Matches in SemOpenAlex for { <https://semopenalex.org/work/W2091254166> ?p ?o ?g. }
- W2091254166 endingPage "227" @default.
- W2091254166 startingPage "213" @default.
- W2091254166 abstract "In this work the Enskog solution of the Boltzmann equation, as corrected by Speedy, together with the Weeks-Chandler-Andersen (WCA) perturbation theory of liquids is employed in correlating and predicting self-diffusivities of dense fluids. Afterwards this theory is used to estimate mutual diffusion coefficients of solutes at infinite dilution in sub and supercritical solvents. We have also investigated the behavior of Fick diffusion coefficients in the proximity of a binary vapor-liquid critical point since this subject is of great interest for extraction purposes. The approach presented here, which makes use of a density and temperature dependent hard-sphere diameter, is shown to be excellent for predicting diffusivities in dense pure fluids and fluid mixtures. The calculations involved highly nonideal mixtures as well as systems with high molecular asymmetry. The predicted diffusivities are in good agreement with the experimental data for the pure and binary systems. The methodology proposed here makes only use of pure component information and density of mixtures. The simple algebraic relations are proposed without any binary adjustable parameters and can be readily used for estimating diffusivities in multicomponent mixtures." @default.
- W2091254166 created "2016-06-24" @default.
- W2091254166 creator A5019546651 @default.
- W2091254166 creator A5020297225 @default.
- W2091254166 creator A5036658002 @default.
- W2091254166 date "1999-09-01" @default.
- W2091254166 modified "2023-10-12" @default.
- W2091254166 title "Predicting diffusivities in dense fluid mixtures" @default.
- W2091254166 cites W1845618662 @default.
- W2091254166 cites W1967685069 @default.
- W2091254166 cites W1967690208 @default.
- W2091254166 cites W1969058927 @default.
- W2091254166 cites W1975264298 @default.
- W2091254166 cites W1977062386 @default.
- W2091254166 cites W1978252924 @default.
- W2091254166 cites W1980670233 @default.
- W2091254166 cites W1981587108 @default.
- W2091254166 cites W1981941889 @default.
- W2091254166 cites W1987223497 @default.
- W2091254166 cites W1991610160 @default.
- W2091254166 cites W1992291237 @default.
- W2091254166 cites W2002516602 @default.
- W2091254166 cites W2003186556 @default.
- W2091254166 cites W2004486737 @default.
- W2091254166 cites W2005496208 @default.
- W2091254166 cites W2011079102 @default.
- W2091254166 cites W2012546572 @default.
- W2091254166 cites W2012828070 @default.
- W2091254166 cites W2025863522 @default.
- W2091254166 cites W2027412442 @default.
- W2091254166 cites W2032849224 @default.
- W2091254166 cites W2037460056 @default.
- W2091254166 cites W2037471094 @default.
- W2091254166 cites W2040815285 @default.
- W2091254166 cites W2044497813 @default.
- W2091254166 cites W2047656934 @default.
- W2091254166 cites W2049644611 @default.
- W2091254166 cites W2055249921 @default.
- W2091254166 cites W2057203414 @default.
- W2091254166 cites W2059632243 @default.
- W2091254166 cites W2060932239 @default.
- W2091254166 cites W2061136625 @default.
- W2091254166 cites W2061719615 @default.
- W2091254166 cites W2062529416 @default.
- W2091254166 cites W2064698212 @default.
- W2091254166 cites W2068689087 @default.
- W2091254166 cites W2076865544 @default.
- W2091254166 cites W2084041890 @default.
- W2091254166 cites W2084551290 @default.
- W2091254166 cites W2086810823 @default.
- W2091254166 cites W2088158103 @default.
- W2091254166 cites W2089050876 @default.
- W2091254166 cites W2090828929 @default.
- W2091254166 cites W2092421737 @default.
- W2091254166 cites W2093802697 @default.
- W2091254166 cites W2105854377 @default.
- W2091254166 cites W2118782204 @default.
- W2091254166 cites W2133175856 @default.
- W2091254166 cites W2160973623 @default.
- W2091254166 cites W2161087927 @default.
- W2091254166 cites W2163791155 @default.
- W2091254166 cites W2320378464 @default.
- W2091254166 cites W4244169112 @default.
- W2091254166 doi "https://doi.org/10.1590/s0104-66321999000300001" @default.
- W2091254166 hasPublicationYear "1999" @default.
- W2091254166 type Work @default.
- W2091254166 sameAs 2091254166 @default.
- W2091254166 citedByCount "18" @default.
- W2091254166 countsByYear W20912541662013 @default.
- W2091254166 countsByYear W20912541662015 @default.
- W2091254166 crossrefType "journal-article" @default.
- W2091254166 hasAuthorship W2091254166A5019546651 @default.
- W2091254166 hasAuthorship W2091254166A5020297225 @default.
- W2091254166 hasAuthorship W2091254166A5036658002 @default.
- W2091254166 hasBestOaLocation W20912541661 @default.
- W2091254166 hasConcept C118419359 @default.
- W2091254166 hasConcept C121332964 @default.
- W2091254166 hasConcept C121864883 @default.
- W2091254166 hasConcept C185592680 @default.
- W2091254166 hasConcept C18762648 @default.
- W2091254166 hasConcept C33923547 @default.
- W2091254166 hasConcept C37668627 @default.
- W2091254166 hasConcept C48372109 @default.
- W2091254166 hasConcept C69357855 @default.
- W2091254166 hasConcept C94375191 @default.
- W2091254166 hasConcept C96618451 @default.
- W2091254166 hasConcept C97355855 @default.
- W2091254166 hasConceptScore W2091254166C118419359 @default.
- W2091254166 hasConceptScore W2091254166C121332964 @default.
- W2091254166 hasConceptScore W2091254166C121864883 @default.
- W2091254166 hasConceptScore W2091254166C185592680 @default.
- W2091254166 hasConceptScore W2091254166C18762648 @default.
- W2091254166 hasConceptScore W2091254166C33923547 @default.
- W2091254166 hasConceptScore W2091254166C37668627 @default.
- W2091254166 hasConceptScore W2091254166C48372109 @default.
- W2091254166 hasConceptScore W2091254166C69357855 @default.
- W2091254166 hasConceptScore W2091254166C94375191 @default.
- W2091254166 hasConceptScore W2091254166C96618451 @default.