What is the relation between inductance and reluctance?

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SUMMARY

The relationship between inductance and reluctance is defined by their inverse correlation. When an airgap is introduced in a magnetic core, the reluctance increases, leading to a decrease in inductance. This is due to the fact that magnetic flux (Φ) through a coil is proportional to the current (I) and is described by the equation Φ = LI, where L represents inductance. As reluctance increases, magnetic flux decreases for the same coil current, resulting in reduced inductance.

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  • Understanding of magnetic flux (Φ) and its relation to current (I)
  • Familiarity with the concept of inductance (L) in electrical circuits
  • Knowledge of magnetic reluctance and its dependence on permeability and area
  • Basic principles of electromagnetism and magnetic circuits
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  • Study the mathematical relationship between inductance and reluctance in magnetic circuits
  • Explore the effects of airgaps on magnetic circuit performance
  • Learn about the role of permeability in determining magnetic reluctance
  • Investigate practical applications of inductance and reluctance in electrical engineering
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Electrical engineers, physics students, and anyone interested in understanding the principles of electromagnetism and magnetic circuit design.

Bavuka
Hi,

say for example we have a magnetic core with a coil wound around, and if we introduce an airgap (i.e. increasing the reluctance), how is inductance reduced? I read on some forum (see source below) that inductance scale inversely with reluctance.

So I do not have the mental picture of why inductance scale inversely with reluctance, and I hope some may help me establish that picture.

Thanks

Source:
https://www.quora.com/What-is-the-relation-between-inductance-and-reluctance
 
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Bavuka said:
So I do not have the mental picture of why inductance scale inversely with reluctance, and I hope some may help me establish that picture.
Magnetic flux (Φ) through a coil is proportional to the current (I) flowing through the coil.
So, Φ∝I or Φ=LI, where L is the inductance of the coil.

If you increased the reluctance and kept the coil current same, magnetic flux will decrease i.e. for the same coil current I, Φ decreases, which means the inductance also decreases.
 
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