2014
DOI: 10.1021/ct4010307
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Lipid14: The Amber Lipid Force Field

Abstract: The AMBER lipid force field has been updated to create Lipid14, allowing tensionless simulation of a number of lipid types with the AMBER MD package. The modular nature of this force field allows numerous combinations of head and tail groups to create different lipid types, enabling the easy insertion of new lipid species. The Lennard-Jones and torsion parameters of both the head and tail groups have been revised and updated partial charges calculated. The force field has been validated by simulating bilayers … Show more

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Cited by 1,081 publications
(1,068 citation statements)
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References 108 publications
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“…Other examples of yet different simulation approaches reported a value of 62.3 ± 0.4 Å 2 for POPE at 30°C based on transferable potentials for phase equilibria, 22 and 55.5 ± 0.2 Å 2 at 37°C using Lipid14 of the AMBER lipid force field. 24 Among experimental studies, Pabst et al 68 derived an area of 52 ± 1Å 2 for DPPE at 75°C. However, this value is low compared to our estimated area of 60.3 Å 2 for DLPE bilayers extrapolated to the same temperature (see Figure 6).…”
Section: ■ Materials and Methodsmentioning
confidence: 99%
“…Other examples of yet different simulation approaches reported a value of 62.3 ± 0.4 Å 2 for POPE at 30°C based on transferable potentials for phase equilibria, 22 and 55.5 ± 0.2 Å 2 at 37°C using Lipid14 of the AMBER lipid force field. 24 Among experimental studies, Pabst et al 68 derived an area of 52 ± 1Å 2 for DPPE at 75°C. However, this value is low compared to our estimated area of 60.3 Å 2 for DLPE bilayers extrapolated to the same temperature (see Figure 6).…”
Section: ■ Materials and Methodsmentioning
confidence: 99%
“…21 We should note that Lipid14 was tested and validated for several models of lipid membranes, including the one used here, the DOPC bilayer. Four copies of the previously equilibrated Penetratin were taken, randomly rotated, and placed in a TIP3P water box, maximally away from each other and from the membrane.…”
Section: A Molecular Dynamicsmentioning
confidence: 99%
“…Geometrically, these equations define two planes with the vectors u⃗1 and u⃗2 which are orthogonal to the corresponding plane. The GA solutions align along a three-dimensional line formed by the intersection of these two planes ( Figure 4A) which is defined by the cross product vector u⃗3 = u⃗1 × u⃗2: (18) where t is a free parameter, the vector q⃗0 is a set of point charges that satisfies eqs 16 and 17. Projections of this three-dimensional line give three pairwise linear relationships between each pair of the atomic charges ( Figure 4B, Figure S3 in the Supporting Information); for example, a projection on the (qC, qH) plane results in a linear correlation between qC and qH.…”
Section: Ga Charge Fitting For Small Modelsmentioning
confidence: 99%