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APPLICATION OF THE GENERALIZED PARETO DISTRIBUTION TO THE ESTIMATION OF THE SIZE OF THE MAXIMUM INCLUSION IN CLEAN STEELS

机译:广义帕累托分布在清洁钢最大夹杂物尺寸估算中的应用

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摘要

Predicting the maximum inclusion size in a large volume of clean steel from observations on a small volume is a key problem facing the steel industry. The maximum inclusion size controls fatigue beha- viour and other mechanical properties. A statistical method based on the Generalized Pareto Distribution, which has not previously been applied to inclusions, is described and used to analyse results from two steels with different cleanness levels. The predictions of maximum size in larger volumes are compared with those from extrapolating the log-normal curve which fits the size distribution of inclusions observed on the surface of cold crucible remelted buttons of the steels. If the predicted maximum inclusion size is plotted against increasing volume of steel, there is a continuous increase for the log-normal extrapolation but for the Generalized Pareto Distribution method the curve tends towards an upper limit. This is of great signifi- cance to steelmakers because the existence of an upper limit is more in accord with the expectation from steelmaking practice.
机译:通过对少量清洁钢的观察来预测大量清洁钢的最大夹杂物尺寸是钢铁行业面临的关键问题。最大夹杂物尺寸控制疲劳行为和其他机械性能。描述了一种基于广义帕累托分布的统计方法,该方法以前尚未应用于夹杂物,并用于分析两种不同清洁度钢的结果。将更大体积下的最大尺寸预测与通过对数正态曲线外推得出的预测进行比较,该对数正态曲线与在钢的冷坩埚重熔纽扣表面上观察到的夹杂物的尺寸分布相符。如果将预测的最大夹杂物尺寸与增加的钢量作图,则对数正态外推会持续增加,但对于广义帕累托分布法,曲线趋于上限。这对钢铁制造商意义重大,因为上限的存在更符合炼钢实践的期望。

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