缩进
材料科学
胶粘剂
接触面积
弹性体
接触力学
平面(几何)
复合材料
简单(哲学)
机械
图层(电子)
压力(语言学)
基质(水族馆)
结构工程
有限元法
几何学
工程类
物理
地质学
数学
海洋学
语言学
哲学
认识论
作者
I. A. Lyashenko,А. Е. Филиппов,Valentin L. Popov
出处
期刊:Machines
[Multidisciplinary Digital Publishing Institute]
日期:2023-05-23
卷期号:11 (6): 583-583
被引量:11
标识
DOI:10.3390/machines11060583
摘要
An experimental study of the process of friction between a steel spherical indenter and a soft elastic elastomer, with a strongly pronounced adhesive interaction between the surfaces of the contacting bodies, is presented. We consider sliding of the indenter at low speed (quasi-static contact) for different indentation depths. The forces, displacements and contact configuration as functions of time were recorded. The most important finding is that under conditions of uni-lateral continuous sliding, the tangential stress in the contact area remains constant and independent on the indentation depth and details of loading. We suggest a simple numerical model in which the elastic substrate is considered as a simple elastic layer (thus reminding a two-dimensional elastic foundation), although with in-plane elastic interactions. It is found that this model leads to the dynamic scenarios which qualitatively resemble the experimentally observed behavior of the considered system.
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