缩进
材料科学
蠕动
模数
硬度
压痕硬度
复合材料
幂律
工作(物理)
缩放比例
弹性模量
硬化(计算)
加工硬化
纳米压痕
指数
杨氏模量
接触面积
法律工程学
热力学
微观结构
几何学
数学
工程类
语言学
统计
物理
哲学
图层(电子)
作者
Yang‐Tse Cheng,Che-Min Cheng
标识
DOI:10.1016/s0257-8972(00)00896-3
摘要
Using dimensional analysis and finite element calculations, we derive simple scaling relationships for loading and unloading curve, contact depth, and hardness. The relationship between hardness and the basic mechanical properties of solids, such as Young's modulus, initial yield strength, and work-hardening exponent, is then obtained. The conditions for 'piling-up' and 'sinking-in' of surface profiles during indentation are determined. A method for estimating contact depth from initial unloading slope is examined. The work done during indentation is also studied. A relationship between the ratio of hardness to elastic modulus and the ratio of irreversible work to total work is discovered. This relationship offers a new method for obtaining hardness and elastic modulus. Finally, a scaling theory for indentation in power-law creep solids using self-similar indenters is developed. A connection between creep and 'indentation size effect' is established.
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