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Kinetic Analysis for Growth of Austenite during Carburization of Iron

机译:铁渗碳过程中奥氏体生长的动力学分析

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A diffusion model was used to analyze mathematically the kinetics for carburization of pure iron at annealing temperatures between 1011 K and 1185 K. Under such carburization conditions, the austenitic γ phase is produced as a layer on the surface of the ferritic α phase. In the analysis, the diffusion coefficient of carbon is considered independent of the composition for each phase. According to the analysis, the square of the thickness of the γ phase is proportional to the annealing time. Such a relationship is called the parabolic relationship. The parabolic coefficient is a monotonic increasing function of the annealing temperature and the carbon concentration on the surface of the γ phase. However, the dependence of the parabolic coefficient on the carbon concentration is less remarkable at higher annealing temperatures than at lower annealing temperatures. Furthermore, the parabolic coefficient varies depending on the annealing temperature in a complicated manner. Hence, the temperature dependence of the parabolic coefficient cannot be described by an Arrhenius equation in the whole annealing temperature range.
机译:扩散模型用于数学上分析纯铁在1011k和1185k之间的退火温度下渗碳的动力学。在这种渗碳条件下,奥氏体γ相是在铁素体α相的表面上产生的层。在分析中,碳的扩散系数被认为与每相的组合物无关。根据分析,γ相的厚度的平方与退火时间成比例。这种关系被称为抛物线关系。抛物线系数是退火温度和γ相表面上的碳浓度的单调增加功能。然而,抛物线系数对碳浓度的依赖性在较高的退火温度下比在较低的退火温度下更显着。此外,抛物线系数根据以复杂的方式取决于退火温度。因此,抛物线系数的温度依赖性不能通过整个退火温度范围内的Arrhenius方程描述。

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