结构钢布氏硬度值对材料性能的敏感性分析:数值研究

IF 0.4 Q4 ENGINEERING, MULTIDISCIPLINARY Engineer-Journal of the Institution of Engineers Sri Lanka Pub Date : 2021-12-30 DOI:10.4038/engineer.v54i4.7472
S. P. L. Madhumali, J. Jayasinghe, C. Bandara, A. Dammika
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引用次数: 0

摘要

硬度不是材料的基本性能,但它与材料的弹性和塑性性能有关。材料的硬度可以通过压痕硬度试验来确定。布氏硬度试验是量化材料硬度的一种常用的宏观压痕硬度试验。本文分析了在真应力-应变曲线上呈现塑性平台的结构钢的布氏硬度值(BHN)对材料性能的敏感性。采用杨氏模量(EE)、屈服强度(σσyy)、应变硬化起始点应变(εεssss)与屈服应变(εεyy)和应变硬化指数(nn)之比(αα)四项基本钢材料性能进行敏感性分析。通过确定硬度对这些材料性能的敏感性,可以建立一种基于硬度测试的逆分析方法来识别未知的钢材料。对于给定的材料组合,可以用有限元模拟的方法得到宏观压痕的载荷-位移曲线。为此,利用有限元软件ABAQUS建立了二维轴对称非线性有限元模型,并利用以往的实验数据进行了验证。然后对所选材料组合进行BHN计算,得到BHN随各材料性能的变化规律。考虑材料性能与BHN之间的关系,计算了BHN对材料各性能的敏感性。最后,通过考虑材料的四种性能,对硬度的敏感性进行了比较。
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Sensitivity Analysis of Brinell Hardness Number to Material Properties of Structural Steel: A Numerical Study
Hardness is not a fundamental property of a material but it is related to the elastic and plastic properties of the material. Hardness of a material can be determined from indentation hardness tests. Brinell hardness test is one of the commonly used macro-indentation hardness test types to quantify the hardness of a material. In this study, the sensitivity of Brinell Hardness Number (BHN) to the material properties of structural steels that exhibit a plastic plateau in their true stress-strain curve is analysed. Four basic structural steel material properties, Young’s modulus (EE), yield strength (σσyy), ratio (αα) between the strain at beginning-point of strain hardening (εεssss) and the yield strain (εεyy) and strain hardening exponent (nn) are considered for the sensitivity analysis. By identifying the sensitivity of hardness to these material properties, an inverse analysis method based on a hardness test can be developed to identify the unknown steel materials. For a given material combination, the loaddisplacement curve of macro-indentation can be developed using the Finite Element (FE) simulation. For that, a 2D axisymmetric nonlinear FE model is developed using finite element software package ABAQUS and validated using past experimental data. Then BHNs are calculated for selected material combinations and variation of BHN with each material property is obtained. Considering the relationships between material properties and BHN, the sensitivity of BHN to each material property is calculated. Finally, a comparison is made for the sensitivity of hardness by considering all four material properties.
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