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Scale-invariant analysis of wear particle surface morphology II. Fractal dimension

机译:磨损颗粒表面形态的尺度不变分析II。分形维数

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摘要

Fractal dimension is the most popular parameter used to scale-invariantly characterize the roughness of wear particle surfaces. However, methods used to calculate the fractal dimension can be ineffective when applied to data-limited, low-resolution wear particle images or when wear particle surfaces do not conform to a fractional Brownian motion model. In this paper, a new fractal method, which is called a fractal dimension by partition iterated function system (FD-PIFS), was developed and used to estimate the fractal dimension from wear particle surfaces. The newly developed method is based on a PIFS constructed for an image of a wear particle surface. The PIFS is a set of contractive affine transformations that describe scale-invariantly and uniquely the surface topography of a wear particle. The effectiveness of the FD-PIFS method was evaluated. The fractal dimension was first calculated for computer generated images of isotropic fractal surfaces and then calculated for scanning electron microscope images of wear particles found in artificial implants and synovial joints. The effects of measurement conditions such as noise, resolution, gain variations and focusing on fractal dimension calculated were also investigated.
机译:分形尺寸是最常用的参数,用于定标地表征磨损颗粒表面的粗糙度。但是,用于分形维数的方法在应用于数据受限的低分辨率磨损颗粒图像或磨损颗粒表面不符合分数布朗运动模型时可能无效。本文提出了一种新的分形方法,称为分块迭代函数系统分形维数(FD-PIFS),并用于从磨损颗粒表面估计分形维数。新开发的方法基于为磨损颗粒表面图像构造的PIFS。 PIFS是一组收缩仿射变换,可不变地唯一地描述磨损颗粒的表面形貌。评估了FD-PIFS方法的有效性。首先为计算机生成的各向同性分形表面图像计算分形维数,然后为在人工植入物和滑膜关节中发现的磨损颗粒的扫描电子显微镜图像计算分形维数。还研究了测量条件(如噪声,分辨率,增益变化以及对计算的分形维数的关注)的影响。

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