A Surface Skewness and Kurtosis Integrated Stress Concentration Factor Model

Author:

Gu Huiqing12,Jiao Li3,Yan Pei3,Guo Zhibo3,Qiu Tianyang3,Wang Xibin3

Affiliation:

1. Beijing Institute of Technology Key Laboratory of Fundamental Science for Advanced Machining, , Beijing 100081 , China ;

2. Tsinghua University State Key Laboratory of Tribology, Institute of Manufacturing Engineering, Department of Mechanical Engineering, , Beijing 100084 , China

3. Beijing Institute of Technology Key Laboratory of Fundamental Science for Advanced Machining, , Beijing 100081 , China

Abstract

Abstract Surface skewness and kurtosis are two crucial topography property indexes that greatly influence the functional performance of the machined surface. This paper proposes a modified model of stress concentration factor (SCF), which integrates these two surface texture parameters with the well-known standard surface roughness parameters (Arola's model). The relative weight of positive and negative heights of the surface is considered to describe the influence of the shape of the peaks and valleys on the stress concentration of the surface profile for the first time, meanwhile, without losing the effect of the standard surface roughness parameters. The performance of the modified model is studied by comparing it with the other two models involving various aspects of the functional performance of machined surfaces, including fatigue life, wear resistance, fretting crack nucleation, and initiation behaviors, as well as the surface bearing capability. The results indicate that by accounting for the surface skewness and kurtosis parameters, the modified model is more suitable for evaluating the SCF of machined surfaces, appropriately describing the correlation between surface texture and fatigue life and achieving a good prediction of fatigue life compared with the experimental results.

Funder

National Natural Science Foundation of China

Publisher

ASME International

Subject

Surfaces, Coatings and Films,Surfaces and Interfaces,Mechanical Engineering,Mechanics of Materials

Reference51 articles.

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