A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes

Based on Kogut and Etsion’s finite element contact model (KE model) and citing the hardness geometric limit proposed by Jackson et al., the deformation stage of an asperity is re-divided, and a normal contact stiffness model of joint interface is established by using a statistical theory. The simula...

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Main Authors: Donghua Yin, Xueliang Zhang, Shuhua Wen, Guosheng Lan, Yonghui Chen
Format: Article
Language:English
Published: Wiley 2022-01-01
Series:Advances in Materials Science and Engineering
Online Access:http://dx.doi.org/10.1155/2022/2160508
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author Donghua Yin
Xueliang Zhang
Shuhua Wen
Guosheng Lan
Yonghui Chen
author_facet Donghua Yin
Xueliang Zhang
Shuhua Wen
Guosheng Lan
Yonghui Chen
author_sort Donghua Yin
collection DOAJ
description Based on Kogut and Etsion’s finite element contact model (KE model) and citing the hardness geometric limit proposed by Jackson et al., the deformation stage of an asperity is re-divided, and a normal contact stiffness model of joint interface is established by using a statistical theory. The simulation results show that the normal contact stiffness of joint interface is a nonlinear function of the mean surface separation and decreases with the increase of the mean surface separation under different plasticity indexes. By comparing the normal contact stiffness model of joint interface considering hardness changes with the normal contact stiffness model of joint interface without considering hardness changes, it is found that, with the increase of the plasticity index, the difference between calculated results becomes larger.
format Article
id doaj-art-9510ce643d414b17ba712b88fde573bf
institution Kabale University
issn 1687-8442
language English
publishDate 2022-01-01
publisher Wiley
record_format Article
series Advances in Materials Science and Engineering
spelling doaj-art-9510ce643d414b17ba712b88fde573bf2025-02-03T01:22:56ZengWileyAdvances in Materials Science and Engineering1687-84422022-01-01202210.1155/2022/2160508A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness ChangesDonghua Yin0Xueliang Zhang1Shuhua Wen2Guosheng Lan3Yonghui Chen4School of Mechanical EngineeringSchool of Mechanical EngineeringSchool of Mechanical EngineeringSchool of Mechanical EngineeringSchool of Mechanical EngineeringBased on Kogut and Etsion’s finite element contact model (KE model) and citing the hardness geometric limit proposed by Jackson et al., the deformation stage of an asperity is re-divided, and a normal contact stiffness model of joint interface is established by using a statistical theory. The simulation results show that the normal contact stiffness of joint interface is a nonlinear function of the mean surface separation and decreases with the increase of the mean surface separation under different plasticity indexes. By comparing the normal contact stiffness model of joint interface considering hardness changes with the normal contact stiffness model of joint interface without considering hardness changes, it is found that, with the increase of the plasticity index, the difference between calculated results becomes larger.http://dx.doi.org/10.1155/2022/2160508
spellingShingle Donghua Yin
Xueliang Zhang
Shuhua Wen
Guosheng Lan
Yonghui Chen
A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
Advances in Materials Science and Engineering
title A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
title_full A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
title_fullStr A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
title_full_unstemmed A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
title_short A Normal Contact Stiffness Statistical Model of Joint Interface considering Hardness Changes
title_sort normal contact stiffness statistical model of joint interface considering hardness changes
url http://dx.doi.org/10.1155/2022/2160508
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