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A new finite element for generalized in-plane pipe loading. Experimental and numerical comparison

机译:用于广义平面管道加载的新有限元。实验与数值比较

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In structural engineering, the geometry of a large number of structural details may involve the combination of straight and curved parts in order to meet requirements of functionality and/or attractive design. Piping systems are structural elements used in the chemical industry, aeronautical and aerospace engineering, conventional and nuclear power plants and fluid transport in general-purpose process equipment. This paper presents a new finite element pipe with 19 degrees of freedom, where shape functions are set-up from the displacement field parallel to a local reference system. A displacement-based formulation was developed with Fourier series for increasing the structural element distortion capabilities. A finite element pipe may be considered as a part of a toroidal shell. The stress field distribution may be calculated for any cylindrical section pipe. Experimental set-up will be presented for in-plane piping system loading case and experimental stress measurement will be compared with the numerical stresses results obtained with this formulation and with other different commercial codes. The main advantage of this formulation is associated with timeless mesh generation with low number of elements and nodes. Considerable computational effort may be reduce with the use of this finite element pipe.
机译:在结构工程中,大量结构细节的几何形状可能涉及笔直和弯曲部分的组合,以满足功能和/或美观设计的要求。管道系统是化学工业,航空和航天工程,常规和核电厂以及通用过程设备中的流体输送中使用的结构元件。本文提出了一种具有19个自由度的新型有限元管道,其中从平行于局部参考系统的位移场建立了形状函数。使用傅立叶级数开发了基于位移的公式,以提高结构元素的变形能力。有限元管道可以视为环形壳的一部分。可以为任何圆柱型截面管计算应力场分布。将介绍平面管道系统负载情况下的实验设置,并将实验应力测量值与使用此公式和其他不同商业法规获得的数值应力结果进行比较。这种公式化的主要优点是可以生成具有少量元素和节点的永恒网格。使用此有限元管道可以减少可观的计算工作量。

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