What is the physical meaning of a complex conductivity, as given in (5.7) and (5.8)? Consider, for
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What is the physical meaning of a complex conductivity, as given in (5.7) and (5.8)? Consider, for example, that E(r, t) = E(r) exp (–iωt), and calculate the real parts of E(r, t) and of J(r, t) = S · E(r, t). Interpret physically the results considering the phase differences between J and E.
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Η induce (wζ - Ωge) - σο (5.7)
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The complex conductivity as given in equations 57 and 58 has both a real and an imaginary part The physical meaning of complex conductivity arises in the context of electromagnetic wave propagation in ...View the full answer
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