迭代函数系统(IFS)法的分形图形技术在丝绸纹样上的应用  

The Fractal Graph Technology Based on IFS Method and Its Application in Silk Patterns

作　　者：朱海祥[1] 刘婧 戴绘瑶 卞毓颖 宗林 ZHU Haixiang;LIU Jing;DAI Huiyao;BIAN Yuying;ZONG Lin(School of Education and Humanities,Suzhou Vocational University,Suzhou 215104,China;Suzhou Wuling Silk Boutique Co LTD,Suzhou 215005,China)

机构地区：[1]苏州市职业大学教育与人文学院,江苏苏州215104 [2]苏州吴绫丝绸精品有限公司,江苏苏州215005

出　　处：《苏州市职业大学学报》2019年第2期23-26,71,共5页Journal of Suzhou Vocational University

基　　金：江苏省大学生实践创新创业训练计划项目(201611054012Y);苏州吴绫丝绸精品有限公司合作项目(3170062)

摘　　要：分形图形具有自相似和自仿射的特点,利用迭代函数系统(IFS)法可以模拟生成形态各异且无限精细的自然分形和数学分形,研究函数、三角变换、颜色渐变等变化,分析由此引起IFS分形图形发生变化的基本原理和方法。在此基础上,结合分形图案的生成特点和数码喷射印花技术,探索分形图形在丝绸纹样上的应用。Fractal graphics is characteristic of self-similarity and self-affinity. Iterated function system (IFS) can be used to simulate the generation of diverse and delicate natural and mathematic fractals, to research into the transformation of functions and triangles, and the gradient changes of color, and to analyze the basic principle and method of causing IFS graphics to change accordingly. On such basis, this paper, combining the characteristics of fractal pattern generation with digital jet printing technology, explores the application of fractal graphics in silk patterns.

关 键 词：迭代函数系统(IFS) 分形图形 丝绸纹样 

分 类 号：O469[理学—凝聚态物理]