Question: Suppose that instead of a harmonic oscillator, we have a metal in which the electrons move directly in response to the electric field, that is,

Suppose that instead of a harmonic oscillator, we have a metal in which the electrons move directly in response to the electric field, that is, there is a damping constant but no spring constant, so that ω0 = 0. What is the susceptibility χ(ω) in the limit ω→ 0? Using the formula (3.8.7) for the reflectivity, what does this imply about the infrared reflectance of a metal? 

Show that if  Γ ≡ 1/τ , the solution is consistent with the formula J = σE, where σ is given by (5.8.6).r] =r|| = t = t|| = zu - lu Tu +

Tu 2n1 n + n (3.8.7)

r] =r|| = t = t|| = zu - lu Tu + Tu 2n1 n + n (3.8.7)

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Upon substitution of wo 0 into Eq 78 we get qN 1 qN wiTw 0mV w ... View full answer

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