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Titlebook: Advances in Thin Films, Nanostructured Materials, and Coatings; Selected Papers from Alexander D. Pogrebnjak,Valentine Novosad Conference p

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楼主: Sentry
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Lecture Notes in Computer Sciencemicylindrical constituents is considered. As the rod-like target can be made of multiple materials in any geometry, the model can be adjusted for any particular case. The calculations explain the general trend of experimental data behavior.
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Enabling Technologies II: CONSENS Tools,ation which consists in monitoring of the angular dependence of monochromatic light reflection was used both for the formation of the PAA/Al structures by anodic oxidation, for the widening of pores by wet etching, as well to control the etching of the PAA and monitoring the remaining Al nanomesh.
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https://doi.org/10.1007/3-540-32939-0-wetting of the samples under study. Concentration dependence of the activation energy of diffusion in bilayer Bi/Sn films is obtained. It is shown, that the diffusion activation energy has a minimum in the homogeneous region and is practically constant at a component concentration corresponding to the two-phase section of the phase diagram.
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DSC Investigations of the Effect of Annealing Temperature on the Phase Transformation Behaviour in gated coatings occurred in two stages: at intermediate temperature region (>670 °C) and high-temperature region (>1100 °C). There were also noticeable changes in values of heat capacity depending on nitrogen pressure applied during a deposition process.
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Mass Transfer Model of Sputtering from Rod-Like Targets for Synthesis of Multielement Nanocoatings,micylindrical constituents is considered. As the rod-like target can be made of multiple materials in any geometry, the model can be adjusted for any particular case. The calculations explain the general trend of experimental data behavior.
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Effect of Temperature on the Growth of Pores in Binary Bi/Sn Films,-wetting of the samples under study. Concentration dependence of the activation energy of diffusion in bilayer Bi/Sn films is obtained. It is shown, that the diffusion activation energy has a minimum in the homogeneous region and is practically constant at a component concentration corresponding to the two-phase section of the phase diagram.
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