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Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage

[Image: see text] Patch clamping depends on a tight seal between the cell membrane and the glass of the pipet. Why does the seal have such high electric resistance? Why does the patch adhere so strongly to the glass? Even under the action of strong hydrostatic, adhesion, and electrical forces, it cr...

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Autores principales: Slavchov, Radomir I., Nomura, Takeshi, Martinac, Boris, Sokabe, Masahiro, Sachs, Frederick
Formato: Online Artículo Texto
Lenguaje:English
Publicado: American Chemical Society 2014
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4226309/
https://www.ncbi.nlm.nih.gov/pubmed/25295693
http://dx.doi.org/10.1021/jp506965v
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author Slavchov, Radomir I.
Nomura, Takeshi
Martinac, Boris
Sokabe, Masahiro
Sachs, Frederick
author_facet Slavchov, Radomir I.
Nomura, Takeshi
Martinac, Boris
Sokabe, Masahiro
Sachs, Frederick
author_sort Slavchov, Radomir I.
collection PubMed
description [Image: see text] Patch clamping depends on a tight seal between the cell membrane and the glass of the pipet. Why does the seal have such high electric resistance? Why does the patch adhere so strongly to the glass? Even under the action of strong hydrostatic, adhesion, and electrical forces, it creeps at a very low velocity. To explore possible explanations, we examined two physical models for the structure of the seal zone and the adhesion forces and two respective mechanisms of patch creep and electric conductivity. There is saline between the membrane and glass in the seal, and the flow of this solution under hydrostatic pressure or electroosmosis should drag a patch. There is a second possibility: the lipid core of the membrane is liquid and should be able to flow, with the inner monolayer slipping over the outer one. Both mechanisms predict the creep velocity as a function of the properties of the seal and the membrane, the pipet geometry, and the driving force. These model predictions are compared with experimental data for azolectin liposomes with added cholesterol or proteins. It turns out that to obtain experimentally observed creep velocities, a simple viscous flow in the seal zone requires ∼10 Pa·s viscosity; it is unclear what structure might provide that because that viscosity alone severely constrains the electric resistance of the gigaseal. Possibly, it is the fluid bilayer that allows the motion. The two models provide an estimate of the adhesion energy of the membrane to the glass and membrane’s electric characteristics through the comparison between the velocities of pressure-, adhesion-, and voltage-driven creep.
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spelling pubmed-42263092015-10-08 Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage Slavchov, Radomir I. Nomura, Takeshi Martinac, Boris Sokabe, Masahiro Sachs, Frederick J Phys Chem B [Image: see text] Patch clamping depends on a tight seal between the cell membrane and the glass of the pipet. Why does the seal have such high electric resistance? Why does the patch adhere so strongly to the glass? Even under the action of strong hydrostatic, adhesion, and electrical forces, it creeps at a very low velocity. To explore possible explanations, we examined two physical models for the structure of the seal zone and the adhesion forces and two respective mechanisms of patch creep and electric conductivity. There is saline between the membrane and glass in the seal, and the flow of this solution under hydrostatic pressure or electroosmosis should drag a patch. There is a second possibility: the lipid core of the membrane is liquid and should be able to flow, with the inner monolayer slipping over the outer one. Both mechanisms predict the creep velocity as a function of the properties of the seal and the membrane, the pipet geometry, and the driving force. These model predictions are compared with experimental data for azolectin liposomes with added cholesterol or proteins. It turns out that to obtain experimentally observed creep velocities, a simple viscous flow in the seal zone requires ∼10 Pa·s viscosity; it is unclear what structure might provide that because that viscosity alone severely constrains the electric resistance of the gigaseal. Possibly, it is the fluid bilayer that allows the motion. The two models provide an estimate of the adhesion energy of the membrane to the glass and membrane’s electric characteristics through the comparison between the velocities of pressure-, adhesion-, and voltage-driven creep. American Chemical Society 2014-10-08 2014-11-06 /pmc/articles/PMC4226309/ /pubmed/25295693 http://dx.doi.org/10.1021/jp506965v Text en Copyright © 2014 American Chemical Society This is an open access article published under an ACS AuthorChoice License (http://pubs.acs.org/page/policy/authorchoice_termsofuse.html) , which permits copying and redistribution of the article or any adaptations for non-commercial purposes.
spellingShingle Slavchov, Radomir I.
Nomura, Takeshi
Martinac, Boris
Sokabe, Masahiro
Sachs, Frederick
Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title_full Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title_fullStr Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title_full_unstemmed Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title_short Gigaseal Mechanics: Creep of the Gigaseal under the Action of Pressure, Adhesion, and Voltage
title_sort gigaseal mechanics: creep of the gigaseal under the action of pressure, adhesion, and voltage
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4226309/
https://www.ncbi.nlm.nih.gov/pubmed/25295693
http://dx.doi.org/10.1021/jp506965v
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