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Probabilistic model based on Markov chain for the assessment of localized corrosion of stainless steels

机译:基于马尔可夫链的概率模型用于不锈钢局部腐蚀评估

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Pitting, crevice and stress corrosion cracking are the most damaging corrosion forms of stainless steels in industrial applications. Generally, pitting and crevice susceptibility depends on a variety of factors related to the metal (chemical composition, differences in the metallurgical structure, inclusions), the environment (chloride content, pH, temperature, differential aeration) and the geometry of the system. Due to their unpredictable occurrence, localized corrosion events cannot be explained without using a proper statistical method. In this work a probabilistic approach based on Markov chains for the assessment of pitting and crevice corrosion initiation is proposed. A Markov chain is a stochastic process that undergoes transitions from one state to another through a finite number of possible states, until a so-called "absorbing state" from which the system has no tendency to evolve is attained. Formally, a Markov chain is characterized by a set of states and a transition probability matrix. The model calculates the probability to have pitting (and vice versa to maintain a stable passive condition) involving a large number of operating parameters related to both metal and environment. Experimental tests were carried out to validate the model which requires more accurate investigations.
机译:点蚀,缝隙和应力腐蚀开裂是工业应用中最具破坏性的不锈钢腐蚀形式。通常,点蚀和缝隙敏感性取决于与金属相关的多种因素(化学成分,冶金结构的差异,夹杂物),环境(氯化物含量,pH,温度,微分曝气)和系统的几何形状。由于它们的不可预测的发生,如果不使用适当的统计方法就无法解释局部腐蚀事件。在这项工作中,提出了一种基于马尔可夫链的点蚀和缝隙腐蚀引发评估的概率方法。马尔可夫链是一个随机过程,它经历从一个状态到有限状态数的过渡,直到获得所谓的“吸收状态”,系统从该状态开始没有发展的趋势。形式上,马尔可夫链的特征在于一组状态和一个转移概率矩阵。该模型计算出出现点蚀的概率(反之亦然,以保持稳定的被动状态),该概率涉及大量与金属和环境相关的操作参数。进行了实验测试以验证该模型,该模型需要更准确的调查。

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