2005
DOI: 10.1063/1.1927509
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Modeling flexible amphiphilic bilayers: A solvent-free off-lattice Monte Carlo study

Abstract: We present a simple, implicit-solvent model for fluid bilayer membranes. The model was designed to reproduce the elastic properties of real bilayer membranes. For this model, we observed the solid-fluid transition and studied the in-plane diffusivity of the fluid phase. As a test, we compute the elastic-bending and area-compressing moduli of fluid bilayer membranes. We find that the computed elastic properties are consistent with the available experimental data.

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Cited by 72 publications
(75 citation statements)
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“….5 were found. 202 A few years later Wang and Frenkel proposed a variant of this model, 203 in which the lipids had an additional bending degree of freedom and the density dependence of the hydrophobic interactions was parametrized slightly differently, in particular by evaluating the average density of hydrophobic units inside a slightly prolate ellipsoid, oriented along the direction of the average bilayer normal. Within their parametrization these authors obtained a physically more realistic bending rigidity of k/k B T E 13, as measured via a fluctuation analysis.…”
Section: B Basic Ideas and Specific Implementationsmentioning
confidence: 99%
“….5 were found. 202 A few years later Wang and Frenkel proposed a variant of this model, 203 in which the lipids had an additional bending degree of freedom and the density dependence of the hydrophobic interactions was parametrized slightly differently, in particular by evaluating the average density of hydrophobic units inside a slightly prolate ellipsoid, oriented along the direction of the average bilayer normal. Within their parametrization these authors obtained a physically more realistic bending rigidity of k/k B T E 13, as measured via a fluctuation analysis.…”
Section: B Basic Ideas and Specific Implementationsmentioning
confidence: 99%
“…Simple Lennard-Jones ͑LJ͒ interactions for the tail-tail interactions do not appear to adequately stabilize the biologically relevant fluid phase, leading to models that crystallize or do not form stable bilayers, and alternative efforts employing many-body potentials [23][24][25] or anisotropic interactions 26 did not fundamentally overcome this problem. However, in 2003 Farago 27 employed a simple three-site lipid model with six interaction types, and was able to obtain a fluid bilayer.…”
Section: Introductionmentioning
confidence: 99%
“…21 This discrepancy is not surprising in view of the special condition of the modeled membrane, even though this solventfree model can reproduce elastic properties of biological membranes roughly within experimental range. 17 Suppose the theoretical analysis of experimental data is correct, there are still many factors which could lead to the quantitative difference of the free-energy barriers between simulations and experiments., e.g., the effect of impurities in experiments, the variations of solvent hydrophobicity and amphiphile molecular flexibility, the finite size of simulated membranes, etc.…”
Section: -3mentioning
confidence: 99%
“…To limit the computational cost, we made use of a solvent-free coarse-grained membrane model that we had tested previously. 17 In the present study, we consider bilayer membranes consisting of 1152 lipid molecules.As pore nucleation is an activated process, the spontaneous formation of pore nuclei in a moderately stretched membrane is infrequent. It can be invoked by a very high tension, but in this case, once a pore occurs, membrane rupture follows quickly.…”
mentioning
confidence: 99%
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