Literature DB >> 23345704

Thermodynamic model equations for heterogeneous multicomponent non-ionic solution transport in a multimembrane system.

A Slęzak1, S Grzegorczyn, A Sieroń, K Dworecki.   

Abstract

Non-equilibrium thermodynamic model equations for non-ionic and heterogeneous n-component solution transport in a m-membrane system are presented. This model is based on two equations. The first one describes the volume transport of the solution and the second the transport of the solute. Definitions of the hydraulic permeability, reflection and diffusive permeability coefficients of the m-membrane system and relations between the coefficients of the m-membrane system and the respective membranes of the system are also given. The validity of this model for binary and ternary solutions was verified, using a double-membrane cell with a horizontally mounted membrane. In the cell, volume and solute fluxes were measured as a function of concentration and gravitational configuration.

Keywords:  Concentration boundary layers; Kedem Katchalsky equations; gravity effects; membrane transport

Year:  1999        PMID: 23345704      PMCID: PMC3456027          DOI: 10.1023/A:1005172400390

Source DB:  PubMed          Journal:  J Biol Phys        ISSN: 0092-0606            Impact factor:   1.365


  12 in total

1.  Thermodynamic analysis of the permeability of biological membranes to non-electrolytes.

Authors:  O KEDEM; A KATCHALSKY
Journal:  Biochim Biophys Acta       Date:  1958-02

2.  Irreversible thermodynamic model equations of the transport across a horizontally mounted membrane.

Authors:  A Slezak
Journal:  Biophys Chem       Date:  1989-10       Impact factor: 2.352

3.  The effect of auxiliary conditions on intestinal unstirred layer diffusion modelled by numerical simulation.

Authors:  M L Lucas; L Sood; M McGregor; N Sattar; A Watt; J C Taylor
Journal:  J Theor Biol       Date:  1992-12-07       Impact factor: 2.691

4.  A model equations of the volume transport of multicomponent and heterogeneous non-ionic solutions in double-membrane system.

Authors:  A Slezak
Journal:  J Biol Phys       Date:  1998-03       Impact factor: 1.365

5.  Multiple membrane systems as biological models. Current-voltage behavior.

Authors:  I W Richardson
Journal:  J Membr Biol       Date:  1972       Impact factor: 1.843

6.  A model equation for the gravielectric effect in electrochemical cells.

Authors:  A Slezak
Journal:  Biophys Chem       Date:  1990-11       Impact factor: 2.352

Review 7.  Effects of unstirred layers on membrane phenomena.

Authors:  P H Barry; J M Diamond
Journal:  Physiol Rev       Date:  1984-07       Impact factor: 37.312

8.  Nonlinear generalizations of the Kedem-Katchalsky equations for ionic fluxes.

Authors:  I W Richardson; E A Foster; S Miekisz
Journal:  Bull Math Biol       Date:  1982       Impact factor: 1.758

9.  The flow of solute and solvent across a two-membrane system.

Authors:  C S Patlak; D A Goldstein; J F Hoffman
Journal:  J Theor Biol       Date:  1963-11       Impact factor: 2.691

10.  Osmotic gradient dependence of osmotic water permeability in rabbit proximal convoluted tubule.

Authors:  C A Berry; A S Verkman
Journal:  J Membr Biol       Date:  1988-10       Impact factor: 1.843

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  1 in total

1.  Study of the solute flows of multicomponent and heterogeneous non-ionic solutions in double-membrane system.

Authors:  A Slęzak
Journal:  J Biol Phys       Date:  2000-09       Impact factor: 1.365

  1 in total

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