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Efficient tetrahedral remeshing of feature models for finite element analysis

机译:特征模型的高效四面体网格化用于有限元分析

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Finite element analysis is nowadays widely used for product testing. At various moments during the design phase, aspects of the physical behaviour of the product are simulated by performing an analysis of the model. For each analysis, a mesh needs to be created that represents the geometry of the model at that point. In particular during the later stages of the development cycle, often only minor modifications are made to a model between design iterations. In that case it can be beneficial to reuse part of the previous mesh, especially if it was costly to construct. A new method is presented that efficiently constructs a tetrahedral mesh based on a tetrahedral mesh of a feature model at an earlier point of the design cycle. This is done by analysing the difference of the two feature models from the point of view of the individual features. By this means we can find a natural correspondence between the geometries of the feature models, and relate this to the mesh of the earlier model. We discuss the algorithm, gained improvements, quality of the results, and conditions for this method to be effective.
机译:如今,有限元分析已广泛用于产品测试。在设计阶段的各个时刻,通过执行模型分析来模拟产品物理行为的各个方面。对于每个分析,都需要创建一个网格来表示该点模型的几何形状。特别是在开发周期的后期,通常在设计迭代之间仅对模型进行较小的修改。在那种情况下,重用以前的网格的一部分可能是有益的,尤其是在构建成本很高的情况下。提出了一种新方法,该方法可以在设计周期的早期根据特征模型的四面体网格有效地构建四面体网格。这是通过从各个要素的角度分析两个要素模型的差异来完成的。通过这种方式,我们可以找到要素模型的几何形状之间的自然对应关系,并将其与早期模型的网格相关联。我们讨论了该算法,获得的改进,结果的质量以及使该方法有效的条件。

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