摘要
本文基于数值解Laplace场方程,提出了分形的暂缓生长模型,在此基础上比较了考虑分形生长基元形状后各种模型的计算机模拟结果,认为分形生长与生长基元形状有关;暂缓生长模型是在一定的物理背景下提出来的,该模型不同于“η模型”和噪声减小模型。
Based on solving the toplace field equation nunierically and proposins the petponed-growth medel in fractal, the computer simulatu is results under several niedels with the shapo of a grow-ing unit are compared. It can be shown that fractal srowth is related to the shape of a growing unit,and that the postponed-srowth model propoins under a certain physical background is different fromthe ″ηmodel″and the noise reduction medel.
出处
《东南大学学报(自然科学版)》
EI
CAS
CSCD
1995年第3期39-42,共4页
Journal of Southeast University:Natural Science Edition
关键词
分形生长
暂缓生长模型
生长基元
非平衡态
fractal growth
Laplace field equation
postponed-growth medel
growuig unit