压力锅炉平端板卸应力槽参数设计

B. Szybiński, M. Barski, M. Wygoda
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引用次数: 0

摘要

在压力锅炉中采用平端作为封头是替代常用碟形封头的一种选择。然而,它不可避免地与圆柱形管和末端平板之间的连接处附近的应力集中结合在一起。在连接区域观察到的缺口效应通常是由内壁形状的突变和该区域曲率连续性的缺乏引起的。多年来,研究人员一直在研究圆柱形管与端板之间过渡区域的应力减小问题,并提出了几种修改各自元件形状的建议。在此基础上,在压力锅炉计算规范中提出了几种平端盖的设计方法。本文展示了其中一种设计方案的有效性,该方案被en13445 -3认可。在提出的分析中,特别注意了带圆形应力消除槽的平端板。槽半径及其中心位置的参数是由一个不等式系统来确定的,该不等式系统通常定义了圆槽中心半径和位置的允许值范围。这些值的选择强烈影响应力集中,在考虑的规范中,没有明确的建议或理由给出如何选择最佳槽参数,以提供最小的应力集中。在本报告中,作者展示了如何选择设计参数的最佳组合,以提供最小的应力集中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Designing of stress relieve groove parameters for flat endplates of pressure boilers
The application of flat ends as closures in pressure boilers is a certain alternative for commonly used dished ends. However, it is inevitably joined with the stress concentration presence in the vicinity of the junction between the cylindrical pipe and the ending flat plate. The notch effect, which is observed in the connection area, is usually caused by the abrupt change of the inner wall shape and the lack of the curvature continuity in this region. The problem of the stress reduction in the transition zone between the cylindrical pipe and the endplate has been studied by researchers from many years and several proposals how to modify the shape of the respective elements have been established. On the base of these results, several designs for flat end closures are proposed in the codes applied in pressure boilers calculations. This paper shows the effectiveness of one of the design proposals, admitted by code EN 13445-3. In the proposed analysis the special attention are paid to flat ending plates with the circular stress relieve grooves. The parameters of the groove radii and location of its centre are set by a system of inequalities, which usually defines the region of admissible values for radii and position of the circular groove centre. The choice of these values strongly influences the stress concentration and in the considered code, no clear suggestions or justification is given how to choose the best groove parameters, providing the minimum stress concentration. In this report, the Authors show how to choose the best combination of the design parameters providing the minimum stress concentration.
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