Literature DB >> 26213414

Free energy of the edge of an open lipid bilayer based on the interactions of its constituent molecules.

Meisam Asgari1, Aisa Biria1.   

Abstract

Lipid-bilayers are the fundamental constituents of the walls of most living cells and lipid vesicles, giving them shape and compartment. The formation and growing of pores in a lipid bilayer have attracted considerable attention from an energetic point of view in recent years. Such pores permit targeted delivery of drugs and genes to the cell, and regulate the concentration of various molecules within the cell. The formation of such pores is caused by various reasons such as changes in cell environment, mechanical stress or thermal fluctuations. Understanding the energy and elastic behaviour of a lipid-bilayer edge is crucial for controlling the formation and growth of such pores. In the present work, the interactions in the molecular level are used to obtain the free energy of the edge of an open lipid bilayer. The resulted free-energy density includes terms associated with flexural and torsional energies of the edge, in addition to a line-tension contribution. The line tension, elastic moduli, and spontaneous normal and geodesic curvatures of the edge are obtained as functions of molecular distribution, molecular dimensions, cutoff distance, and the interaction strength. These parameters are further analyzed by implementing a soft-core interaction potential in the microphysical model. The dependence of the elastic free-energy of the edge to the size of the pore is reinvestigated through an illustrative example, and the results are found to be in agreement with the previous observations.

Entities:  

Keywords:  Free energy; boundary curve of a surface; differential geometry; elasticity; molecular interactions; open lipid bilayer

Year:  2015        PMID: 26213414      PMCID: PMC4509687          DOI: 10.1016/j.ijnonlinmec.2015.06.001

Source DB:  PubMed          Journal:  Int J Non Linear Mech        ISSN: 0020-7462            Impact factor:   2.985


  25 in total

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4.  On the Effects of Mechanical Stress of Biological Membranes in Modeling of Swelling Dynamics of Biological Systems.

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