Matches in SemOpenAlex for { <https://semopenalex.org/work/W2022382567> ?p ?o ?g. }
- W2022382567 endingPage "4261" @default.
- W2022382567 startingPage "4246" @default.
- W2022382567 abstract "A dense interacting Bose or Fermi gas is considered. Within the Kadanoff-Baym real-time Green-function technique a generalized kinetic equation is derived in the nonequilibrium ladder approximation. As a Markovian limit the Boltzmann-Uehling-Uhlenbeck equation is recovered. The relevance of retardation effects in the kinetic equation of dense systems is shown. It turns out that the stationary solution of the generalized kinetic equation reproduces the second virial coefficient of the equation of state, including the Beth-Uhlenbeck quantum corrections. We establish a generalized kinetic equation describing correlation effects in a consistent approach to nonequilibrium for Bose and Fermi systems. In this way we give a generalization of the Beth-Uhlenbeck formula that applies to nonequilibrium and to finite systems. The derivation makes use of the time dependent T-matrix equation, which establishes a generalization of the Bethe-Goldstone equation. The correlated parts of the density and energy, which can be interpreted as virial corrections, are thermodynamically consistent. In this way global energy conservation is fulfilled." @default.
- W2022382567 created "2016-06-24" @default.
- W2022382567 creator A5024567243 @default.
- W2022382567 creator A5065514803 @default.
- W2022382567 date "1995-05-01" @default.
- W2022382567 modified "2023-10-16" @default.
- W2022382567 title "Memory effects and virial corrections in nonequilibrium dense systems" @default.
- W2022382567 cites W1584730566 @default.
- W2022382567 cites W1964171709 @default.
- W2022382567 cites W1964556435 @default.
- W2022382567 cites W1971747501 @default.
- W2022382567 cites W1972559924 @default.
- W2022382567 cites W1972664001 @default.
- W2022382567 cites W1972908913 @default.
- W2022382567 cites W1973473044 @default.
- W2022382567 cites W1975565257 @default.
- W2022382567 cites W1975679469 @default.
- W2022382567 cites W1978959383 @default.
- W2022382567 cites W1979295998 @default.
- W2022382567 cites W1983598244 @default.
- W2022382567 cites W1985301714 @default.
- W2022382567 cites W1987881172 @default.
- W2022382567 cites W1990491245 @default.
- W2022382567 cites W1991675433 @default.
- W2022382567 cites W1994137024 @default.
- W2022382567 cites W1994691436 @default.
- W2022382567 cites W1998574556 @default.
- W2022382567 cites W1999656497 @default.
- W2022382567 cites W2000751720 @default.
- W2022382567 cites W2001069305 @default.
- W2022382567 cites W2001776500 @default.
- W2022382567 cites W2006738419 @default.
- W2022382567 cites W2008183145 @default.
- W2022382567 cites W2009937069 @default.
- W2022382567 cites W2014555466 @default.
- W2022382567 cites W2015928550 @default.
- W2022382567 cites W2016959674 @default.
- W2022382567 cites W2017024248 @default.
- W2022382567 cites W2018507613 @default.
- W2022382567 cites W2023596905 @default.
- W2022382567 cites W2024368426 @default.
- W2022382567 cites W2025918469 @default.
- W2022382567 cites W2030556218 @default.
- W2022382567 cites W2035269303 @default.
- W2022382567 cites W2037335503 @default.
- W2022382567 cites W2037757811 @default.
- W2022382567 cites W2041871157 @default.
- W2022382567 cites W2042749063 @default.
- W2022382567 cites W2044544398 @default.
- W2022382567 cites W2047856695 @default.
- W2022382567 cites W2048629199 @default.
- W2022382567 cites W2052784716 @default.
- W2022382567 cites W2055468111 @default.
- W2022382567 cites W2055571878 @default.
- W2022382567 cites W2056542162 @default.
- W2022382567 cites W2056912959 @default.
- W2022382567 cites W2059264371 @default.
- W2022382567 cites W2060003936 @default.
- W2022382567 cites W2063246013 @default.
- W2022382567 cites W2065055035 @default.
- W2022382567 cites W2066545331 @default.
- W2022382567 cites W2067388823 @default.
- W2022382567 cites W2068498643 @default.
- W2022382567 cites W2068951734 @default.
- W2022382567 cites W2073380355 @default.
- W2022382567 cites W2075512674 @default.
- W2022382567 cites W2089903400 @default.
- W2022382567 cites W2091843006 @default.
- W2022382567 cites W2091891732 @default.
- W2022382567 cites W2093024861 @default.
- W2022382567 cites W2094769739 @default.
- W2022382567 cites W2099407510 @default.
- W2022382567 cites W2117578424 @default.
- W2022382567 cites W2131608429 @default.
- W2022382567 cites W2140654996 @default.
- W2022382567 cites W2157282465 @default.
- W2022382567 cites W2157284909 @default.
- W2022382567 cites W2167268180 @default.
- W2022382567 cites W2171713511 @default.
- W2022382567 cites W3142882841 @default.
- W2022382567 cites W4233684509 @default.
- W2022382567 cites W4256475790 @default.
- W2022382567 doi "https://doi.org/10.1103/physreve.51.4246" @default.
- W2022382567 hasPubMedId "https://pubmed.ncbi.nlm.nih.gov/9963136" @default.
- W2022382567 hasPublicationYear "1995" @default.
- W2022382567 type Work @default.
- W2022382567 sameAs 2022382567 @default.
- W2022382567 citedByCount "38" @default.
- W2022382567 countsByYear W20223825672014 @default.
- W2022382567 countsByYear W20223825672017 @default.
- W2022382567 countsByYear W20223825672018 @default.
- W2022382567 countsByYear W20223825672023 @default.
- W2022382567 crossrefType "journal-article" @default.
- W2022382567 hasAuthorship W2022382567A5024567243 @default.
- W2022382567 hasAuthorship W2022382567A5065514803 @default.
- W2022382567 hasConcept C121332964 @default.
- W2022382567 hasConcept C121864883 @default.
- W2022382567 hasConcept C135889238 @default.