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耦合多组分系统:一个简单的膜模型。

Coupled multi-component systems: A simple membrane model.

作者信息

Forinash K

出版信息

J Biol Phys. 2002 Mar;28(1):63-75. doi: 10.1023/A:1016208726589.

Abstract

We present initial results regarding the existence, stability and interactionof linear and nonlinear vibrational modes in a system of two coupled, onedimensional lattices with unequal numbers of masses. The effects on thesenonlinear modes of coupling a near continuum system to a discrete systemusing a nonlinear coupling are examined. This numerical model is a firststep towards investigating the dynamical behavior of a flexible sheetcoupled nonlinearly to a semi-rigid support, a system which couldconceivably represent a biological cell membrane with a supporting proteinnetwork. General implications for the dynamical behavior of continuumsystems coupled nonlinearly to discrete systems are introduced.

摘要

我们给出了关于两个耦合的、具有不等质量数的一维晶格系统中线性和非线性振动模式的存在性、稳定性及相互作用的初步结果。研究了使用非线性耦合将近连续系统与离散系统耦合对这些非线性模式的影响。该数值模型是朝着研究与半刚性支撑非线性耦合的柔性薄板的动力学行为迈出的第一步,该系统可以想象为具有支撑蛋白网络的生物细胞膜。介绍了非线性耦合的连续系统与离散系统动力学行为的一般含义。

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