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Three different types of interfaces; a perfect interface (a), an interface with roughness (b) and an interface with interdiffusion (c). 

Three different types of interfaces; a perfect interface (a), an interface with roughness (b) and an interface with interdiffusion (c). 

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Epitaxial Co/Cr(001) superlattices were prepared by Molecular‐Beam‐Epitaxy (MBE). The crystal structure was determined both with Reflection High Energy Electron Diffraction (RHEED) and x‐ray diffraction experiments. The Co layers grow in an hcp phase with their (11.0) planes oriented parallel to the Cr(001) planes. The magnetic anisotropy was measu...

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... with high surface energy minimize the energy by growing as three- dimensional islands, whereas materials with low surface energy can grow layer by layer. The interfaces between the layers can be smooth or rough, sharp or diffuse. Roughness is in general the result of limited surface diffusion during growth. High growth temperatures promote surface diffusion but can also lead to unwanted interdiffusion between the layers. Three different types of interfaces are shown in Fig. 3. The interfaces in a real multilayer or superlattice are never perfect, i.e. some roughness and interdiffusion are always present. Two different types of interfacial roughness can be distinguished, one which is correlated between different layers and one which is random or uncorrelated. The correlated roughness is often induced by the substrate which is not exactly flat but contains steps which are replicated from layer to layer. In most cases, the roughness can be described as lying between these two extremes, the roughness is partially correlated. The roughness can also increase from layer to layer, this is refered to as cumulative roughness. If the growth is not phase locked the incomplete formation of the last monolayer of each individual layer will also give rise to an ...

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Citations

... This model was introduced by Behler and al [194,195]. Both radial and angular informations around each atom are represented by sums of pairwise functions. ...
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