首页> 外文会议>ASME Pressure Vessels and Piping conference >GROSS PLASTIC DEFORMATION OF PIPE BENDS UNDER INTERNAL PRESSURE AND IN-AND OUT-OF-PLANE BENDING: A STUDY ON THE SENSITIVITY OF THE FINITE ELEMENT MODELS
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GROSS PLASTIC DEFORMATION OF PIPE BENDS UNDER INTERNAL PRESSURE AND IN-AND OUT-OF-PLANE BENDING: A STUDY ON THE SENSITIVITY OF THE FINITE ELEMENT MODELS

机译:内压与平面内和平面内弯曲作用下管道的塑性变形:有限元模型的敏感性研究

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摘要

Bends are an integral part of a piping system. Because of the ability to ovalize and warp they offer more flexibility when compared to straight pipes. Piping Code ASME B31.3 provides flexibility factors and stress intensification factors for the pipe bends. Like any other piping component, one of the failure mechanisms of a pipe bend is gross plastic deformation. In this paper, plastic collapse load of pipe bends have been analyzed for various D/t ratios (Where D is pipe outside diameter and t is pipe wall thickness) for internal pressure and in-plane bending moment, internal pressure and out-of-plane bending moment and internal pressure and a combination of in and out-of-plane bending moments under varying ratios. Any real life component will have imperfections and the sensitivity of the models have been investigated by incorporating imperfections as scaled eigenvectors of linear bifurcation buckling analyses. The sensitivity of the models to varying parameters of Riks analysis (an arc length based method) and use of dynamic stabili2ation using viscous damping forces have also been investigated. Importance of defining plastic collapse load has also been discussed. FE code ABAQUS version 6.9EF-1 has been used for the analyses.
机译:弯曲是管道系统不可或缺的一部分。由于具有椭圆化和翘曲的能力,因此与直管相比,它们提供了更大的灵活性。管道规范ASME B31.3为弯管提供了挠性因子和应力增强因子。像任何其他管道组件一样,管道弯曲的破坏机理之一是塑性变形。在本文中,针对内部压力,面内弯矩,内部压力和超出极限的各种D / t比(其中D是管道外径,t是管道壁厚)分析了弯管的塑性破坏载荷。平面弯矩和内部压力,以及在不同比率下的平面内弯矩和平面外弯矩的组合。任何现实生活中的成分都会有缺陷,并且已经通过将缺陷作为线性分叉屈曲分析的比例本征向量纳入了模型,对模型的敏感性进行了研究。还研究了模型对Riks分析(基于弧长的方法)的各种参数的敏感性以及使用粘性阻尼力进行动态稳定化的方法。还讨论了确定塑性破坏载荷的重要性。 FE代码ABAQUS版本6.9EF-1已用于分析。

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