Question

For a magnet whose loop demagnetization quadrant M=f(H) is described by the equation M=M_(R)+x*H , find the coherent fields _(M)H_(C) , _(()B)H_(C) and the maximum energy product BH(max).

Name: for a magnet whose loop demagnetization quadrant mfh is described by the equation mmrxh find the coherent fields mhc bhc and the maximum energy product bhmax 55948
Uploaded: 2022-06-16T17:08:04-08:00
Duration: 3 min 17 s
Channel: Sam Stansfield
Description: for a magnet whose loop demagnetization quadrant mfh is described by the equation mmrxh find the coherent fields mhc bhc and the maximum energy product bhmax 55948

          For a magnet whose loop demagnetization quadrant M=f(H) is described by the equation M=M_(R)+x*H , find the coherent fields _(M)H_(C) , _(()B)H_(C) and the maximum energy product BH(max).

Added by Rachel H.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sam Stansfield

06/16/2022

Step 1

Here, M is the magnetization, M_R is the remanent magnetization, H is the applied magnetic field, and x is a constant. This equation describes the relationship between the magnetization and the applied field in the demagnetization quadrant of the hysteresis loop. Show more…

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For a magnet whose loop demagnetization quadrant M=f(H) is described by the equation M=M_(R)+x*H , find the coherent fields _(M)H_(C) , _(()B)H_(C) and the maximum energy product BH(max).