Diamond-like carbon (DLC) coated surfaces exhibit anisotropic and multi-scale characteristics, i.e., their roughness change with both scale and direction. However, most currently used standard surface characterisation parameters and methods work well only with isotropic surfaces at a single scale. This problem can be overcome by variance orientation transform (VOT) and directional blanket covering (DBC) methods. Both methods calculate fractal signatures (FSs) in different directions allowing for detailed measurement of roughness of anisotropic and multiscale surfaces. FS is a set of fractal dimensions (FDs) at individual scales, and FD is a measure of surface roughness. High FD values mean rougher surfaces. Unlike other directional FSs meth...
The range of applications for self-structured surfaces is growing. They are used to increase wear re...
Structured and complex data can be found in many applications in research and development, and also ...
Load bearing conjunctions are never perfectly flat. They are covered by surface features, which may ...
Diamond-like carbon (DLC) coated surfaces exhibit anisotropic and multi-scale characteristics, i.e.,...
Roughness and curvature of diamond-like carbon (DLC) surface coatings change with both scale and dir...
A new method, called directional blanket covering (DBC) method, was developed in this study to quant...
© 2017 Elsevier B.V. The effects of surface roughness and topographical orientation on surface stres...
The curvature of surface topography is quantified in this study using a newly developed directional ...
The effects of surface roughness and topographical orientation on surface stresses influencing wear ...
Detailed characterization of 3D engineering surface topographies is still an unresolved problem. The...
Currently available directional fractal signature (DFS) methods are not suited for self-structured s...
The effect of surface roughness and topographical orientation on friction and wear has been investig...
The effect of surface roughness and topographical orientation on friction and wear has been investig...
Companies that coat their products with DLC often have strict surface roughness and goals. This rese...
A new method, called augmented blanket with rotating grid (ABRG), has been proposed in our recent wo...
The range of applications for self-structured surfaces is growing. They are used to increase wear re...
Structured and complex data can be found in many applications in research and development, and also ...
Load bearing conjunctions are never perfectly flat. They are covered by surface features, which may ...
Diamond-like carbon (DLC) coated surfaces exhibit anisotropic and multi-scale characteristics, i.e.,...
Roughness and curvature of diamond-like carbon (DLC) surface coatings change with both scale and dir...
A new method, called directional blanket covering (DBC) method, was developed in this study to quant...
© 2017 Elsevier B.V. The effects of surface roughness and topographical orientation on surface stres...
The curvature of surface topography is quantified in this study using a newly developed directional ...
The effects of surface roughness and topographical orientation on surface stresses influencing wear ...
Detailed characterization of 3D engineering surface topographies is still an unresolved problem. The...
Currently available directional fractal signature (DFS) methods are not suited for self-structured s...
The effect of surface roughness and topographical orientation on friction and wear has been investig...
The effect of surface roughness and topographical orientation on friction and wear has been investig...
Companies that coat their products with DLC often have strict surface roughness and goals. This rese...
A new method, called augmented blanket with rotating grid (ABRG), has been proposed in our recent wo...
The range of applications for self-structured surfaces is growing. They are used to increase wear re...
Structured and complex data can be found in many applications in research and development, and also ...
Load bearing conjunctions are never perfectly flat. They are covered by surface features, which may ...