分形几何及其在材料科学中的应用

Fractal Geometry and Its Application in Materials Science

自然界中的物质材料研究,都是需要根据其标度的性质进行。而标度不变就是参考我们在用不同放大倍数照相机拍摄形象的研究过程中,无论放大的倍数是如何改变的,但是人们所观察到的照片都是较为相似。根据这种物质的自相似性研究,能够开展深层次数学构造分析分型几何的概念研究,由此分形几何的产生背景条件也得以探求。对此本文将针对其在材料科学中的应用展开细致化的讨论,以期能够给有关研究人员带来借鉴参考。

The study of material materials in nature is based on the nature of its scale.The same scale is based on the fact that we have studied the image with different magnification cameras,no matter how the magnification is changed,but the photos observed are similar.According to the self-similarity study of this kind of material,it is possible to carry out the conceptual study of deep mathematical structure analysis and classification geometry,and the background conditions of fractal geometry can also be explored.In this paper,the paper will focus on the application of its application in materials science,in order to bring reference to relevant researchers.