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Fast Prediction of Welding Distortion Using ISM and i-ISM with Experimental Validation

机译:利用ISM和i-ISM快速预测焊接变形并进行实验验证

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Welding mechanics plays an important role in the design of weldingjoint to minimize the residual distortion and stress. In the past decades,the TEP-FEM (thermal elastic-plastic finite element method) hasshown its excellent capability in tracing the stress and strain duringwelding. Nevertheless, the computation expense in aspect of CPU timeand computer memory becomes a big issue when the finite elementmodel is large. For practical welded structures, the elements requiredfor a transient thermal mechanical analysis can easily reach severalmillions, which make the computation difficult to run on moderncomputers or cost too much time to complete. In order to improve thecomputing speed while maintaining the accuracy, the ISM (iterativesubstructure method) was developed about ten years ago. According tothe temperature distribution, the FE model (Region A) was divided intostrongly nonlinear region B (near heat source) and weakly nonlinearregion A-B (rest part excluding B). The A-B and B regions are solvedseparately, and balance on the boundary between the regions is realizedby iterative calculations. Recently, the i-ISM (inherent strain basedISM) was proposed by introducing the concept of inherent strain intothe ISM scheme. The region C which covers a part large enough aroundthe heat source can be solved by fixing its boundary for a time intervaland then it is released to solve the global model. This approach is basedon the fact that strain in the rest part beyond C region will not changeappreciably. To validate the two schemes ISM and i-ISM, experimenton a fillet welding model was carried out and three deformationcomponents namely longitudinal shrinkage, transverse shrinkage andangular distortion were measured after welding. Analysis byconventional FEM, and ISM were then performed on the same model.Furthermore, a large scale model with nearly two millions of DOF(degree of freedom) was simulated by ISM and i-ISM. Finally, theaccuracy and efficiency of the proposed methods have been confirmed.
机译:焊接力学在焊接接头的设计中起着重要的作用,以最大程度地减少残余变形和应力。在过去的几十年中,TEP-FEM(热弹塑性有限元方法)已显示出出色的跟踪焊接过程中应力和应变的能力。然而,当有限元模型较大时,在CPU时间和计算机内存方面的计算开销就成为一个大问题。对于实际的焊接结构,瞬态热机械分析所需的元素很容易达到数百万,这使得计算难以在现代计算机上运行,​​或者花费太多时间来完成。为了在保持精度的同时提高计算速度,大约十年前开发了ISM(迭代子结构法)。根据温度分布,将FE模型(区域A)分为强非线性区域B(靠近热源)和弱非线性区域A-B(其余部分不包括B)。分别解决A-B和B区域,并通过迭代计算实现区域之间边界上的平衡。最近,通过将固有应变的概念引入ISM方案中,提出了i-ISM(基于固有应变的ISM)。可以通过固定一个时间间隔的边界来求解覆盖热源周围足够大的区域的区域C,然后将其释放以求解全局模型。该方法基于以下事实:C区域以外的其余部分的应变不会发生明显变化。为了验证两种方案ISM和i-ISM,对角焊缝模型进行了实验,并测量了焊接后的三个变形分量,即纵向收缩率,横向收缩率和角变形。然后在同一模型上进行了常规有限元分析和ISM分析。此外,通过ISM和i-ISM模拟了具有近两百万个自由度的大型模型。最后,已经证实了所提方法的准确性和效率。

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