Patzek 2014 Advances in Historical Studies: Difference between revisions

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{{Publication
{{Publication
|title=Patzek Tad W (2014) Fickโ€™s Diffusion Experiments Revisited โ€”Part I. Advances in Historical Studies 3:194-206.
|title=Patzek Tad W (2014) Fickโ€™s diffusion experiments revisited โ€” Part I. Advances in Historical Studies 3:194-206.
|info=[https://www.scirp.org/(S(lz5mqp453edsnp55rrgjct55))/journal/paperinformation.aspx?paperid=50258 Open Access]
|info=[https://www.scirp.org/(S(lz5mqp453edsnp55rrgjct55))/journal/paperinformation.aspx?paperid=50258 Open Access]
|authors=Patzek Tad W
|authors=Patzek Tad W
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|editor=Gnaiger E
|editor=Gnaiger E
}}
}}
::::* Fick Adolf (1855) รœber Diffusion. Pogg Ann 94:59-86. - [[Fick 1855 Pogg Ann |ยปBioblast linkยซ]]
== Cited by ==
{{Template:Cited by Gnaiger 2020 BEC MitoPathways}}
{{Labeling
{{Labeling
|additional=BEC 2020.2
|additional=BEC 2020.2
}}
}}
::::* Fick Adolf (1855) รœber Diffusion. Pogg Ann 94:59-86. - [[Fick 1855 Pogg Ann |ยปBioblast linkยซ]]

Latest revision as of 05:38, 16 September 2022

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Patzek Tad W (2014) Fickโ€™s diffusion experiments revisited โ€” Part I. Advances in Historical Studies 3:194-206.

ยป Open Access

Patzek Tad W (2014) Advances in Historical Studies

Abstract: In this paper, we revisit Fickโ€™s original diffusion experiments and reconstruct the geometry of his inverted funnel. Part I demonstrates that Fickโ€™s experimental approach was sound and measurements were accurate despite his own claims to the contrary. Using the standard modern approach, we predict Fickโ€™s cylindrical tube measurements with a high degree of accuracy. We calculate that the salt reservoir at the bottom of the inverted funnel must have been about 5 cm in height and the unreported depth of the deepest salt concentration measurement by Fick was yet another 3 cm above the reservoir top. We verify the latter calculation by using Fickโ€™s own calculated concentration profiles and show that the modern diffusion theory predicts the inverted funnel measurements almost as well as those in the cylindrical tube. Part II is a translation of Fickโ€™s discussion of diffusion in liquids in the first edition of his three-volume monograph on Medical Physics published in 1856, one year after his seminal Pogendorff Annalen paper On Diffusion.

โ€ข Bioblast editor: Gnaiger E

Cited by

Gnaiger 2020 BEC MitoPathways
Gnaiger E (2020) Mitochondrial pathways and respiratory control. An introduction to OXPHOS analysis. 5th ed. Bioenerg Commun 2020.2. https://doi.org/10.26124/bec:2020-0002



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