I Why is hysteresis loss proportional to area hysteresis loop ?

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Hysteresis loss generates heat due to the work required to change the magnetization of a material, which is represented by the area under the hysteresis loop. The horizontal axis of the loop represents the magnetic field strength (H), while the vertical axis represents magnetic flux density (B). The area of the loop correlates with the energy lost as heat during the magnetization process. This phenomenon occurs because it is energetically favorable for electron spins in ferromagnetic materials to align in one direction, creating an energy gap between magnetized and unmagnetized states. Thus, the heat produced is directly proportional to the area of the hysteresis loop.
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Why does hysteresis loss cause heat and why the heat proportional the area of hysteresis loop?
 
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Perhaps you can tell us what loop you are talking about: what's on the horizontal axis and what's on the vertical axis ? So what's the dimension of the area ?
 
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The horizontal axis is H and the vertical axis is B
 
Ferromagnetism occurs when it is energetically favorable that the spins of the electrons in the material are ordered in one direction and there's an "energy gap" between this magnetized state and the unmagnetized state. The microscopic reason that this happens in some few materials is quantum-mechanical. On the macroscopic level it's sufficient to know that this energy argument holds. This, however implies that to change the magnetization you need to do work to redirect the spins, and the change of energy is given by ##\int \mathrm{d} H B##, i.e., the area under the hysteresis curve.
 
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