Show that M and N
satisfy all the properties that the field is expected to have an electromagnetic wave of a spherical wave satisfy: they have zero divergence, the curl of each is proportional to the other, and in the far field they are transverse fields with amplitude proportional to r^−1. (This fact, together with the fact that the harmonics
spherical form a complete basis, it means that they are suitable for expressing any electromagnetic field.)
PLEASE WRITE THE STEP BY STEP WITH ALL THE ALGEBRA. I NEED A DETAILED AND COMPLETE DEMOSTRATION TO UPVOTE.
M 11 VX (0) 1 XM, k Ñ = #vx M
Show that M and N satisfy all the properties that the field is expected to have an electromagnetic wave of a spherical w
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Show that M and N satisfy all the properties that the field is expected to have an electromagnetic wave of a spherical w
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