紀要論文 Stability Analysis of Axisymmetric Vesicles with Non-uniformly Distributed Inclusions under External Field
外場のもとにおかれた非一様に含有物を含む軸対称性を持つベシクルの安定性解析

Kohyama, Tamotsu

(65)  , pp.173 - 184 , 2016-03-31 , 滋賀大学教育学部
ISSN:2188-7691
NII書誌ID(NCID):AA12714371
内容記述
The first and the second order variations of the elastic free energy for a vesicle are obtained to study the stability of the equilibrium shape of the vesicle. We consider the membrane of the vesicle contain a certain amount of inclusions whose distribution changes along the membrane, that results in the non-uniform changes of the spontaneous curvature, the bending rigidity and the surface energy of the membrane. With the assumption that the vesicle has an axisymmetric shape, the explicit formulae of the variations are obtained. Although the formulae obtained are quite complicated ones, they are used to analyze the stabilities for two simple shapes, cylinder and sphere, as examples.
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http://libdspace.biwako.shiga-u.ac.jp/dspace/bitstream/10441/14653/1/2015-65%2815%29_Tamotsu%20KOHYAMA.pdf

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