ZHANG Yilai PENG Yongkang

(Jingdezhen Ceramic Institute, Jingdezhen 333001, Jiangxi, China)

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