2022
DOI: 10.1016/j.xphs.2021.07.003
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A Mechanistic Study of Drug Mass Transport from Supersaturated Solutions Across PAMPA Membranes

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Cited by 13 publications
(8 citation statements)
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“…Therefore, solute activity remained constant due to the formation of a second phase in the form of amorphous aggregates above amorphous solubility. , As a result, membrane flux remained constant above amorphous solubility. Similar results were previously reported in various hydrophilic membrane setups. , In contrast, for lipophilic membranes, due to high drug partitioning in the membrane, the contribution to diffusion by UWLs is dominant, enabling a significant particle drifting effect to be observed (Figure D). With increasing lecithin coverage from 0 to 100%, increased flux enhancement by particles was observed above the amorphous solubility (Figure A-D, Figure S8).…”
Section: Discussionsupporting
confidence: 88%
“…Therefore, solute activity remained constant due to the formation of a second phase in the form of amorphous aggregates above amorphous solubility. , As a result, membrane flux remained constant above amorphous solubility. Similar results were previously reported in various hydrophilic membrane setups. , In contrast, for lipophilic membranes, due to high drug partitioning in the membrane, the contribution to diffusion by UWLs is dominant, enabling a significant particle drifting effect to be observed (Figure D). With increasing lecithin coverage from 0 to 100%, increased flux enhancement by particles was observed above the amorphous solubility (Figure A-D, Figure S8).…”
Section: Discussionsupporting
confidence: 88%
“…Naporafenib’s diffusion was also sensitive to the presence of TC/L (Table , Figures S13 and S14), but more drug in solution stillled to increased mass transport across the cellulose membrane at given PSOs (Figures S17 and S18). Previous contributions support such findings and describe the enhanced permeability via an apparent thinning of the unstirred water layer (UWL) or, more precisely, as bile colloid-mediated additive flux through the UWL. Using the diffusion coefficients and flux values for PBS and 5× TC/L (Table and Figure S17), we have solved the diffusion equation (based on Fick’s first law , ). The obtained estimate for the UWL thickness was about 1000 μm (each donor and acceptor).…”
Section: Discussionmentioning
confidence: 66%
“…Mechanism 1 was previously reported in bile micelle systems 34 and was quantitatively demonstrated in systems containing amorphous drug particles. 33 In this study, we conducted diffusion experiments using clotrimazole as a model drug, which has a low amorphous solubility and provides a large concentration window of particle formation, to allow direct visualization of the flux plateau.…”
Section: Resultsmentioning
confidence: 99%
“…For lipophilic drugs that easily permeate lipid cell membranes, the otherwise negligible diffusional resistance from the UWL dominates the total resistance of permeation. For these drugs, colloidal species such as nanocrystals, amorphous aggregates, , and micelles can move into the UWL, deliver a high payload of drug near the membrane surface, and thus increase membrane drug concentration and passive permeation rate across the membrane. However, key factors affecting the UWL thickness and the extent of particle drifting effect remain less understood, and a lack of linear pharmacokinetics was often found in formulations containing these drug colloids. , …”
Section: Introductionmentioning
confidence: 99%