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Application of Fractal Geometry in Clothing Pattern Design

机译:分形几何在服装图案设计中的应用

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摘要

Fractal is a new branch of mathematics geometry, which is mainly used to study the complex patterns of natural things. In accordance with fractal mathematical algorithms, an unlimited number of fractal graphics which has great visual impact can be produced, which obviously has artistic charm. Take advantage of the self -similarity of fractal, and combine with the computer, ever -changing and high -resolution patterns can be created in a short time. However, the multi -fractal nature of variability and less control has brought a lot of difficulties in the application. Therefore, this article takes this as a starting point, sums up and sorts out the relevant laws of the fractal graphics through the research of fractal graphics structure, and then applications and development prospects of fractal in clothing pattern design is discussed.
机译:分形是数学几何的一个新分支,主要用于研究自然事物的复杂模式。按照分形数学算法,可以产生无限数量的具有很大视觉冲击力的分形图形,显然具有艺术魅力。利用分形的自相似​​性,并与计算机结合,可以在短时间内创建不断变化的高分辨率图案。然而,可变性和控制较少的多重分形性质给应用带来了许多困难。因此,本文以此为出发点,通过对分形图形结构的研究,归纳总结出分形图形的相关规律,进而探讨分形在服装图案设计中的应用和发展前景。

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