基于牛顿迭代法的分形图的绘制

Drawing of Fractal Graphics Based on Newton Iterative Algorithm

自然界中存在着大量不规则的几何对象,它们都是传统欧氏几何学所不能描述的,而分形理论为千姿百态的自然景象的生成问题提供了一个新的方法。本文研究了牛顿迭代法生成分形图的基本原理和方法,并引申出一种简单快速的牛顿迭代分形图绘制方法。分形图在VC++6.0的编译环境下生成。

A large amount of irregular geometric objects exists in nature, they can’t be described using traditional Euclidean geometry, but fractal theory provides a new approach for resolving irregular natural landscape. This paper studies the fundamental principle and method of generating fractal graphics based on Newton iteration algorithm, a simple and fast method is also presented to draw it. Fractal graphics are generated in VC++6.0 environment.