Local stress in cylindrically curved lipid membrane: insights into local versus global lateral fluidity models
Konstantin V. Pinigin

TL;DR
This study uses molecular dynamics simulations to investigate local stress in cylindrically curved lipid membranes, providing evidence that supports the global fluidity model over the local fluidity model, with implications for membrane elasticity understanding.
Contribution
The paper offers direct simulation evidence of static local lateral shear stress and anisotropy, favoring the global fluidity model for lipid membrane elasticity.
Findings
Existence of static local lateral shear stress in cylindrical membranes
Anisotropy in local lateral stress supports the global fluidity model
Implications for calculating membrane elastic moduli
Abstract
Lipid membranes, fundamental to cellular function, undergo various mechanical deformations. Accurate modeling of these processes necessitates a thorough understanding of membrane elasticity. The lateral shear modulus, a critical parameter describing membrane resistance to lateral stresses, remains elusive due to the membrane's fluid nature. Two contrasting hypotheses, local fluidity and global fluidity, have been proposed. While the former suggests a zero local lateral shear modulus anywhere within lipid monolayers, the latter posits that only the integral of this modulus over the monolayer thickness vanishes. These differing models lead to distinct estimations of other elastic moduli and affect the modeling of biological processes, such as membrane fusion/fission and membrane-mediated interactions. Notably, they predict distinct local stress distributions in cylindrically curved…
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