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首页> 外文期刊>International Journal for Numerical Methods in Engineering >The coupled radial-axial deformations analysis of flexible pipes conveying fluid
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The coupled radial-axial deformations analysis of flexible pipes conveying fluid

机译:输液软管的径向-轴向耦合变形分析

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This paper presents large deformation analysis of pipes conveying fluid in which two complicated behaviours are taken into consideration. The first is the coupling between radial and axial deformations of pipe wall, and the other is the interaction between a deformed pipe and transported fluid having the variable internal flow velocity. The coupled radial-axial deformation theory of the pipes and the continuity theory of flow inside the moving deformed pipes are developed to undertake these coupling behaviours. All strong and weak forms of governing equations are obtained by carrying out the virtual work formulation. The hybrid-finite element method is used to solve the highly non-linear static problems, which configure the initial large deflection and large strain conditions of the pipes. The state-space finite element model for use in analyses of non-linear vibration and system stability is established as well as the suggested numerical solution procedures. The numerical studies of the pipes under circumstances of intense radial loads such as deep-water risers demonstrate that even a slight change of the radial deformation has a significant effect in increasing non-linear responses, and reducing stabilities of the pipes.
机译:本文提出了考虑两个复杂行为的输液管道大变形分析。第一个是管壁径向和轴向变形之间的耦合,另一个是变形的管与内部流速可变的输送流体之间的相互作用。管道的径向-轴向耦合变形理论和运动的变形管道内部的流动连续性理论被开发来承担这些耦合行为。通过执行虚拟功公式,可以获得所有强形式和弱形式的控制方程。混合有限元方法用于解决高度非线性的静态问题,该问题配置了管道的初始大挠度和大应变条件。建立了用于非线性振动和系统稳定性分析的状态空间有限元模型以及建议的数值求解程序。在诸如深水立管之类的径向载荷较大的情况下,对管道进行的数值研究表明,即使径向变形略有变化,对增加非线性响应并降低管道的稳定性也具有重大影响。

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