The Gaussian curvature term in the expression for the energy density in bending of a lipid bilayer can be decomposed in two terms one symmetric and the other one antisymmetric in the principal curvatures. The symmetric term is proportional to the square of the mean local curvature. A similar term has exclusively been used to calculate the equilibrium shape of bilayer structures the topology of which does not change. It is suggested that the antisymmetric term which is proportional to the square of the deviator of the local curvature should not be neglected in such calculations
On mesoscopic scales lipid membranes are well described by continuum theories whose main ingredients...
We calculate the Gaussian curvature modulus (k) over bar of a systematically coarse-grained (CG) one...
AbstractRecent experiments suggested that cholesterol and other lipid components of high negative sp...
Two formulations of the intrinsic bending elasticity of lipid bilayers are compared which are based ...
In the classical formulation of the elastic bending energy stored in a bilayer, the spontaneous curv...
AbstractThe Gaussian curvature modulus κ¯ of lipid bilayers likely contributes more than 100 kcal/mo...
Self-consistent field (SCF) theory is used to find bending moduli of surfactant and lipid bilayers. ...
We present a computational study of bending models for the curvature elasticity of lipid bilayer mem...
We calculate the Gaussian curvature modulus (k) over bar of a systematically coarse-grained (CG) one...
Lipid bilayer vesicles with fluid/fluid phase coexistence are promising model systems for biological...
The Canham–Helfrich free-energy density for a lipid bilayer involves the mean and Gaussian curvature...
A continuum mechanical model based on the Helfrich Hamiltonian is devised to investigate the couplin...
Recently a number of papers have appeared which have attempted to measure the curvature elastic coef...
AbstractSimulations of two distinct systems, one a planar bilayer, the other the inverse hexagonal p...
To describe the resistance of a bilayer to changes in curvature two mechanisms are distinguished whi...
On mesoscopic scales lipid membranes are well described by continuum theories whose main ingredients...
We calculate the Gaussian curvature modulus (k) over bar of a systematically coarse-grained (CG) one...
AbstractRecent experiments suggested that cholesterol and other lipid components of high negative sp...
Two formulations of the intrinsic bending elasticity of lipid bilayers are compared which are based ...
In the classical formulation of the elastic bending energy stored in a bilayer, the spontaneous curv...
AbstractThe Gaussian curvature modulus κ¯ of lipid bilayers likely contributes more than 100 kcal/mo...
Self-consistent field (SCF) theory is used to find bending moduli of surfactant and lipid bilayers. ...
We present a computational study of bending models for the curvature elasticity of lipid bilayer mem...
We calculate the Gaussian curvature modulus (k) over bar of a systematically coarse-grained (CG) one...
Lipid bilayer vesicles with fluid/fluid phase coexistence are promising model systems for biological...
The Canham–Helfrich free-energy density for a lipid bilayer involves the mean and Gaussian curvature...
A continuum mechanical model based on the Helfrich Hamiltonian is devised to investigate the couplin...
Recently a number of papers have appeared which have attempted to measure the curvature elastic coef...
AbstractSimulations of two distinct systems, one a planar bilayer, the other the inverse hexagonal p...
To describe the resistance of a bilayer to changes in curvature two mechanisms are distinguished whi...
On mesoscopic scales lipid membranes are well described by continuum theories whose main ingredients...
We calculate the Gaussian curvature modulus (k) over bar of a systematically coarse-grained (CG) one...
AbstractRecent experiments suggested that cholesterol and other lipid components of high negative sp...