张量棘——一种适用于不定对称二阶张量的超流线变体

Vanessa Kretzschmar, Fabian Günther, M. Stommel, G. Scheuermann
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引用次数: 5

摘要

现代工程使用优化来设计寿命长且坚固的部件。该过程的一部分是在给定的几何约束和载荷条件下找到最优的应力感知设计。张量可视化提供了显示和评估基于有限元方法模拟的应力分布的技术。其中一种技术是超流线。它们允许我们沿着一条线沿着一个主应力方向探索应力,同时显示其他主应力方向及其值。在本文中,我们从工程师的角度展示了这种方法的缺点,并提出了一种称为张量棘的变体。它提供了一个改进的感知主应力之间的关系,帮助工程师进一步优化他们的设计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Tensor Spines - A Hyperstreamlines Variant Suitable for Indefinite Symmetric Second-Order Tensors
Modern engineering uses optimization to design long-living and robust components. One part of this process is to find the optimal stress-aware design under given geometric constraints and loading conditions. Tensor visualization provides techniques to show and evaluate the stress distribution based on finite element method simulations. One such technique are hyperstreamlines. They allow us to explore the stress along a line following one principal stress direction while showing the other principal stress directions and their values. In this paper, we show shortcomings of this approach from an engineer’s point of view and propose a variant called tensor spines. It provides an improved perception of the relation between the principal stresses helping engineers to optimize their designs further.
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