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首页> 外文期刊>Diffusion and Defect Data. Solid State Data, Part A. Defect and Diffusion Forum >Evaluation of Concentration Dependent Diffusivities of Manganese inthe Diffusion Joint Fe/FeMn-Steel by Means ofMathematical–Analytical Methods
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Evaluation of Concentration Dependent Diffusivities of Manganese inthe Diffusion Joint Fe/FeMn-Steel by Means ofMathematical–Analytical Methods

机译:用数学-分析方法评估Fe / FeMn-钢扩散接头中锰的浓度依赖性扩散系数

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摘要

When developing new types of materials with special properties for the automotiveindustry, steels with high content of manganese (up to 25 wt. % Mn) were studied. These steelsembody increased failure resistance, high level of deformation hardening, plastic response and highvalue of energy absorption in crash situations [1,2]. The aim of our work was to study an interactionof a FeMn alloy with pure iron from the view of diffusion processes. For that purpose, diffusionjoints Fe/FeMn-steel were created and long-term heated at the temperatures of 800, 900 and 1050°C. Dependences of diffusivities of Mn on its concentration were calculated from concentrationprofiles of manganese after diffusion heating applying three analytical methods. In the first method,constant values of diffusivities D1, i = 1,2 for both Fe and steel were taken into account. In thesecond case a modified Matano-Boltzmann method utilizing polynomials was applied, whichsimplifies solution in numerous cases. The third method performs the solution of the non-linearequation of diffusion on the assumption of a linear dependence of diffusivity on concentrationapplying a procedure based on perturbation calculus. The results of the solution will be graphicallydocumented in details together with the description of experiments.
机译:在开发用于汽车工业的具有特殊性能的新型材料时,对锰含量高(锰含量最高为25 wt%)的钢进行了研究。这些钢质材料在碰撞情况下提高了抗故障能力,高水平的变形硬化,塑性响应和较高的能量吸收值[1,2]。我们的工作目的是从扩散过程的角度研究FeMn合金与纯铁的相互作用。为此,创建了扩散接头Fe / FeMn钢,并在800、900和1050°C的温度下长期加热。利用三种分析方法,根据锰在扩散加热后的浓度分布,计算了锰的扩散率与其浓度的关系。在第一种方法中,考虑了铁和钢的恒定扩散系数D1,i = 1,2。在第二种情况下,使用了改进的利用多项式的Matano-Boltzmann方法,在许多情况下简化了求解。第三种方法是应用基于扰动演算的过程,在假设扩散系数与浓度呈线性关系的前提下,进行扩散非线性方程的求解。解决方案的结果将以图形方式详细记录在案,并附上实验说明。

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