首页> 外文会议>International Conference on Geometric Modeling and Processing(GMP 2006); 20060726-28; Pittsburgh,PA(US) >Inverse Adaptation of Hex-dominant Mesh for Large Deformation Finite Element Analysis
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Inverse Adaptation of Hex-dominant Mesh for Large Deformation Finite Element Analysis

机译:大变形有限元分析的十六进制网格的逆自适应

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摘要

In the finite element analysis of metal forming processes, many mesh elements are usually deformed severely in the later stage of the analysis because of the large deformation of the geometry. Such highly distorted elements are undesirable in finite element analysis because they introduce error into the analysis results and, in the worst case, inverted elements can cause the analysis to terminate prematurely. This paper proposes an inverse adaptation method that reduces or eliminates the number of inverted mesh elements created in the later stage of finite element analysis, thereby lessening the chance of early termination and improving the accuracy of the analysis results. By this method, a simple uniform mesh is created initially, and a pre-analysis is run in order to observe the deformation behavior of the elements. Next, an input hex-dominant mesh is generated in which each element is "inversely adapted," or pre-deformed in such a way that it has approximately the opposite shape of the final shape that normal analysis would deform it into. Thus, when finite element analysis is performed, the analysis starts with an input mesh of inversely adapted elements whose shapes are not ideal. As the analysis continues, the element shape quality improves to almost ideal and then, toward the final stage of analysis, degrades again, but much less than would be the case without inverse adaptation. This method permits analysis to run to the end, or to a further stage, with few or no inverted elements. Besides pre-skewing the element shape, the proposed method is also capable of controlling the element size according to the equivalent plastic strain information collected from the pre-analysis. The method can be repeated iteratively until reaching the final stage of deformation.
机译:在金属成形过程的有限元分析中,由于几何形状的大变形,许多网格元素通常在分析的后期严重变形。在有限元分析中,这种高度变形的元素是不希望的,因为它们会在分析结果中引入误差,在最坏的情况下,倒置的元素会导致分析过早终止。本文提出了一种逆自适应方法,该方法减少或消除了在有限元分析后期创建的倒置网格元素的数量,从而减少了提前终止的机会,并提高了分析结果的准确性。通过这种方法,最初会创建一个简单的均匀网格,并进行预分析以观察单元的变形行为。接下来,生成一个输入的十六进制网格,其中每个元素都被“逆向适配”或预变形,以使其具有近似于最终形状的相反形状,以至于法线分析会将其变形为最终形状。因此,当执行有限元分析时,分析将从形状不理想的逆匹配元素的输入网格开始。随着分析的继续,元素形状质量将提高到几乎理想的水平,然后在分析的最后阶段再次降低,但比没有逆适应的情况要少得多。这种方法可以使分析进行到最后或进行到更进一步的阶段,而很少或没有倒置元素。除了预先使单元形状倾斜之外,所提出的方法还能够根据从预分析中收集的等效塑性应变信息来控制单元尺寸。该方法可以迭代重复,直到达到变形的最后阶段。

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