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An Approach For The Identification Of Diffusion Coefficients In The Quasi-steady State Of A Post-discharge Nitriding Process

机译:放电后渗氮过程拟稳态扩散系数的识别方法

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This work presents a model for the nitrogen concentration in iron nitride layers at the quasi-steady state and a method for computing the diffusion coefficients for post-discharge nitriding. The method is based upon an inverse problem of coefficient identification. The related moving boundary diffusion problem is modeled assuming constant diffusion coefficients and taking into account the observed qualitative behavior of the post-discharge nitriding process. To develop an algorithm for the identification of the diffusion coefficients the solution of the least square problem is transformed, with some algebraic manipulations, into a simple geometrical rule.
机译:这项工作提出了一种准稳态下氮化铁层中氮浓度的模型,以及一种计算放电后渗氮扩散系数的方法。该方法基于系数识别的反问题。在假设恒定扩散系数并考虑到放电后渗氮过程的观察到的定性行为的基础上,对相关的运动边界扩散问题进行了建模。为了开发用于识别扩散系数的算法,将最小二乘问题的解(通过一些代数运算)转换为简单的几何规则。

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