A new method, called augmented blanket with rotating grid (ABRG), has been proposed in our recent work on characterizing roughness and directionality of self-structured surface textures. This is the first method that calculates fractal dimensions (FDs) at individual scales and directions for the entire surface image data and does not require the data to be Brownian fractal. However, before the ABRG method can be used in real applications, effects of atomic force microscope (AFM) imaging conditions on FDs need to be evaluated first. In this paper, computer-generated AFM images with three different resolutions, 48 combinations of tip radii and cone angles, and 15 noise levels were used in the tests. The images represent isotropic self-structu...
AbstractThis paper presents a new method of calculating the fractal dimension of surfaces as well as...
Pyramidal textures with random distribution of texture shapes on crystalline Si wafers substantially...
A direct method of evaluating the scaling exponent H of a self-affine fractal surface from a single ...
Currently available directional fractal signature (DFS) methods are not suited for self-structured s...
The range of applications for self-structured surfaces is growing. They are used to increase wear re...
Results obtained showed that, for the isotropic surfaces, the ABRG method is not considerably affect...
Texture analysis of self-structured surfaces in formation process using directional fractal signatur...
A new method, called directional blanket covering (DBC) method, was developed in this study to quant...
Detailed characterization of 3D engineering surface topographies is still an unresolved problem. The...
In this article, simulated/artificial surfaces consisting of perfectly ordered and mounded (perfect)...
International audienceFractal geometry has gained attention in recent years and represents a problem...
<p>(A) Close-up of the adhesion maps in Fig. 6 on the hyphal surfaces. Scale bars refer to 0.5 µm. (...
Diamond-like carbon (DLC) coated surfaces exhibit anisotropic and multi-scale characteristics, i.e.,...
Texture is one of the primary visual attributes used to describe patterns found in nature. Several t...
Fractal geometry concerns the study of non-Euclidean geometrical figures generated by a recursive se...
AbstractThis paper presents a new method of calculating the fractal dimension of surfaces as well as...
Pyramidal textures with random distribution of texture shapes on crystalline Si wafers substantially...
A direct method of evaluating the scaling exponent H of a self-affine fractal surface from a single ...
Currently available directional fractal signature (DFS) methods are not suited for self-structured s...
The range of applications for self-structured surfaces is growing. They are used to increase wear re...
Results obtained showed that, for the isotropic surfaces, the ABRG method is not considerably affect...
Texture analysis of self-structured surfaces in formation process using directional fractal signatur...
A new method, called directional blanket covering (DBC) method, was developed in this study to quant...
Detailed characterization of 3D engineering surface topographies is still an unresolved problem. The...
In this article, simulated/artificial surfaces consisting of perfectly ordered and mounded (perfect)...
International audienceFractal geometry has gained attention in recent years and represents a problem...
<p>(A) Close-up of the adhesion maps in Fig. 6 on the hyphal surfaces. Scale bars refer to 0.5 µm. (...
Diamond-like carbon (DLC) coated surfaces exhibit anisotropic and multi-scale characteristics, i.e.,...
Texture is one of the primary visual attributes used to describe patterns found in nature. Several t...
Fractal geometry concerns the study of non-Euclidean geometrical figures generated by a recursive se...
AbstractThis paper presents a new method of calculating the fractal dimension of surfaces as well as...
Pyramidal textures with random distribution of texture shapes on crystalline Si wafers substantially...
A direct method of evaluating the scaling exponent H of a self-affine fractal surface from a single ...