FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2034307895> ?p ?o ?g. }

• W2034307895 abstract "This work is devoted to the equilibrium distribution function for a fluid of mutually non-interacting identical composite point particles in three-dimensional physical space. The distribution function is derived within the generalized-kinetics (GK) vision from the proposed probabilistic model based on quantum-mechanical bosons and fermions. The first GK advantage is that the derivation does not involve any assumption on the interpolation between bosons and fermions whereas the resulting function provides this interpolation. The second GK advantage is that composons, the particles described with the GK-based distribution function, are considerably less schematic and more consistent physically than quons. Composons correspond to a specific case of Isakov's general q-commutation relation involving an infinite number of the q-coefficients. Connection of the composon concept to previous results in the literature is pointed out. A few directions for future research on the topic are formulated. The results of the work can be used in the composite-particle fluid problems where the Maxwell–Boltzmann description is not valid, for instance, in dense populations of not too massive point-like particles of a complex, composite nature at not too high temperatures. FRENCH: Ce travail s'interesse a la fonction de distribution d'equilibre pour un fluide mutuellement non agissant, compose de particules points dans un espace de dimension trois. La fonction de distribution provient, d'un point de vue de CG, d'un modele probabiliste issu de la mecanique quantique des fermions et des bosons. Le premier avantage de CG est que la derivation ne necessite aucune hypothese sur l'interpolation entre les bosons et les fermions alors que la fonction resultante fournit cette interpolation. Le second est que les composons, les particules decrites par ce procede sont considerablement moins schematiques et plus consistantes, physiquement, que les quons. Les composons correspondent a un cas particulier de la relation generale de q-commutation d'Isakov, pour un nombre infini de q-coefficients. Les resultats anterieurs lies au concept de composon sont signales et quelques directions de recherches futures sont proposees. Les resultats de ce travail peuvent servir pour l'etude de fluides composes, ou la description Maxwell–Boltzmann n'est pas valable, par exemple, pour une dense population de particules, pas trop lourdes et a des temperatures pas trop elevees, et d'une comoposition de nature complexe." @default.
• W2034307895 created "2016-06-24" @default.
• W2034307895 creator A5004455999 @default.
• W2034307895 creator A5033734267 @default.
• W2034307895 creator A5052402623 @default.
• W2034307895 creator A5074258399 @default.
• W2034307895 date "2003-07-01" @default.
• W2034307895 modified "2023-09-23" @default.
• W2034307895 title "The generalized-kinetics-based equilibrium distribution function for composite particles" @default.
• W2034307895 cites W162457275 @default.
• W2034307895 cites W1642494122 @default.
• W2034307895 cites W1821111820 @default.
• W2034307895 cites W1970812702 @default.
• W2034307895 cites W1971270046 @default.
• W2034307895 cites W1972166860 @default.
• W2034307895 cites W1973891895 @default.
• W2034307895 cites W1984794586 @default.
• W2034307895 cites W1986458951 @default.
• W2034307895 cites W1989911678 @default.
• W2034307895 cites W1990079924 @default.
• W2034307895 cites W1995879805 @default.
• W2034307895 cites W2008103122 @default.
• W2034307895 cites W2019455756 @default.
• W2034307895 cites W2019463372 @default.
• W2034307895 cites W2040777979 @default.
• W2034307895 cites W2044928738 @default.
• W2034307895 cites W2045580222 @default.
• W2034307895 cites W2046654158 @default.
• W2034307895 cites W2050577465 @default.
• W2034307895 cites W2058384091 @default.
• W2034307895 cites W2067667530 @default.
• W2034307895 cites W2073479997 @default.
• W2034307895 cites W2080771329 @default.
• W2034307895 cites W2140686879 @default.
• W2034307895 cites W2150224077 @default.
• W2034307895 cites W357347491 @default.
• W2034307895 cites W610138645 @default.
• W2034307895 cites W9067005 @default.
• W2034307895 cites W3100641733 @default.
• W2034307895 doi "https://doi.org/10.1016/s1631-0721(03)00111-6" @default.
• W2034307895 hasPublicationYear "2003" @default.
• W2034307895 type Work @default.
• W2034307895 sameAs 2034307895 @default.
• W2034307895 citedByCount "3" @default.
• W2034307895 crossrefType "journal-article" @default.
• W2034307895 hasAuthorship W2034307895A5004455999 @default.
• W2034307895 hasAuthorship W2034307895A5033734267 @default.
• W2034307895 hasAuthorship W2034307895A5052402623 @default.
• W2034307895 hasAuthorship W2034307895A5074258399 @default.
• W2034307895 hasConcept C110121322 @default.
• W2034307895 hasConcept C121332964 @default.
• W2034307895 hasConcept C121864883 @default.
• W2034307895 hasConcept C13355873 @default.
• W2034307895 hasConcept C134306372 @default.
• W2034307895 hasConcept C186603090 @default.
• W2034307895 hasConcept C2524010 @default.
• W2034307895 hasConcept C33923547 @default.
• W2034307895 hasConcept C37914503 @default.
• W2034307895 hasConcept C52233224 @default.
• W2034307895 hasConcept C62520636 @default.
• W2034307895 hasConcept C79118098 @default.
• W2034307895 hasConceptScore W2034307895C110121322 @default.
• W2034307895 hasConceptScore W2034307895C121332964 @default.
• W2034307895 hasConceptScore W2034307895C121864883 @default.
• W2034307895 hasConceptScore W2034307895C13355873 @default.
• W2034307895 hasConceptScore W2034307895C134306372 @default.
• W2034307895 hasConceptScore W2034307895C186603090 @default.
• W2034307895 hasConceptScore W2034307895C2524010 @default.
• W2034307895 hasConceptScore W2034307895C33923547 @default.
• W2034307895 hasConceptScore W2034307895C37914503 @default.
• W2034307895 hasConceptScore W2034307895C52233224 @default.
• W2034307895 hasConceptScore W2034307895C62520636 @default.
• W2034307895 hasConceptScore W2034307895C79118098 @default.
• W2034307895 hasLocation W20343078951 @default.
• W2034307895 hasOpenAccess W2034307895 @default.
• W2034307895 hasPrimaryLocation W20343078951 @default.
• W2034307895 hasRelatedWork W1072657899 @default.
• W2034307895 hasRelatedWork W1991114171 @default.
• W2034307895 hasRelatedWork W1994246989 @default.
• W2034307895 hasRelatedWork W2050196891 @default.
• W2034307895 hasRelatedWork W2103481701 @default.
• W2034307895 hasRelatedWork W2321233755 @default.
• W2034307895 hasRelatedWork W2375287304 @default.
• W2034307895 hasRelatedWork W2390939531 @default.
• W2034307895 hasRelatedWork W2619507405 @default.
• W2034307895 hasRelatedWork W2963349895 @default.
• W2034307895 isParatext "false" @default.
• W2034307895 isRetracted "false" @default.
• W2034307895 magId "2034307895" @default.
• W2034307895 workType "article" @default.