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基于分形规则的陶瓷图案构图模型研究与应用
Research and Application of the Ceramic Pattern Composition Model Based on the Fractal Rule
【摘要】 分形具有无穷细节的自相似性。研究提出了基于分形规则的陶瓷图案构图模型,并重点研究了迭代函数系统IFS、随机插值分形在图案拓扑结构表达中的应用,提出并深入讨论了基于分形迭代、区域迭代分割的陶瓷图案拓扑结构的初始表达及结构的迭代模式f,对构图模型及图案构图算法的实现等进行了深入研究,并最终应用本文的研究成果于陶瓷图案的构图过程。
【Abstract】 A fractal is a self-similar pattern with infinite detail. This paper proposes a ceramic pattern composition model based on the fractal rule. It mainly discusses the application of iterated function system and randomized interpolation fractal to the representation of a pattern’s topology. An initial visualization of a ceramic pattern topology is realized via fractal iteration and iterative domain decomposition and the iterative mode f is obtained. The construction of the model with its pattern composition algorithms is described in detail, and is finally applied to the practical generation of ceramic patterns.
【Key words】 fractal; ceramic pattern; iteration; pattern composition model;
- 【文献出处】 陶瓷学报 ,Journal of Ceramics , 编辑部邮箱 ,2014年01期
- 【分类号】TQ174.7
- 【被引频次】3
- 【下载频次】145