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首页> 外文期刊>Metallurgical and Materials Transactions A >Finite Element Analysis of Deformation Due to Ball Indentation and Evaluation of Tensile Properties of Tempered P92 Steel
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Finite Element Analysis of Deformation Due to Ball Indentation and Evaluation of Tensile Properties of Tempered P92 Steel

机译:球头压痕变形的有限元分析及回火P92钢的拉伸性能评估

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摘要

Ball indentation (BI) technique has been effectively used to evaluate the tensile properties with minimal volume of material. In the present investigation, BI test carried out on P92 steel (9Cr-0.5Mo-1.8W), using 0.76 mm diameter silicon nitride ball indenter was modeled using finite element (FE) method and analyzed. The effect of test temperature [300 K and 923 K (27 °C and 650 °C)], tempering temperature [1013 K, 1033 K, and 1053 K (740 °C, 760 °C, and 780 °C)], and coefficient of friction of steel (0.0 to 0.5) on the tensile strength and material pile-up was investigated. The stress and strain distributions underneath the indenter and along the top elements of the model have been studied to understand the deformation behavior. The tensile strength was found to decrease with increase in tempering and test temperatures. The increased pile-up around the indentation was attributed to the decrease in strain hardening exponent (n) with increase in the test temperature. The pile-up height determined from profilometry studies and FE analysis as well as the load depth curve from BI and FE analysis was in agreement. The maximum strain location below the indentation changes with the test temperature. Stress–strain curves obtained by conventional tensile, BI test, and representative stress–strain concepts of FE model were found exactly matching.
机译:球压痕(BI)技术已被有效地用于以最小的材料体积评估拉伸性能。在本研究中,使用有限元(FE)方法对使用直径为0.76毫米的氮化硅球压头的P92钢(9Cr-0.5Mo-1.8W)进行了BI测试。测试温度[300 K和923 K(27°C和650°C)],回火温度[1013 K,1033 K和1053 K(740°C,760°C和780°C)的影响],研究了钢的摩擦系数(0.0-0.5)对拉伸强度和材料堆积的影响。研究了压头下方和模型顶部元素的应力和应变分布,以了解变形行为。发现抗拉强度随着回火和测试温度的增加而降低。压痕周围堆积的增加是由于随着测试温度的升高,应变硬化指数(n)的降低。根据轮廓分析和有限元分析确定的堆积高度,以及根据BI和FE分析确定的载荷深度曲线是一致的。压痕下方的最大应变位置随测试温度而变化。通过常规拉伸,BI测试获得的应力-应变曲线与有限元模型的代表性应力-应变概念完全匹配。

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  • 来源
    《Metallurgical and Materials Transactions A》 |2015年第8期|3448-3459|共12页
  • 作者单位

    Department of Metallurgical and Materials Engineering Visvesvaraya National Institute of Technology (VNIT)">(1);

    Department of Metallurgical and Materials Engineering Visvesvaraya National Institute of Technology (VNIT)">(1);

    Department of Metallurgical and Materials Engineering Visvesvaraya National Institute of Technology (VNIT)">(1);

    Mechanical Metallurgy Division Indira Gandhi Centre for Atomic Research (IGCAR)">(2);

    Postgraduate and Research Studies Saintgits College of Engineering">(3);

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