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- W1996280980 abstract "A statistical mechanical development of the flow equations in the presence of sources and sinks of chemical reactions shows (1) that the Nernst-Planck type of flow equations can be applied to thin membranes and (2) that a vectorial coupling may arise between a scalar source or sink and vectorial flow whenever the source or sink is a momentum source or sink. The coupling coefficient in the local or differential forms for the flow equations is shown to be the average molecular velocity of the particles when they first or last appear. Several cases are examined which suggest that the local momentum source or sink contribution to active transport is probably negligible for biologically plausible situations. The primary means of coupling chemical reactions to mass flow, appearing only in the integrated macroscopic or global equations, is due to the spatial distribution of mass sources and sinks." @default.
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- W1996280980 date "1969-04-01" @default.
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- W1996280980 title "Concerning “anisotropic” contributions of chemical reactions to flow equations and active transport" @default.
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- W1996280980 doi "https://doi.org/10.1016/0022-5193(69)90072-1" @default.
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