also consider Eddy currents in the solid metal core.
The Inductor is connected with capacitor in

Series LC circuit

Parallel LC circuit

Is it possible under certain values of frequency and capacitance to obtain lc resonance with high q factor?
 
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StoyanNikolov said:
TL;DR Summary: Lc resonance with high Q factor. Inductor with non magnetic core and air gap

Is it possible under certain values of frequency and capacitance to obtain lc resonance with high q factor?
No. The eddy current heating of the core will be significant, and so will preclude a high Q. But then your definition of high Q may be different from mine.

An LC tank circuit could be driven to oscillate at its resonant frequency, but the active oscillator element would need to make up the energy lost to the eddy currents in the core.
 
  • #3
Baluncore said:
No. The eddy current heating of the core will be significant, and so will preclude a high Q. But then your definition of high Q may be different from mine.

An LC tank circuit could be driven to oscillate at its resonant frequency, but the active oscillator element would need to make up the energy lost to the eddy currents in the core.
Let's say Is it possible with certain values of Capacitance and Frequency to obtain Resonance with Q above 20 for the given LC Circuit?
 
  • #4
StoyanNikolov said:
Let's say Is it possible with certain values of Capacitance and Frequency to obtain Resonance with Q above 20 for the given LC Circuit?
Why would you say that?
You could design it to have a Q of 20.
What are the dimensions of the coil and the core?
Why is Q relevant?
 
  • #5
Baluncore said:
Why would you say that?
You could design it to have a Q of 20.
What are the dimensions of the coil and the core?
Why is Q relevant?
With current Inductor with Solid Metal Core and the Eddy currents. Is it possible to have Q above 20. Inductor(with solid metal core) , Values of Capacitance of the Capacitor (Switched in Parallel or in Series) and input Frequency
 
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FAQ: LC resonance with high Q factor, Inductor with non magnetic core

What is an LC resonance with a high Q factor?

LC resonance refers to the condition in a circuit where an inductor (L) and a capacitor (C) oscillate at their natural resonant frequency. A high Q factor, or quality factor, indicates that the circuit has low energy losses relative to the energy stored in the resonant components, resulting in a sharp and well-defined resonance peak.

Why use an inductor with a non-magnetic core in an LC resonant circuit?

An inductor with a non-magnetic core is often used in LC resonant circuits to minimize core losses and non-linearities. Non-magnetic cores, such as air cores, do not exhibit hysteresis and eddy current losses, which can degrade the performance of the resonant circuit and lower its Q factor.

How does the Q factor affect the performance of an LC resonant circuit?

The Q factor affects the selectivity and bandwidth of an LC resonant circuit. A higher Q factor means the circuit has a narrow bandwidth and high selectivity, making it capable of distinguishing between closely spaced frequencies. This is particularly important in applications like filters and oscillators.

What are the typical applications of high Q LC resonant circuits with non-magnetic core inductors?

High Q LC resonant circuits with non-magnetic core inductors are commonly used in radio frequency (RF) applications, including filters, oscillators, and tuners. They are also used in precision measurement equipment and in applications where minimal signal loss and high frequency stability are required.

How can the Q factor of an LC resonant circuit be maximized?

The Q factor can be maximized by using components with low intrinsic losses. For inductors, this means using non-magnetic cores to avoid core losses and selecting wire with low resistance. For capacitors, choosing high-quality, low-loss dielectric materials is essential. Additionally, minimizing parasitic resistances and ensuring good circuit design practices can help maximize the Q factor.

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