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Self-Similarity Simplification Approaches for the Modeling and Analysis of Rockwell Hardness Indentation
Journal article   Open access

Self-Similarity Simplification Approaches for the Modeling and Analysis of Rockwell Hardness Indentation

Li Ma, Jack Zhou, Alan Lau, Samuel Low and Roland deWit
Journal of research of the National Institute of Standards and Technology, v 107(5), pp 401-412
Sep 2002
PMID: 27446740
url
https://doi.org/10.6028/jres.107.033View
Published, Version of Record (VoR)Maybe Open Access (Publisher Bronze) Open

Abstract

FEA Rockwell hardness diamond indenter indentation analytical modeling cumulative superposition finite element analysis self-similarity
The indentation process of pressing a Rockwell diamond indenter into inelastic material has been studied to provide a means for the analysis, simulation and prediction of Rockwell hardness tests. The geometrical characteristics of the spheroconical-shaped Rockwell indenter are discussed and fit to a general function in a self-similar way. The complicated moving boundary problem in Rockwell hardness tests is simplified to an intermediate stationary one for a flat die indenter using principle of similarity and cumulative superposition approach. This method is applied to both strain hardening and strain rate dependent materials. The effects of different material properties and indenter geometries on the indentation depth are discussed.

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Collaboration types
Domestic collaboration
Web of Science research areas
Instruments & Instrumentation
Physics, Applied
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