Abstract
The wellknown derivation ofFresnel's formula for the reflection coefficient of a metal surface in the case of an oblique incident wave polarized parallel to the plane of incidence includes a mistake concerning the boundary conditions and neglecting the possibility of optical excitation of plasma waves. The right formula for this case is derived in the following paper byForstmann.
The discussion of an approximate formula obtained by a simplified method leads in the case of vanishing reflectivity forΩ>Ω p to a real Brewster-angleα B . ForΩ<Ω p there exists another solution with a complex Brewster-angle, representing a surface wave in form of a Zenneck-wave. For large wave numbers and for light velocity ≫ electron velocity the dispersion formula for these surface waves is nearly identical with that obtained byRitchie andWagner, while for small wave numbers there is a great difference between these two formulas. In the middle region the frequenceΩ is nearlyΩ p /√2.
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Zum Schluß möchte ich auch an dieser Stelle Herrn Priv.-Doz. Dr. D.Wagner sowie den Herren F.Forstmann und K.Sturm für ihre Mitarbeit und für viele klärende Gespräche bestens danken.
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Sauter, F. Der Einfluß von Plasmawellen auf das Reflexionsvermögen von Metallen (I). Z. Physik 203, 488–494 (1967). https://doi.org/10.1007/BF01322063
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DOI: https://doi.org/10.1007/BF01322063