Magnetic Circuits: Why Does Flux Divide in Parallel?

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SUMMARY

The discussion centers on the behavior of magnetic flux in parallel magnetic circuits, emphasizing that while current flows in electrical circuits, magnetic flux does not have a physical carrier. Instead, flux can be treated mathematically similar to current due to the duality established in Maxwell's equations. This duality illustrates that the division of flux in parallel systems is a mathematical abstraction rather than a physical phenomenon, highlighting the importance of understanding the underlying mathematics over simplistic intuitions.

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  • Understanding of Maxwell's equations
  • Familiarity with the concepts of magnetic circuits
  • Basic knowledge of electrical circuits and current flow
  • Mathematical proficiency in physics abstractions
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Current flows... But Flux doesn't flow in magnetic circuit. It is a sense of electrons being divided in parallel circuits. We don't have any such in Magnetic Circuit like electrons in electric circuit. Then Why does the flux divides in Parallel system of magnetic circuit?
 
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anupadhikari said:
Current flows... But Flux doesn't flow in magnetic circuit. It is a sense of electrons being divided in parallel circuits. We don't have any such in Magnetic Circuit like electrons in electric circuit. Then Why does the flux divides in Parallel system of magnetic circuit?

The mathematics of magnetic flux is the same as current so even though it doesn't have an obvious "carrier" that actually flows, you can treat it as if it did. The result is that you get a dual to electrical current. Of course the reason is the duality between electric and magnetic fields in Maxwell's equations.

This is one of those cases when the simplistic intuition of physical carrier flow actually hurts you. It's also why physicists sneer at anything that isn't strictly mathematics-based: intuitions can lie to you if you don't understand the abstraction and the underlying math that was approximated to justify the abstraction.
 

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