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Study of multiple holes influence on theoretical stress concentration coefficient in case of cylindrical vessels

机译:圆柱血管情况下多孔对理论应力集中系数的影响

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In the construction of pressure vessels, especially for steam boilers used in power plants, cylindrical vessels are commonly used. For this important class of mechanical structures, through holes also frequently cause stress concentration which must be taken into account in the design and estimation of their lifetime. In the scientific literature which addresses stress concentration effects for such structures are studied in cases of which the presence of through holes is singular. This paper studies the effect of stress concentration in case of two or more holes placed at a small distance between them, according to construction requirements. In these cases the simplifying assumption of Saint Venant according to which at sufficient distance from the analyzed area the state of stress is not influenced by how the load is applied cannot be accepted. In this paper we study the stress concentration coefficient with numerical methods using the finite element method and more precisely, ABAQUS software package, version 6.9. Different constructive cases of multiple holes are studied: two and three successive holes with the same diameter and different diameters placed on the generating line with variable distance, for which the ratio between the diameter and the distance between the holes varies. Numerical model validation was done by comparing the results obtained for specific computational models in case of which results are known and presented in the literature [1,2]. Based on the results, variation curves of the theoretical stress concentration coefficient were drawn for all cases listed above.
机译:在建造压力容器中,特别是对于发电厂中使用的蒸汽锅炉,通常使用圆柱形容器。对于这类重要的机械结构,通过孔也经常引起应力集中,这必须考虑到它们的寿命的设计和估算。在科学文献中,在这种结构上解决了应力集中效应,在其中通过孔的存在是单数的。本文根据施工要求,研究了两个或多个孔的距离,在两个或更多个孔上放置在较小距离的情况下。在这些情况下,根据其在分析区域的足够距离的情况下简化了圣腔的假设,应力的状态不会受到施加载荷的影响。在本文中,我们使用有限元方法和更准确地说,使用有限元方法和更准确地说,使用数值方法来研究压力浓度系数。研究了多孔的不同建设性情况:两个和三个连续孔,其直径与具有可变距离的产生线上的直径和不同的直径,直径与孔之间的距离之间的比率变化。通过比较针对特定计算模型获得的结果来完成数值模型验证,在其中提出并呈现在文献中的结果[1,2]。基于结果,为上述所有病例绘制了理论应激浓度系数的变化曲线。

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