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A Finite Element to Perform 3D Shakedown Analysis for Limited Kinematic Hardening Materials

机译:有限运动硬化材料三维安定分析的有限元分析

摘要

The use of the Design by Analysis (DBA) route is a modern trend in pressure vessel and piping international codes in mechanical engineering. However, to apply the DBA to structures under variable mechanical and thermal loads, it is necessary to assure that the plastic collapse modes, alternate plasticity and incremental collapse (with instantaneous plastic collapse as a particular case), be precluded. The tool available to achieve this target is the shakedown theory. Unfortunately, the practical numerical applications of the shakedown theory result in very large nonlinear optimization problems with nonlinear constraints. Precise, robust and efficient algorithms and finite elements to solve this problem in finite dimension has been a more recent achievements. However, to solve real problems in an industrial level, it is necessary also to consider more realistic material properties as well as to accomplish 3D analysis. Limited kinematic hardening, is a typical property of the usual steels and it should be considered in realistic applications. In this paper, a new finite element with internal thermodynamical variables to model kinematic hardening materials is developed and tested. This element is a mixed ten nodes tetrahedron and through an appropriate change of variables is possible to embed it in a shakedown analysis software developed by Zouain and co-workers for elastic ideally-plastic materials, and then use it to perform 3D shakedown analysis in cases with limited kinematic hardening materials
机译:分析设计(DBA)路线的使用是机械工程中压力容器和管道国际法规的现代趋势。但是,要将DBA应用于在可变的机械和热载荷下的结构,必须确保避免塑性塌陷模式,交替塑性和增量塌陷(在特定情况下具有瞬时塑性塌陷)。能够实现此目标的工具是安定理论。不幸的是,组合理论的实际数值应用导致了具有非线性约束的非常大的非线性优化问题。精确,鲁棒,高效的算法和有限元解决了有限维问题是最近的成就。但是,要在工业水平上解决实际问题,还必须考虑更现实的材料属性以及完成3D分析。运动硬化有限,是普通钢的典型特性,在实际应用中应予以考虑。在本文中,开发并测试了一种新的具有内部热力学变量的有限元,以模拟运动硬化材料。该元素是十个节点的混合四面体,可以通过适当地更改变量将其嵌入Zouain及其同事针对弹性理想塑性材料开发的减振分析软件中,然后在某些情况下使用它来进行3D减振分析运动硬化材料有限

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