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Série Journal of physics. Condensed matter
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Journal of physics. Condensed matter, Vol.5 No.14. Capillarity and elasticity. The example of the thin plate / J. Olives
in Journal of physics. Condensed matter
Titre de série : Journal of physics. Condensed matter, Vol.5 No.14 Titre : Capillarity and elasticity. The example of the thin plate Type de document : articles et extraits Auteurs : J. Olives, Auteur Année de publication : 1993 Importance : p.2081-2094 ISBN/ISSN/EAN : 0953-8984 Langues : Français (fre) Résumé : Following the method of Gibbs, the equilibrium equations for a solid and various fluids in contact, including capillarity and elasticity, are written for the general case. They are then applied to the example of a thin plate in contact with a drop of fluid. The classical Young's equation is modified.
in Journal of physics. Condensed matter
Journal of physics. Condensed matter, Vol.5 No.14. Capillarity and elasticity. The example of the thin plate [articles et extraits] / J. Olives, Auteur . - 1993 . - p.2081-2094.
ISSN : 0953-8984
Langues : Français (fre)
Résumé : Following the method of Gibbs, the equilibrium equations for a solid and various fluids in contact, including capillarity and elasticity, are written for the general case. They are then applied to the example of a thin plate in contact with a drop of fluid. The classical Young's equation is modified.
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Code-barres Cote Support Localisation Section Disponibilité ART-7938-0 ART Document imprimé Bureau chercheur Bureau de OYHARCABAL Xabier Disponible Journal of physics. Condensed matter, Vol.3 No.9. Fragments of matter from a maximum-entropy viewpoint / R. Englman
in Journal of physics. Condensed matter
Titre de série : Journal of physics. Condensed matter, Vol.3 No.9 Titre : Fragments of matter from a maximum-entropy viewpoint Type de document : articles et extraits Auteurs : R. Englman, Auteur Année de publication : 1991 Importance : p.1019-1051 Langues : Français (fre) Résumé : After introducing the formalism of maximum entropy and reviewing alternative approaches for fragment size statistics, this paper derives a general distribution law (similar in form to the Bose-Einstein statistics) and applies it to distributions observed in rock mining, exploding metallic shells, shattered crystal pieces, droplets in spray, atomic or molecular clusters, space debris and fragmented nuclei. Variations of fragment number with size that are power-law-like (fractal), humped or exponential can lead to physically significant conclusions regarding the fracturing mechanism. Theoretical aspects of the maximum-entropy method in the derivation of the distribution law (including some inherent difficulties) are discussed.
in Journal of physics. Condensed matter
Journal of physics. Condensed matter, Vol.3 No.9. Fragments of matter from a maximum-entropy viewpoint [articles et extraits] / R. Englman, Auteur . - 1991 . - p.1019-1051.
Langues : Français (fre)
Résumé : After introducing the formalism of maximum entropy and reviewing alternative approaches for fragment size statistics, this paper derives a general distribution law (similar in form to the Bose-Einstein statistics) and applies it to distributions observed in rock mining, exploding metallic shells, shattered crystal pieces, droplets in spray, atomic or molecular clusters, space debris and fragmented nuclei. Variations of fragment number with size that are power-law-like (fractal), humped or exponential can lead to physically significant conclusions regarding the fracturing mechanism. Theoretical aspects of the maximum-entropy method in the derivation of the distribution law (including some inherent difficulties) are discussed.
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Code-barres Cote Support Localisation Section Disponibilité ART-9306-0 ART Document imprimé Bureau chercheur Bureau de VILLERMAUX Emmanuel Disponible