Matches in SemOpenAlex for { <https://semopenalex.org/work/W4383501041> ?p ?o ?g. }
- W4383501041 endingPage "120" @default.
- W4383501041 startingPage "107" @default.
- W4383501041 abstract "The self-diffusion coefficient of active ingredients (AI) in polymeric solid dispersions is one of the essential parameters for the rational formulation design in life sciences. Measuring this parameter for products in their application temperature range can, however, be difficult to realise and time-consuming (due to the slow kinetics of diffusion). The aim of this study is to present a simple and time-saving platform for predicting the AI self-diffusivity in amorphous and semi-crystalline polymers on the basis of a modified version of Vrentas’ and Duda’s free volume theory (FVT) [A. Mansuri, M. Völkel, T. Feuerbach, J. Winck, A.W.P. Vermeer, W. Hoheisel, M. Thommes, Modified free volume theory for self-diffusion of small molecules in amorphous polymers, Macromolecules. (2023)]. The predictive model discussed in this work requires pure-component properties as its input and covers the approximate temperature range of T < 1.2 Tg, the whole compositional range of the binary mixtures (as long as a molecular mixture is present), and the whole crystallinity range of the polymer. In this context, the self-diffusion coefficients of the AIs imidacloprid, indomethacin, and deltamethrin were predicted in polyvinylpyrrolidone, polyvinylpyrrolidone/vinyl acetate, polystyrene, polyethylene, and polypropylene. The results highlight the profound importance of the kinetic fragility of the solid dispersion on the molecular migration; a property which in some cases might entail higher self-diffusion coefficients despite an increase in the molecular weight of the polymer. We interpret this observation within the context of the theory of heterogeneous dynamics in glass-formers [M.D. Ediger, Spatially heterogeneous dynamics in supercooled liquids, Annu. Rev. Phys. Chem. 51 (2000) 99–128] by attributing it to the stronger presence of “fluid-like” mobile regions in fragile polymers offering facilitated routes for the AI diffusion within the dispersion. The modified FVT further allows for identifying the influence of some structural and thermophysical material properties on the translational mobility of AIs in binary dispersions with polymers. In addition, estimates of self-diffusivity in semi-crystalline polymers are provided by further accounting for the tortuosity of the diffusion paths and the chain immobilisation at the interface of the amorphous and crystalline phases." @default.
- W4383501041 created "2023-07-08" @default.
- W4383501041 creator A5006180739 @default.
- W4383501041 creator A5014609511 @default.
- W4383501041 creator A5031540436 @default.
- W4383501041 creator A5048645304 @default.
- W4383501041 creator A5057580190 @default.
- W4383501041 creator A5065782961 @default.
- W4383501041 creator A5080898750 @default.
- W4383501041 creator A5087071908 @default.
- W4383501041 date "2023-09-01" @default.
- W4383501041 modified "2023-09-27" @default.
- W4383501041 title "Predicting self-diffusion coefficients in semi-crystalline and amorphous solid dispersions using free volume theory" @default.
- W4383501041 cites W1944915281 @default.
- W4383501041 cites W1963988887 @default.
- W4383501041 cites W1964175854 @default.
- W4383501041 cites W1968704660 @default.
- W4383501041 cites W1971657431 @default.
- W4383501041 cites W1977304763 @default.
- W4383501041 cites W1980493794 @default.
- W4383501041 cites W1983998946 @default.
- W4383501041 cites W1988467502 @default.
- W4383501041 cites W2001632170 @default.
- W4383501041 cites W2004123015 @default.
- W4383501041 cites W2007546201 @default.
- W4383501041 cites W2009076262 @default.
- W4383501041 cites W2011020574 @default.
- W4383501041 cites W2016256490 @default.
- W4383501041 cites W2017179015 @default.
- W4383501041 cites W2021641921 @default.
- W4383501041 cites W2022950976 @default.
- W4383501041 cites W2024245596 @default.
- W4383501041 cites W2025796290 @default.
- W4383501041 cites W2026583846 @default.
- W4383501041 cites W2027396496 @default.
- W4383501041 cites W2027852358 @default.
- W4383501041 cites W2027923654 @default.
- W4383501041 cites W2031898806 @default.
- W4383501041 cites W2036864589 @default.
- W4383501041 cites W2041534729 @default.
- W4383501041 cites W2045442437 @default.
- W4383501041 cites W2046333823 @default.
- W4383501041 cites W2047543096 @default.
- W4383501041 cites W2048421180 @default.
- W4383501041 cites W2049993255 @default.
- W4383501041 cites W2054688834 @default.
- W4383501041 cites W2056862276 @default.
- W4383501041 cites W2058356548 @default.
- W4383501041 cites W2060387729 @default.
- W4383501041 cites W2062369118 @default.
- W4383501041 cites W2062457450 @default.
- W4383501041 cites W2063191170 @default.
- W4383501041 cites W2064110163 @default.
- W4383501041 cites W2068403183 @default.
- W4383501041 cites W2069364236 @default.
- W4383501041 cites W2076537491 @default.
- W4383501041 cites W2077023690 @default.
- W4383501041 cites W2078273240 @default.
- W4383501041 cites W2079822866 @default.
- W4383501041 cites W2086920996 @default.
- W4383501041 cites W2125954363 @default.
- W4383501041 cites W2147719349 @default.
- W4383501041 cites W2152941179 @default.
- W4383501041 cites W2156370397 @default.
- W4383501041 cites W2159897322 @default.
- W4383501041 cites W2162901662 @default.
- W4383501041 cites W2165693006 @default.
- W4383501041 cites W2170061667 @default.
- W4383501041 cites W2170797104 @default.
- W4383501041 cites W2321643958 @default.
- W4383501041 cites W2322790020 @default.
- W4383501041 cites W2334199269 @default.
- W4383501041 cites W2533715727 @default.
- W4383501041 cites W2613428059 @default.
- W4383501041 cites W2804278542 @default.
- W4383501041 cites W2809496087 @default.
- W4383501041 cites W2894752792 @default.
- W4383501041 cites W3182972845 @default.
- W4383501041 cites W3190964874 @default.
- W4383501041 cites W4205854751 @default.
- W4383501041 cites W4224232879 @default.
- W4383501041 cites W4248092276 @default.
- W4383501041 cites W4281552117 @default.
- W4383501041 cites W4362696167 @default.
- W4383501041 doi "https://doi.org/10.1016/j.ejpb.2023.07.001" @default.
- W4383501041 hasPubMedId "https://pubmed.ncbi.nlm.nih.gov/37423417" @default.
- W4383501041 hasPublicationYear "2023" @default.
- W4383501041 type Work @default.
- W4383501041 citedByCount "0" @default.
- W4383501041 crossrefType "journal-article" @default.
- W4383501041 hasAuthorship W4383501041A5006180739 @default.
- W4383501041 hasAuthorship W4383501041A5014609511 @default.
- W4383501041 hasAuthorship W4383501041A5031540436 @default.
- W4383501041 hasAuthorship W4383501041A5048645304 @default.
- W4383501041 hasAuthorship W4383501041A5057580190 @default.
- W4383501041 hasAuthorship W4383501041A5065782961 @default.
- W4383501041 hasAuthorship W4383501041A5080898750 @default.
- W4383501041 hasAuthorship W4383501041A5087071908 @default.