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Model for strain-induced precipitation kinetics in microalloyed steels

机译:微合金钢中应变诱发的析出动力学模型

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摘要

Based on Dutta and Sellars's expression for the start of strain-induced precipitation in microalloyed steels, a new model has been constructed which takes into account the influence of variables such as microalloying element percentages, strain, temperature, strain rate, and grain size. Although the equation given by these authors reproduces the typical >C> shape of the precipitation start time (P s) curve well, the expression is not reliable for all cases. Recrystallization-precipitation-time-temperature diagrams have been plotted thanks to a new experimental study carried out by means of hot torsion tests on approximately twenty microalloyed steels with different Nb, V, and Ti contents. Mathematical analysis of the results recommends the modification of some parameters such as the supersaturation ratio (K s) and constant B, which is no longer a constant, but a function of K s when the latter is calculated at the nose temperature (T N) of the P s curve. The value of parameter B is deduced from the minimum point or nose of the P s curve, where ∂t 0.05/∂T is equal to zero, and it can be demonstrated that B cannot be a constant. The new expressions for these parameters are derived from the latest studies undertaken by the authors and this work represents an attempt to improve the model. The expressions are now more consistent and predict the precipitation-time-temperature curves with remarkable accuracy. The model for strain-induced precipitation kinetics is completed by means of Avrami's equation. © 2013 The Minerals, Metals & Materials Society and ASM International.
机译:基于Dutta和Sellars对微合金钢中应变诱发析出开始的表达式,构建了一个新模型,该模型考虑了诸如微合金元素百分比,应变,温度,应变速率和晶粒尺寸等变量的影响。尽管这些作者给出的方程很好地再现了降水开始时间(P s)曲线的典型> C>形状,但该表达式并非在所有情况下都是可靠的。借助新的实验研究,借助热实验对大约20种Nb,V和Ti含量不同的微合金钢进行了新的实验研究,绘制了重结晶-析出-时间-温度图。结果的数学分析建议修改某些参数,例如过饱和率(K s)和常数B,后者不再是常数,而是当K s在鼻温(TN)时计算时的K s的函数。 P s曲线。参数P的值是从P s曲线的最小点或鼻子推导出的,其中∂t0.05 /∂T等于零,可以证明B不能为常数。这些参数的新表达式来自作者的最新研究,这项工作代表了对模型进行改进的尝试。这些表达式现在更加一致,并以极高的准确性预测了降水-时间-温度曲线。应变诱发的沉淀动力学模型是通过Avrami方程完成的。 ©2013矿产,金属与材料学会和ASM International。

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