A review on fractals and fracture, Part I: Calculating fractal dimensions by CAD model
The objective of this paper is to consider the use of fractal geometry as a tool for the study of nonsmooth and discontinuous objects for which Euclidean coordinate is not able to fully describe their shapes. We categorized the methods for computing fractal dimension with a discussion into that. We guide readers up to the point they can dig into the literature, but with more advanced methods that researchers are developing. Considerations show that is necessary to understand the numerous theoretical and experimental results concerning searching of the conformality before evaluating the fractal dimension to our own objects. We suggested examining a cloud of points of growth of fracture surface at laboratory using CATIA - Digitized Shape Editor software in order to reconstruct the surface (CAD model). Then, the author carried out measurement/calculation of more accurate fractal dimension which are introduced 1 in the other paper as Part II.
Self-similarity self-affinity fractal conformality CATIA digitized shape editor
A. A. Shariff M. H. Hafezi
Mathematics Division, Centre for Foundation Studies, Science Building, University of Malaya,50603 Kuala Lumpur, MALAYSIA
国际会议
大连
英文
818-821
2011-10-19（万方平台首次上网日期，不代表论文的发表时间）