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Field in homogeneous domains of a medium

In domains where the values of e, p and a are constant, equations (8.1) - (8.4) take the form [Pg.202]

In many problems, it is useful to separate Maxwell s equations (8.8) - (8.11), i.e., to write the equations for the electric and magnetic fields separately. To do this, we will apply the curl operator Vx to the left- and right-hand sides of (8.9) and substitute the result into (8.8)  [Pg.202]

Similarly, using the curl operator V x on (8.8) and allowing for (8.9) we arrive [Pg.202]

It is common knowledge (Stratton, 1941 Kong, 2000) that in the absence of extraneous electric currents and charges, free electric charges disappear (relax) very rapidly in a homogeneous medium hence, we can write [Pg.203]

Mciuatioiis (8.10) and (8.18), salisfioti by the vectors of the electric and inagnctic fields ill a homogeneous domain of a medium, in the absence of extraneous currents and charges, arc called homogeneous telegraph expiations. [Pg.203]


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