1986
DOI: 10.1039/dc9868100281
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Membrane bending elasticity and its role for shape fluctuations and shape transformations of cells and vesicles

Abstract: Experimental evidence for the essential role of the curvature elasticity and the membrane-asymmetry-controlled spontaneous curvature for shape fluctuations and shape transitions of liposomes and erythrocytes is presented. Non-spherical flaccid vesicles can form a limited number of stable shapes such as discocytes (disc-shape), stomatocytes (cup-shape) two-vesicle states (small vesicle inside or outside large one), or beaded chains of vesicles. Transformations between these shapes are triggered by changes in th… Show more

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Cited by 130 publications
(63 citation statements)
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“…Such fluid-like properties would allow large membrane cirvature without abnormal increases in permeability. Presumably, this desirable property would be facilitated by rapid redistribution of molecular species in response to local stresses as discussed recently by Sackmann et al (48).…”
Section: Plasma Membranes In Eucaryotic Cells -The Second Stage Of Mementioning
confidence: 99%
“…Such fluid-like properties would allow large membrane cirvature without abnormal increases in permeability. Presumably, this desirable property would be facilitated by rapid redistribution of molecular species in response to local stresses as discussed recently by Sackmann et al (48).…”
Section: Plasma Membranes In Eucaryotic Cells -The Second Stage Of Mementioning
confidence: 99%
“…Here, k is the bending rigidity, also called bending elastic modulus. For phosphatidylcholine bilayers in the liquid phase k is typically 10 À19 J [782][783][784][785][786]. For the spontaneous adsorption of a bilayer, the adsorption energy must be higher than the bending energy.…”
Section: Force Curves On Lipid Bilayersmentioning
confidence: 99%
“…Micron-scale fluid-phase lipid-bilayer vesicles have been observed in recent years under controlled laboratory conditions [1][2][3][4][5][6][7][8][9][10][11] to exhibit many amusing and diverse shapes. At the same time, there is now a one-parameter theory of vesicle shapes, the so-called areadifference-elasticity (ADE) model [12][13][14][15], which appears to be qualitatively consistent with available experimental observations.…”
Section: Introductionmentioning
confidence: 99%