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Three-dimensional finite-element analysis of the quenching process of plain-carbon steel with phase transformation

机译:碳素钢相变淬火过程的三维有限元分析

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摘要

In this study, three-dimensional finite-element (FE) analyses were carried out to predict the volume fractions of various phases generated during the quenching process of plain-carbon steel and the temperature history, considering the latent heat generated due to phase transformation. Diffusional phase transformation for a nonisothermal process was described by discretizing the cooling curve into various small isothermal steps and using a time-temperature-transformation (TTT) diagram for carbon steel. For this, Sheil’s additive rule was adopted to predict the incubation time which indicates the onset of phase nucleation, and, also, the Johnson-Mehl-Avrami-Kolmogorov (JMAK) equation was used to model the phase growth. For handling diffusionless transformation, Koistinen and Marburger’s equation was employed to model the austenite-martensite transformation during the rapid quenching process. Finally, temperature variations obtained from the FE simulation were compared to the experimental data available in the literature to validate the reliability of the numerical solution, and its application was made to simulate the three-dimensional forming process of a bevel gear and cam lobe.
机译:在这项研究中,进行了三维有限元(FE)分析,以预测碳素钢淬火过程中产生的各个相的体积分数和温度历史,同时考虑了相变产生的潜热。通过将冷却曲线离散为各种小的等温步骤并使用碳钢的时间-温度-转变(TTT)图,描述了非等温过程的扩散相变。为此,采用Sheil的加和法则来预测潜伏期,该潜伏期指示相开始成核,并且还使用Johnson-Mehl-Avrami-Kolmogorov(JMAK)方程来模拟相生长。为了处理无扩散相变,使用Koistinen和Marburger方程对快速淬火过程中的奥氏体-马氏体相变进行建模。最后,将有限元模拟获得的温度变化与文献中提供的实验数据进行比较,以验证数值解的可靠性,并将其应用于模拟锥齿轮和凸轮凸角的三维成形过程。

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  • 来源
    《Metallurgical and Materials Transactions A》 |2005年第9期|2315-2325|共11页
  • 作者

    Seong-Hoon Kang; Yong-Taek Im;

  • 作者单位

    the Computer Aided Materials Processing Laboratory Department of Mechanical Engineering ME3227 Korea Advanced Institute of Science and Technology 305-701 Daejeon Korea;

    the Computer Aided Materials Processing Laboratory Department of Mechanical Engineering ME3227 Korea Advanced Institute of Science and Technology 305-701 Daejeon Korea;

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