摘要
引入一个无量纲的量M_D(耗散参量)来反映一般自组织系统远离平衡时的相对耗散强度。分析结果表明,当系统趋于耗散结构的临界点时,耗散参量M_D会出现跃变,即在耗散结构的临界点M_D有奇异行为。因此M_D在临界点的变化特征可由临界指数来刻划。
Introduces a nondimensional parameter(dissipative parameter) to describe the relative dissipation intensity in general self - organized system when it is far away from the equilibrium. The result of analyse indicates dissipative parameter would jump as the system approachs the critical point of dissipative structure. Namely,there are singularity behaviors in the critical point of the dissipative structure. So the change peculiarity can be shown by the critical exponents in the critical point
出处
《贵州大学学报(自然科学版)》
2003年第3期273-279,共7页
Journal of Guizhou University:Natural Sciences
基金
贵州省自然科学基金(003066)
关键词
自组织系统
耗散结构
耗散参量
临界特征
self - organized system
dissipative structure
dissipative parameter
critical peculiarity