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arXiv 2301.09313cond-mat.mtrl-sci
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真实微观结构的两阶段二维到三维重建:实现及通过有效性能的数值验证

Two-stage 2D-to-3D reconstruction of realistic microstructures: Implementation and numerical validation by effective properties

TU Dresden(德累斯顿工业大学);German Aerospace Center (DLR)(德国航空航天中心);KU Leuven(荷语鲁汶大学);Dresden Center for Computational Materials Science(德累斯顿计算材料科学中心)

Paul Seibert, Alexander Raßloff, Karl Kalina, Joachim Gussone, Katrin Bugelnig, Martin Diehl, Markus Kästner

AI总结:

本研究提出基于DMCR的两阶段二维到三维重建算法,利用统计描述符优化重建,并通过CT扫描和有效性能验证,展示了在计算材料工程中的潜力。

摘要:

真实的微尺度域是使现代多尺度模拟更适用于计算材料工程的关键步骤。为此,三维计算机断层扫描对于某些材料可能非常昂贵或在技术上不可行,而二维信息更容易获得。基于单个或三个正交的二维切片,最近提出的可微微观结构表征与重建(DMCR)算法能够基于统计描述符重建多个合理的微观结构三维实现,而无需训练数据集。在DMCR的基础上,本工作引入了一种高精度的两阶段重建算法,在考虑微观结构描述符的情况下优化DMCR结果。此外,二维到三维重建使用最近开发的β-Ti/TiFe合金的真实计算机断层扫描(CT)扫描以及各向异性的“骨状”旋节线结构进行验证。在详细讨论描述符空间中的系统误差后,将重建的微观结构与参考在数值获得的等效弹性和塑性性能方面进行比较。结合所提出的算法在MCRpy中的免费可访问性,本研究的优异结果激励了在计算材料工程中应用数值多尺度模拟的跨学科合作。

英文摘要:

Realistic microscale domains are an essential step towards making modern multiscale simulations more applicable to computational materials engineering. For this purpose, 3D computed tomography scans can be very expensive or technically impossible for certain materials, whereas 2D information can be easier obtained. Based on a single or three orthogonal 2D slices, the recently proposed differentiable microstructure characterization and reconstruction (DMCR) algorithm is able to reconstruct multiple plausible 3D realizations of the microstructure based on statistical descriptors, i.e., without the need for a training data set. Building upon DMCR, this work introduces a highly accurate two-stage reconstruction algorithm that refines the DMCR results under consideration of microstructure descriptors. Furthermore, the 2D-to-3D reconstruction is validated using a real computed tomography (CT) scan of a recently developed beta-Ti/TiFe alloy as well as anisotropic "bone-like" spinodoid structures. After a detailed discussion of systematic errors in the descriptor space, the reconstructed microstructures are compared to the reference in terms of the numerically obtained effective elastic and plastic properties. Together with the free accessibility of the presented algorithms in MCRpy, the excellent results in this study motivate interdisciplinary cooperation in applying numerical multiscale simulations for computational materials engineering.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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