Abstract

The linear-optical properties of unbacked thin metal films are studied within the jellium model and the time-dependent density-functional approach. Unlike most previous calculations, the present ones treat both longitudinal and transverse components of electromagnetic fields microscopically and results are performed in terms of strictly calculated reflection, transmission, and absorption coefficients. Dependences of the collective mode frequencies on metal film thickness are discussed. It is shown that in thin metal film there are collective modes which can be interpreted as standing plasma waves. Also it is demonstrated that in thin metal films there exists a couple of surface modes which are related to the so-called multipole surface-plasmon mode. Spectral and angular dependences of optical response are discussed in detail. A few specific features of optical response under conditions of collective mode excitations have been found. In particular, metal film cannot absorb more than a half of energy flux of incident wave. At the angle of incidence, when absorption reaches the absolute maximum the reflection and transmission coefficients are equal to one-fourth. These and some other features appear in the same manner for different collective mode excitations. Also, we consider how the spectrum of collective mode excitations is transformed under the transition from two- to three-dimensional electron systems.

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