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Reliability Analysis of Rolled Strip Exit Profile Considering Random Nature of Critical Rolling Variables

机译:考虑临界滚动变量随机性质的轧制条出口轮廓的可靠性分析

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According to the results provided in the previous section, some observations can be made about the reliability of the strip crown after rolling, and what factors can be addressed to improve the quality and yield of the rolled steel. In this work, several assumptions were made regarding the choice and nature of the random variables. Based on experience, it was decided to consider as random the entry strip crown, the work roll crown, the strip compressive yield stress, and the elastic modulus of the work rolls. Additional assumptions included relational independence between the random variables and probability density functions with normal (Gaussian) distributions. Although the statistical information used was based on best estimates only, this work may motivate a new direction in application of reliability analysis technology to the steel industry. Despite the estimations made, it may be concluded that the analysis methods presented here illustrate one approach to identify the likely failure modes for the physical flatness quality of rolled strip. Equipped with the manufacturing resources to allow a detailed study, engineers in the rolling industry may gain new insight into how to improve the quality of rolled steel by addressing the randomness of troublesome. Finally, evaluation of the reliability of strip exit crowns may lead to more refined mill design and control capabilities. Mill designers may be able to quantitatively account for the randomness of specific parameters at a customer's manufacturing plant and tailor mill designs accordingly. By performing reliability-based roll profile optimization with grinding performance .data from the customer, shorter mill commissioning times may be seen New real-time control philosophies, such as reliability-based pass schedule optimization and reliability-based flatness control with statistical target flatness validation may improve productivity and provide quantifiable measures on the likelihood of meeting performance guarantees.
机译:根据上一节中提供的结果,可以对轧制之后的带冠的可靠性进行一些观察,以及可以解决哪些因素以提高轧制钢的质量和产量。在这项工作中,关于随机变量的选择和性质进行了若干假设。基于经验,决定考虑随机进入条形冠,工作辊冠,条带压缩屈服应力和工作辊的弹性模量。附加假设包括随机变量与具有正常(高斯)分布的概率密度函数之间的关系独立性。虽然所使用的统计信息仅基于最佳估计,但这项工作可能会激发在可靠性分析技术到钢铁工业中的应用方向。尽管所取得的估计,但可以得出结论,此处提出的分析方法说明了一种方法来识别轧制条的物理平坦质量的可能的失效模式。配备制造资源允许详细的研究,轧制行业的工程师可能通过解决麻烦的随机性来提高如何提高轧钢的质量。最后,对条带出口冠的可靠性的评估可能导致更精细的轧机设计和控制能力。轧机设计人员可以在客户的制造工厂和裁缝磨机设计中定量占对特定参数的随机性。通过使用磨削性能的可靠性的滚动轮廓优化,可以从客户中进行磨削性能,更短的磨机调试时间可以看出新的实时控制哲学,例如基于可靠性的通过时间表优化和可靠性的平坦度控制,具有统计目标平坦度验证可以提高生产力,并提供可量化的措施,以满足履行业绩担保的可能性。

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