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Mathematical Modelling of Nitride Layer Growth of Low Temperature Gas and Plasma Nitriding of AISI 316L

机译:低温气体氮化物层生长和AISI 316L等离子渗氮的数学模型

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This paper present mathematical model which developed to predict the nitrided layer thickness (case depth) of gas nitrided and plasma nitrided austenitic stainless steel according to Fick’s first law for pure iron by adapting and manipulating the Hosseini’s model to fit the diffusion mechanism where nitrided structure formed by nitrided AISI 316L austenitic stainless steel. The mathematical model later tested against various actual gas nitriding and plasma nitriding experimental results with varying nitriding temperature and nitriding duration to see whether the model managed to successfully predict the nitrided layer thickness. This model predicted the coexistence of ε-Fe2-3N and γ΄-Fe4N under the present nitriding process parameters. After the validation process, it is proven that the mathematical model managed to predict the nitrided layer growth of the gas nitrided and plasma nitrided of AISI 316L SS up to high degree of accuracy.
机译:本文提出了数学模型,该数学模型通过适应和操纵Hosseini模型以适应形成氮化结构的扩散机制,根据Fick的纯铁第一定律预测气体氮化和等离子渗氮奥氏体不锈钢的渗氮层厚度(表面深度)。由氮化AISI 316L奥氏体不锈钢制成。该数学模型随后针对各种实际的气体氮化和等离子氮化实验结果(具有不同的氮化温度和氮化持续时间)进行了测试,以查看该模型是否能够成功预测氮化层的厚度。该模型预测了在当前氮化工艺参数下ε-Fe2-3N和γ΄-Fe4N的共存。经过验证过程后,证明了该数学模型可以预测AISI 316L SS的气体氮化和等离子氮化的氮化层增长,且精度很高。

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