Self-organization under Nonequilibrium and Open Systems

S. Nakata
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Abstract

: Self-organization under nonequilibrium and open systems was reviewed using self-pro-pelled motors of which driving force is the difference in the surface tension. If nonlinearity is intro-duced into the self-propelled systems, autonomy of self-propelled objects is enhanced, and characteris-tic features of self-organization such as pattern formation, oscillation, synchronization, and bifurcation are produced. In this review, I would like to explain the mechanism of self-organized motion in various self-propelled systems.
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非平衡和开放系统下的自组织
用驱动力为表面张力差的自驱动马达,研究了非平衡和开放系统下的自组织。在自走系统中引入非线性,增强了自走物体的自主性,产生了模式形成、振荡、同步和分岔等自组织特征。在这篇综述中,我想解释各种自走系统的自组织运动机制。
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