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Numerical Limit Analysis of Pressure Pipings with Local Wall-Thinnings

机译:具有局部壁厚的压力管道的数值极限分析

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Limit analysis of structures is a practically useful branch of plasticity, which can determine the load-carrying capacities of structures and provide the theoretical foundations for structural designs and integrity assessments. In this paper, a numerical procedure is developed for plastic limit analysis of 3-D elastic-perfectly plastic bodies under complex loads. The method is based on the lower-bound limit theorem and von Mises yield criterion so that the lower-bound limit analysis can be conducted by solving a nonlinear mathematical programming problem. A SQP algorithm and a dimension reduction-based technique are used to solve the discretized finite element optimization formulation. A conception of active constraint set is introduced, so that the number of constraints can be reduced greatly. The basis vectors of reduced residual stress spaces are constructed by performing an equilibrium iteration procedure of elasto-plastic finite element analysis.The numerical procedure is applied to carry out the plastic limit analysis of pressure pipings with local wall-thinnings under internal pressure, bending moment and axial force. Local wall-thinning caused by corrosion, erosion, mechanical damage or by grinding to eliminate surface cracks is a common volumetric defect on the surfaces of pipings. It may reduce the load-carrying capacities and even lead to severe failure accidents of pipings. 3-D finite element models of local wall-thinned pipings are established and used here for limit analysis. Based on a large number of calculated examples, the effects of different shapes and sizes of small area, axial, circumferential, and large area local wall-thinnings on plastic limit loads and failure modes of pressure pipings under the combined loads of internal pressure, bending moment and axial force are investigated and analyzed. The plastic limit load estimation formulae of local wall-thinned pressure pipings are derived. Some typical failure modes of local wall-thinned pipings are studied. By comparing the calculated results with the piping design criteria, an engineering safety assessment method for pressure pipings with local wall-thinnings is presented. In most cases, this assessment method needn't conduct the complicated strength calculation of piping systems by the finite element method and can be used easily and conveniently.
机译:结构的极限分析是一种实际上有用的可塑性分支,可以确定结构的承载能力,并提供结构设计和完整性评估的理论基础。本文在复杂负载下为3-D弹性完美塑料体的塑性极限分析开发了数值手术。该方法基于下限的极限定理和von MIMES屈服标准,使得可以通过求解非线性数学规划问题来进行下限的极限分析。 SQP算法和基于尺寸减少的技术用于解决离散的有限元优化配方。引入了激活约束集的概念,因此可以大大减少约束的数量。通过进行弹塑性有限元分析的平衡迭代过程来构建减少的残余应力空间的基载体。 应用数值过程以在内压,弯矩和轴向力下进行局部壁薄荷的压力管道的塑性极限分析。通过腐蚀,侵蚀,机械损坏或通过研磨以消除表面裂缝引起的局部壁稀宁是管道表面上的常见体积缺陷。它可以减少承载能力,甚至导致钢管的严重失败事故。在此建立并使用局部壁减薄管道的3-D有限元模型以进行极限分析。基于大量计算的示例,在塑料限位负载和压力管道的塑料限位负荷和故障模式下,不同形状和大小的施加效果,轴向,轴向,局部壁稀土,在内部压力的组合负载下,压管的故障方式,弯曲调查和分析瞬间和轴向力。衍生局部壁稀释压力管的塑料极限负荷估计公式。研究了一些典型的局部壁薄管道的典型故障模式。通过将计算结果与管道设计标准进行比较,提出了一种具有局部壁薄膜的压力管道的工程安全评估方法。在大多数情况下,该评估方法不需要通过有限元方法进行管道系统的复杂强度计算,并且可以轻松方便地使用。

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