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It can be shown from Maxwell's equations that the equation for the propagation of the electro-magnetic wave in a metal is given by -V²E= 02 (1 + i) E. (a) Show that in the range of microwave frequencies (w~1010 Hz) in a metal, the propagation reduces to Απίσω _V²E = (ATLOW) E.

It can be shown from Maxwell's equations that the equation for the propagation of the electro-magnetic wave in a metal is given by -V²E= 02 (1 + i) E. (a) Show that in the range of microwave frequencies (w~1010 Hz) in a metal, the propagation reduces to Απίσω _V²E = (ATLOW) E.

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It can be shown from Maxwell's equations that the equation for the propagation of the electro-magnetic wave in a metal is given by -V²E= 02 (1 + i) E. (a) Show that in the range of microwave frequencies (w~1010 Hz) in a metal, the propagation reduces to Απίσων _V²E = (ATiOW) E. (b) Using the results in (a), deduce the expression for the classical skin depth бо απσω
Transcribed Image Text:It can be shown from Maxwell's equations that the equation for the propagation of the electro-magnetic wave in a metal is given by -V²E= 02 (1 + i) E. (a) Show that in the range of microwave frequencies (w~1010 Hz) in a metal, the propagation reduces to Απίσων _V²E = (ATiOW) E. (b) Using the results in (a), deduce the expression for the classical skin depth бо απσω
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