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Morphology and plasmonic properties of self-organized arrays of ...

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5.1. LITHIUM FLUORIDE NANOSTRUCTURES 77the possible presence <strong>of</strong> a surface layer, with optical constants slightly different from thesubstrate, whose presence does not change the intensity <strong>of</strong> the reflected fields (relatedto Ψ), but modifies their phases (hence ∆). This is a reasonable assumption, especiallysince the hygroscopicity <strong>of</strong> LiF might favour the adsorption <strong>of</strong> water molecules; furthermore,the polishing procedure could have left some residuals contaminating the surface,or have induced some morphological disorder or defects like colour centers. Accountingfor these contributions requires a more detailed inspection <strong>of</strong> the surfaces, which is farbeyond the scope <strong>of</strong> the current analysis. Nevertheless, fitting Ψ already provides accurateoptical constants for the substrate, so any further improvement <strong>of</strong> the model is notstrictly necessary.5.1.2 Nanostructured LiF templatesWe proceed by considering the optical <strong>properties</strong> <strong>of</strong> the substrates following the furtherdeposition <strong>of</strong> LiF. In §3.1 we saw that elongated ripples spontaneously form after thedeposition <strong>of</strong> ≈250 nm <strong>of</strong> LiF. The Ψ <strong>and</strong> ∆ spectra corresponding to this situation,reported in fig. 4.2 <strong>and</strong> fig. 4.3, show, as expected, several differences with respect tothe bare crystals. Ψ <strong>and</strong> ∆ are both characterized by evident oscillations, <strong>and</strong> theyacquire a slight but clear anisotropy when the plane <strong>of</strong> incidence is oriented parallel orperpendicular the ripples. Such an optical birefringence can be directly related to theintrinsic morphological anisotropy <strong>of</strong> the ripple structure, while the oscillations are mostlikely due to the interference between multiple reflections inside the deposited film (see§1.1.3). In particular, the latter observation implies that the molecular-beam-depositedlayer <strong>of</strong> LiF has a refractive index different from the bulk crystal, probably due to a notperfect recombination <strong>of</strong> the Li <strong>and</strong> F ions during the desublimation <strong>of</strong> the gaseous phase,<strong>and</strong> by the consequent proliferation <strong>of</strong> structural defects; some contaminants can also getadsorbed <strong>and</strong> incorporated, since the typical base pressure during deposition is in the10 −7 mbar range.aAirbAθ 0θ 1 dN 0BDN 1CThin filmN 2SubstrateFigure 5.3: Schematic representation for the reflection <strong>of</strong> an EM plane wave from a thinfilm on a substrate. The rays a <strong>and</strong> b are in phase in A <strong>and</strong> B, <strong>and</strong> sum up in D,respectively after a direct reflection from the surface <strong>and</strong> a first reflection from inside thefilm.We can exploit the optical interference to finely estimate the thickness <strong>of</strong> depositedLiF film. This can be easily seen for the ideal situation (sketch in fig. 5.3) in which thesystem is composed <strong>of</strong> a flat homogeneous thin film (N 1 ) in air (N 0 ), supported on a

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