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Probing the Geometry of the Inner Vestibule of BK Channels with Sugars

The geometry of the inner vestibule of BK channels was probed by examining the effects of different sugars in the intracellular solution on single-channel current amplitude (unitary current). Glycerol, glucose, and sucrose decreased unitary current through BK channels in a concentration- and size-de...

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Autores principales: Brelidze, Tinatin I., Magleby, Karl L.
Formato: Texto
Lenguaje:English
Publicado: The Rockefeller University Press 2005
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2266569/
https://www.ncbi.nlm.nih.gov/pubmed/16043773
http://dx.doi.org/10.1085/jgp.200509286
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author Brelidze, Tinatin I.
Magleby, Karl L.
author_facet Brelidze, Tinatin I.
Magleby, Karl L.
author_sort Brelidze, Tinatin I.
collection PubMed
description The geometry of the inner vestibule of BK channels was probed by examining the effects of different sugars in the intracellular solution on single-channel current amplitude (unitary current). Glycerol, glucose, and sucrose decreased unitary current through BK channels in a concentration- and size-dependent manner, in the order sucrose > glucose > glycerol, with outward currents being reduced more than inward currents. The fractional decrease of outward current was more directly related to the fractional hydrodynamic volume occupied by the sugars than to changes in osmolality. For concentrations of sugars ≤1 M, the i/V plots for outward currents in the presence and absence of sugar superimposed after scaling, and increasing K(+) (i) from 150 mM to 2 M increased the magnitudes of the i/V plots with little effect on the shape of the scaled curves. These observations suggest that sugars ≤1 M reduce outward currents mainly by entering the inner vestibule and reducing the movement of K(+) through the vestibule, rather than by limiting diffusion-controlled access of K(+) to the vestibule. With 2 M sucrose, the movement of K(+) into the inner vestibule became diffusion limited for 150 mM K(+) (i) and voltages >+100 mV. Increasing K(+) (i) then relieved the diffusion limitation. An estimate of the capture radius based on the 5 pA diffusion-limited current for channels without the ring of negative charge at the entrance to the inner vestibule was 2.2 Å. Adding the radius of a hydrated K(+) (6–8 Å) then gave an effective radius for the entrance to the inner vestibule of 8–10 Å. Such a functionally wide entrance to the inner vestibule together with our observation that even small concentrations of sugar in the inner vestibule reduce unitary current suggest that a wide inner vestibule is required for the large conductance of BK channels.
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spelling pubmed-22665692008-03-21 Probing the Geometry of the Inner Vestibule of BK Channels with Sugars Brelidze, Tinatin I. Magleby, Karl L. J Gen Physiol Article The geometry of the inner vestibule of BK channels was probed by examining the effects of different sugars in the intracellular solution on single-channel current amplitude (unitary current). Glycerol, glucose, and sucrose decreased unitary current through BK channels in a concentration- and size-dependent manner, in the order sucrose > glucose > glycerol, with outward currents being reduced more than inward currents. The fractional decrease of outward current was more directly related to the fractional hydrodynamic volume occupied by the sugars than to changes in osmolality. For concentrations of sugars ≤1 M, the i/V plots for outward currents in the presence and absence of sugar superimposed after scaling, and increasing K(+) (i) from 150 mM to 2 M increased the magnitudes of the i/V plots with little effect on the shape of the scaled curves. These observations suggest that sugars ≤1 M reduce outward currents mainly by entering the inner vestibule and reducing the movement of K(+) through the vestibule, rather than by limiting diffusion-controlled access of K(+) to the vestibule. With 2 M sucrose, the movement of K(+) into the inner vestibule became diffusion limited for 150 mM K(+) (i) and voltages >+100 mV. Increasing K(+) (i) then relieved the diffusion limitation. An estimate of the capture radius based on the 5 pA diffusion-limited current for channels without the ring of negative charge at the entrance to the inner vestibule was 2.2 Å. Adding the radius of a hydrated K(+) (6–8 Å) then gave an effective radius for the entrance to the inner vestibule of 8–10 Å. Such a functionally wide entrance to the inner vestibule together with our observation that even small concentrations of sugar in the inner vestibule reduce unitary current suggest that a wide inner vestibule is required for the large conductance of BK channels. The Rockefeller University Press 2005-08 /pmc/articles/PMC2266569/ /pubmed/16043773 http://dx.doi.org/10.1085/jgp.200509286 Text en Copyright © 2005, The Rockefeller University Press This article is distributed under the terms of an Attribution–Noncommercial–Share Alike–No Mirror Sites license for the first six months after the publication date (see http://www.rupress.org/terms). After six months it is available under a Creative Commons License (Attribution–Noncommercial–Share Alike 4.0 Unported license, as described at http://creativecommons.org/licenses/by-nc-sa/4.0/).
spellingShingle Article
Brelidze, Tinatin I.
Magleby, Karl L.
Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title_full Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title_fullStr Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title_full_unstemmed Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title_short Probing the Geometry of the Inner Vestibule of BK Channels with Sugars
title_sort probing the geometry of the inner vestibule of bk channels with sugars
topic Article
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2266569/
https://www.ncbi.nlm.nih.gov/pubmed/16043773
http://dx.doi.org/10.1085/jgp.200509286
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