残余应力
缩进
材料科学
复合材料
变化(天文学)
残余物
压痕硬度
可塑性
数学
微观结构
物理
算法
天体物理学
出处
期刊:Journal of Testing and Evaluation
[ASTM International]
日期:2018-07-24
卷期号:47 (4): 3174-3184
被引量:1
摘要
Abstract Material hardness is independent of residual stresses at predominantly plastic deformation in the region of contact between an indenter and the material. This is an important fact, as such a situation is relevant for most metals and alloys. It has, however, been established that when elastic and plastic deformations are of equal magnitude, this independence is lost. This fact complicates residual stress determination in such a situation, pertinent to materials such as ceramics and polymers, but it also provides additional important information for performing such a task in an accurate manner. Presently, a relevant formula for taking advantage of this information is presented. The formula is based on previous results pertinent to indentation analyses of stress-free materials. The predictions are compared to finite element results from previous studies describing cone indentation of materials with residual stresses. The analysis is restricted to classical elastoplasticity.
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