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Biophys J, June 2000, p. 2776-2797, Vol. 78, No. 6
Department of Physiology and Neuroscience, New York University Medical School, New York, New York 10016 USA
It has long been assumed that one important mechanism for
the dissipation of local potassium gradients in the brain extracellular space is the so-called spatial buffer, generally associated with glial
cells. To date, however, there has been no analytical description of
the characteristic patterns of K+ clearance mediated by
such a mechanism. This study reanalyzed a mathematical model of
Gardner-Medwin (1983, J. Physiol. (Lond.). 335:393-426) that had previously been solved numerically. Under suitable approximations, the transient solutions for the potassium concentrations and the corresponding membrane potentials of glial cells
in a finite, parallel domain were derived. The analytic results were
substantiated by numerical simulations of a detailed two-compartment
model. This simulation explored the dependence of spatial buffer
current and extracellular K+ on the distribution of inward
rectifier K+ channels in the glial endfoot and nonendfoot
membranes, the glial geometric length, and the effect of passive KCl
uptake. Regarding the glial cells as an equivalent leaky cable, the
analyses indicated that a maximum endfoot current occurs when the glial
geometric length is equal to the corresponding electrotonic space
constant. Consequently, a long glial process is unsuitable for spatial
buffering, unless the axial space constant can match the length of the
process. Finally, this study discussed whether the spatial buffer
mechanism is able to efficiently transport K+ over
distances of more than several glial space constants.
Biophys J, June 2000, p. 2776-2797, Vol. 78, No. 6
© 2000 by the Biophysical Society 0006-3495/00/06/2776/22 $2.00
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