Literature DB >> 3998707

Electro-osmosis and the reabsorption of fluid in renal proximal tubules.

S McLaughlin, R T Mathias.   

Abstract

The lateral intercellular spaces (LIS) are believed to be the final common pathway for fluid reabsorption from the renal proximal tubule. We postulate that electrogenic sodium pumps in the lateral membranes produce an electrical potential within the LIS, that the lateral membranes bear a net negative charge, and that fluid moves parallel to these membranes because of Helmholtz-type electro-osmosis, the field-induced movement of fluid adjacent to a charged surface. Our theoretical analysis indicates that the sodium pumps produce a longitudinal electric field of the order of 1 V/cm in the LIS. Our experimental measurements demonstrate that the electrophoretic mobility of rat renal basolateral membrane vesicles is 1 micron/s per V/cm, which is also the electro-osmotic fluid velocity in the LIS produced by a unit electric field. Thus, the fluid velocity in the LIS due to electro-osmosis should be of the order of 1 micron/s, which is sufficient to account for the observed reabsorption of fluid from renal proximal tubules. Several experimentally testable predictions emerge from our model. First, the pressure in the LIS need not increase when fluid is transported. Thus, the LIS of mammalian proximal tubules need not swell during fluid transport, a prediction consistent with the observations of Burg and Grantham (1971, Membranes and Ion Transport, pp. 49-77). Second, the reabsorption of fluid is predicted to cease when the lumen is clamped to a negative voltage. Our analysis predicts that a voltage of -15 mV will cause fluid to be secreted into the Necturus proximal tubule, a prediction consistent with the observations of Spring and Paganelli (1972, J. Gen. Physiol., 60:181).

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Year:  1985        PMID: 3998707      PMCID: PMC2215821          DOI: 10.1085/jgp.85.5.699

Source DB:  PubMed          Journal:  J Gen Physiol        ISSN: 0022-1295            Impact factor:   4.086


  40 in total

1.  Electrolyte transport across a simple epithelium. Steady-state and transient analysis.

Authors:  A M Weinstein; J L Stephenson
Journal:  Biophys J       Date:  1979-08       Impact factor: 4.033

2.  Route of passive ion permeation in epithelia.

Authors:  E Frömter; J Diamond
Journal:  Nat New Biol       Date:  1972-01-05

3.  Current-induced voltage transients in Necturus proximal tubule.

Authors:  K R Spring
Journal:  J Membr Biol       Date:  1973-11-08       Impact factor: 1.843

4.  Physical properties of isolated perfused renal tubules and tubular basement membranes.

Authors:  L W Welling; J J Grantham
Journal:  J Clin Invest       Date:  1972-05       Impact factor: 14.808

5.  On the electrostatic interaction across a salt solution between two bodies bearing unequal charges.

Authors:  V A Parsegian; D Gingell
Journal:  Biophys J       Date:  1972-09       Impact factor: 4.033

6.  Standing-gradient flows driven by active solute transport.

Authors:  L A Segel
Journal:  J Theor Biol       Date:  1970-11       Impact factor: 2.691

7.  Electrostatic potential between surfaces bearing ionizable groups in ionic equilibrium with physiologic saline solution.

Authors:  B W Ninham; V A Parsegian
Journal:  J Theor Biol       Date:  1971-06       Impact factor: 2.691

8.  Coupled water transport in standing gradient models of the lateral intercellular space.

Authors:  A M Weinstein; J L Stephenson
Journal:  Biophys J       Date:  1981-07       Impact factor: 4.033

9.  Sodium flux in Necturus proximal tubule under voltage clamp.

Authors:  K R Spring; C V Paganelli
Journal:  J Gen Physiol       Date:  1972-08       Impact factor: 4.086

10.  The ultrastructural route of fluid transport in rabbit gall bladder.

Authors:  J M Tormey; J M Diamond
Journal:  J Gen Physiol       Date:  1967-09       Impact factor: 4.086

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  11 in total

1.  Electrostatic properties of fiber cell membranes from the frog lens.

Authors:  L R Pasquale; R T Mathias; L R Austin; P R Brink; M Ciunga
Journal:  Biophys J       Date:  1990-10       Impact factor: 4.033

2.  A model of electro-osmosis in a leaky tight junction of epithelial cells.

Authors:  A A Rubashkin
Journal:  Dokl Biochem Biophys       Date:  2006 Mar-Apr       Impact factor: 0.788

3.  Epithelial fluid transport: protruding macromolecules and space charges can bring about electro-osmotic coupling at the tight junctions.

Authors:  A Rubashkin; P Iserovich; J A Hernández; J Fischbarg
Journal:  J Membr Biol       Date:  2006-04-20       Impact factor: 1.843

4.  Local osmosis and isotonic transport.

Authors:  R T Mathias; H Wang
Journal:  J Membr Biol       Date:  2005-11       Impact factor: 1.843

Review 5.  Fluid transport: a guide for the perplexed.

Authors:  A E Hill
Journal:  J Membr Biol       Date:  2008-02-08       Impact factor: 1.843

6.  The effects of age on lens transport.

Authors:  Junyuan Gao; Huan Wang; Xiurong Sun; Kulandaiappan Varadaraj; Leping Li; Thomas W White; Richard T Mathias
Journal:  Invest Ophthalmol Vis Sci       Date:  2013-11-01       Impact factor: 4.799

Review 7.  The Role of the Tight Junction in Paracellular Fluid Transport across Corneal Endothelium. Electro-osmosis as a Driving Force.

Authors:  J Fischbarg; F P J Diecke; P Iserovich; A Rubashkin
Journal:  J Membr Biol       Date:  2006-07-25       Impact factor: 1.843

8.  Development of a 3D finite element model of lens microcirculation.

Authors:  Ehsan Vaghefi; Duane T K Malcolm; Marc D Jacobs; Paul J Donaldson
Journal:  Biomed Eng Online       Date:  2012-09-19       Impact factor: 2.819

9.  Lens intracellular hydrostatic pressure is generated by the circulation of sodium and modulated by gap junction coupling.

Authors:  Junyuan Gao; Xiurong Sun; Leon C Moore; Thomas W White; Peter R Brink; Richard T Mathias
Journal:  J Gen Physiol       Date:  2011-06       Impact factor: 4.086

10.  A tridomain model for potassium clearance in optic nerve of Necturus.

Authors:  Yi Zhu; Shixin Xu; Robert S Eisenberg; Huaxiong Huang
Journal:  Biophys J       Date:  2021-06-30       Impact factor: 3.699

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