- #1
v_pino
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Homework Statement
Attached as pdf.
Homework Equations
Attached as pdf.
The Attempt at a Solution
I know that refractive index is given by [tex] n=\sqrt{\varepsilon} [/tex] normally. But is it still the case when asked for [tex] n( \omega) [/tex]?
If so, I've tried rearranging equation 3 for [tex] \varepsilon [/tex]. Which gives [tex] \varepsilon = -k_m \varepsilon_0 / k_v [/tex], where the subscript v and m denote metal and vacuum. How does this help in finding [tex] n (\omega) = \sqrt{ \frac{\varepsilon( \omega)}{\varepsilon ( \omega) + \varepsilon_0}} [/tex]?