What is the Demagnetizing Field in Magnetism?

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The discussion clarifies the concepts of the B field and H field in magnetism, emphasizing the relationship between them. The demagnetizing field, denoted as NM, arises when an external H field is applied to a material, influencing the internal magnetization. It is explained that the internal H field, Hi, is adjusted by subtracting NM from the applied field, Ha. The demagnetizing field opposes the external field, reducing the overall magnetization within the material. Understanding this interaction is crucial for comprehending the behavior of ferromagnetic objects in magnetic fields.
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So I understand what the B field is in magnetism. This is the fundamental field.

We can also define a H field, H = B/u - M, to take into account that we cannot actually measure magnetization currents (cf. solenoid).

Now, if we have a B field applied to a material, call it Ba, the field inside is given by

B = u(Hi + M), where Hi is the internal H field, defined as Hi = Ha - NM. Its this last part that confuses me. What is this demagnetizing field, NM?
 
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Most writers state that the magnetism in a ferromagnetic object is induced by an external H (not B) field. To visualize the demagnetizing field, imagine an iron cylinder with its axis parallel to a field H_0. Boundary condition equations allow one to replace the induced M by an effective (and fictitious) magnetic charge density on the face of each end. The field outside the rod is that from the two charged surfaces (this field appears dipolar at sufficient distances) added to H_0. Note that inside the rod the charges produce a field that opposes the external field, tending to reduce M. This is the demagnetizing field.
 
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