1992
DOI: 10.1021/la00048a036
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Surface forces in supported spherical lipid membranes

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Cited by 3 publications
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“…Equation (3) is plotted in Figure 2a using the measured r. Fitting this equation to the data in Figure 2a gives a surface tension of 3.5 mNm -1 , well within the range of bifacial surface tensions observed for spherical lipid membranes by Schneider-Henriquez et al [15] The strong correspondence between the measured capacitance values and the capacitance values expected for a spherically bulging membrane indicates that, when not surrounded with a hydrogel, a membrane will respond to applied pressure gradients by bulging out from the substrate on which it has been formed. In fact, at pressures above about 12 Pa, the solvent annulus could be seen to leave the interior of the Teflon orifice completely, expanding the radius of the now hemispherical membrane beyond the orifice radius, as described by Antonov et al [16] (see Supporting Information).…”
supporting
confidence: 70%
“…Equation (3) is plotted in Figure 2a using the measured r. Fitting this equation to the data in Figure 2a gives a surface tension of 3.5 mNm -1 , well within the range of bifacial surface tensions observed for spherical lipid membranes by Schneider-Henriquez et al [15] The strong correspondence between the measured capacitance values and the capacitance values expected for a spherically bulging membrane indicates that, when not surrounded with a hydrogel, a membrane will respond to applied pressure gradients by bulging out from the substrate on which it has been formed. In fact, at pressures above about 12 Pa, the solvent annulus could be seen to leave the interior of the Teflon orifice completely, expanding the radius of the now hemispherical membrane beyond the orifice radius, as described by Antonov et al [16] (see Supporting Information).…”
supporting
confidence: 70%