摘要
分形为研究工程表面轮廓开辟一条新的有效途径．工程表面轮廓只有在无标度区间内才具有分形特征,而无标度区间的确定能确保应用分形几何解决实际问题的正确性．讨论3种无标度区间的计算方法,并对这些方法进行比较、分析和评价．最后,应用逐渐逼近法,研究花岗石磨抛表面的分形无标度区．
Fractal opens up a new way for investigating engineering surfaces. Engineering surfaces have the fractal charactcristics only in the non-scale range. To determine the non-scale range can make sure to obtain the accurate results of the fractal dimension of engineering surfaces. Three kinds of the methods currently used for computing the non-scale range are discussed, compared and analyzed. Finally, method of successive approximation is used for study of non-scale range of engineering surfaces.
出处
《华侨大学学报（自然科学版）》
CAS
北大核心
2006年第2期177-179,共3页
Journal of Huaqiao University(Natural Science)
基金
国家自然科学基金资助项目(50275055)
关键词
工程表面
分形
无标度区
花岗石
engineering surfaces, fractal, non-scale range, granite
