Instability and Deformation of a Spherical Vesicle by Pressure
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Protrusive waves guide 3D cell migration along nanofibers.Counterexample to some shape equations for axisymmetric vesicles.Anchor ring-vesicle membranesObservation of toroidal vesiclesLipid membranes with an edgeLipid membranes with free edgesArea-constrained planar elastica.Dynamic excitations in membranes induced by optical tweezers.A structural analysis of M protein in coronavirus assembly and morphology.Biophysical properties of Saccharomyces cerevisiae and their relationship with HOG pathway activationEquilibrium shape equation and geometrically permissible condition for two-component lipid bilayer vesiclesThe tension of a curved surface from simulationSynthetic protocell biology: from reproduction to computationBending free energy from simulation: correspondence of planar and inverse hexagonal lipid phases.Multidomain and ground state configurations of two-phase vesicles.Fast Simulation of Lipid Vesicle Deformation Using Spherical Harmonic Approximation.Equilibrium theory and geometrical constraint equation for two-component lipid bilayer vesicles.Compatibility between shape equation and boundary conditions of lipid membranes with free edges.Dynamical description of vesicle growth and shape change.General equilibrium shape equations of polymer chains.From Kelvin problem to Kelvin carbons.Concise theory of chiral lipid membranes.Conformations of a charged vesicle interacting with an oppositely charged particle.Elastic and dynamic properties of membrane phase-field models.General neck condition for the limit shape of budding vesicles.Structure-property relationships of cell clusters in biotissues: 2D analysis.Actin growth profile in clathrin-mediated endocytosis.Phase diagram of a tubular vesicle adhering between two parallel rigid planes.Interfacial elastic fingering in Hele-Shaw cells: a weakly nonlinear study.Dynamic and mechanical properties of supported lipid bilayers.Shape and stability of two-dimensional lipid domains with dipole-dipole interactions.Elasticity of polymer vesicles by osmotic pressure: an intermediate theory between fluid membranes and solid shells.Helfrich shape equation for axisymmetric vesicles as a first integral.Shape equations of the axisymmetric vesicles.Optimum diameter of single-walled carbon nanotubes in carbon nanotube ropesConfigurations of fluid membranes and vesicles
P2860
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P2860
Instability and Deformation of a Spherical Vesicle by Pressure
description
1987 nî lūn-bûn
@nan
1987 թուականի Նոյեմբերին հրատարակուած գիտական յօդուած
@hyw
1987 թվականի նոյեմբերին հրատարակված գիտական հոդված
@hy
1987年の論文
@ja
1987年論文
@yue
1987年論文
@zh-hant
1987年論文
@zh-hk
1987年論文
@zh-mo
1987年論文
@zh-tw
1987年论文
@wuu
name
Instability and Deformation of a Spherical Vesicle by Pressure
@ast
Instability and Deformation of a Spherical Vesicle by Pressure
@en
Instability and Deformation of a Spherical Vesicle by Pressure
@nl
type
label
Instability and Deformation of a Spherical Vesicle by Pressure
@ast
Instability and Deformation of a Spherical Vesicle by Pressure
@en
Instability and Deformation of a Spherical Vesicle by Pressure
@nl
prefLabel
Instability and Deformation of a Spherical Vesicle by Pressure
@ast
Instability and Deformation of a Spherical Vesicle by Pressure
@en
Instability and Deformation of a Spherical Vesicle by Pressure
@nl
P1476
Instability and Deformation of a Spherical Vesicle by Pressure
@en
P2093
Ou-Yang Zhong-can
W. Helfrich
P2860
P304
P356
10.1103/PHYSREVLETT.59.2486
P407
P577
1987-11-23T00:00:00Z