首页> 外文期刊>Proceedings of the Royal Society. Mathematical, physical and engineering sciences >An extended finite-element model coupled with level set method for analysis of growth ofcorrosionpitsin metallic structures
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An extended finite-element model coupled with level set method for analysis of growth ofcorrosionpitsin metallic structures

机译:扩展的有限元模型结合水平集方法分析金属结构中腐蚀坑的生长

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摘要

Mass balance between metal and electrolytic solution, separated by a moving interface, in stable pit growth results in a set of governing equations which are solved for concentration field and interface position (pit boundary evolution). The interface experiences a jump discontinuity in metal concentration. The extended finite-element model (XFEM) handles this jump discontinuity by using discontinuous-derivative ennchment formulation, eliminating the requirement of using front conforming mesh and re-meshing after each time step as in the conventional finite-element method. However, prior interface location is required so as to solve the governing equations for concentration field for which a numerical technique, the level set method, is used for tracking the interface explicitly and updating it over time. The level set method is chosen as it is independent of shape and location of the interface. Thus, a combined XFEM and level set method is developed in this paper. Numerical analysis for pitting corrosion of stainless steel 304 is presented. The above proposed model is validated by comparing the numerical results with experimental results, exact solutions and some other approximate solutions. An empirical model for pitting potential is also derived based on the finite-element results. Studies show that pitting profile depends on factors such as ion concentration, solution pH and temperature to a large extent. Studying the individuil and combined effects of these factors on pitting potential is worth knowing, as pitting potential directly influences corrosion rate.
机译:金属和电解质溶液之间的质量平衡(由移动的界面隔开)在稳定的凹坑生长中产生了一组控制方程,这些方程针对浓度场和界面位置(凹坑边界演化)进行求解。界面在金属浓度上经历跳跃间断。扩展的有限元模型(XFEM)通过使用不连续导数约束公式来处理这种跳跃不连续性,消除了使用常规贴合网格并在每个时间步长后重新网格化的要求(与常规有限元方法一样)。但是,需要先在接口上定位,以便解决浓度场的控制方程,为此需要使用数值技术(水平设置方法)来明确跟踪接口并随时间更新接口。选择级别设置方法是因为它与界面的形状和位置无关。因此,本文提出了一种结合XFEM和水平集的方法。给出了不锈钢304点蚀的数值分析。通过将数值结果与实验结果,精确解和一些其他近似解进行比较,验证了上述模型的有效性。基于有限元结果,还得出了点蚀潜力的经验模型。研究表明,点蚀曲线在很大程度上取决于诸如离子浓度,溶液pH和温度等因素。研究这些因素对点蚀电位的单独影响和综合影响是值得了解的,因为点蚀电位直接影响腐蚀速率。

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