The article presents the impact of sampling interval ΔX=ΔY upon the precision of parametrical assessment of roughness of selected surfaces. Moreover this study introduces theoretical analysis of sampling interval selection based on analysis of the probability of covering an unordered set of extreme points of surface with an ordered set of measurement points. As the result, the final formula was formulated, which enables to calculate the maximum sampling rate ΔX=ΔY. This guarantees a full 100% coverage of the vertices examined by the unevenness of the measuring grid
Where it is generally agreed that 3-D roughness measurements is the most proper way of evaluating su...
This paper proposes a new method of 3D roughness peaks curvature radius calculation and its applicat...
The given investigation is devoted to examination of measurement accuracy of parameters of a surface...
Usage of 3D roughness parameters measurements requires knowledge of uncertainty causes in order to d...
This dissertation re-evaluates the two-dimensional sampling problem for measuring surface roughness ...
3D surface roughness measurement is still a less mature procedure than its 2D version. The size of t...
The given investigation is devoted to examination of measurement accuracy of parameters of a surface...
3D measurement on surface roughness could be used to assess the surface quality but the procedure i...
This paper proposes a new method of 3D roughness peaks curvature radius calculation and its applicat...
We study the problem of optimally sampling parametric surfaces by means of reparameterization. A cri...
Nowadays characterization of surface roughness using three-dimension (3D) methods and parameters bec...
The existing surface roughness standards comprise only two dimensions but the real surface roughness...
The number of the discrete samples for the dimensional measurement of machined surfaces and thier co...
The surface of natural or human-made objects usually comprises a collection of distinct regions char...
We study the problem of optimally sampling parametric surfaces by means of reparameterization. A cri...
Where it is generally agreed that 3-D roughness measurements is the most proper way of evaluating su...
This paper proposes a new method of 3D roughness peaks curvature radius calculation and its applicat...
The given investigation is devoted to examination of measurement accuracy of parameters of a surface...
Usage of 3D roughness parameters measurements requires knowledge of uncertainty causes in order to d...
This dissertation re-evaluates the two-dimensional sampling problem for measuring surface roughness ...
3D surface roughness measurement is still a less mature procedure than its 2D version. The size of t...
The given investigation is devoted to examination of measurement accuracy of parameters of a surface...
3D measurement on surface roughness could be used to assess the surface quality but the procedure i...
This paper proposes a new method of 3D roughness peaks curvature radius calculation and its applicat...
We study the problem of optimally sampling parametric surfaces by means of reparameterization. A cri...
Nowadays characterization of surface roughness using three-dimension (3D) methods and parameters bec...
The existing surface roughness standards comprise only two dimensions but the real surface roughness...
The number of the discrete samples for the dimensional measurement of machined surfaces and thier co...
The surface of natural or human-made objects usually comprises a collection of distinct regions char...
We study the problem of optimally sampling parametric surfaces by means of reparameterization. A cri...
Where it is generally agreed that 3-D roughness measurements is the most proper way of evaluating su...
This paper proposes a new method of 3D roughness peaks curvature radius calculation and its applicat...
The given investigation is devoted to examination of measurement accuracy of parameters of a surface...