Jan Hinrichsen, Lea Feiler, Nina Reiter, Lars Bräuer, M. Schicht, Friedrich Paulsen, S. Budday
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引用次数: 0
摘要
人类脑组织的机械特性远未被完全了解。最近越来越受关注的一个方面是它们的区域依赖性,因为大脑的微观结构在不同区域之间存在显著差异。了解组织成分与力学行为之间的相关性是更好地理解人类脑组织特性在空间和时间上如何变化的重要一步,也是为大规模脑模拟开发高空间分辨率构成模型的重要一步。在这里,我们分析了通过酶联免疫吸附试验(ELISA)量化的人脑组织成分与通过基于超弹性奥格登模型的反参数识别方案获得的材料参数之间的相关性,以及大脑八个区域的多模态力学测试数据。我们使用神经网络作为元模型,以节省计算成本。神经网络根据有限元模拟输出进行训练,能够在初始优化步骤中取代模拟输出。我们发现机械性能与小胶质细胞相关的 Iba1、胶原蛋白 VI、星形胶质细胞相关的 GFAP 和胶原蛋白 IV 之间存在很强的依赖关系。这些结果加深了我们对人类脑组织微观结构-力学关系的理解,并将有助于开发高度空间分辨的微观结构信息构成模型。
Identifying composition-mechanics relations in human brain tissue based on neural-network-enhanced inverse parameter identification
The mechanical properties of human brain tissue remain far from being fully understood. One aspect that has gained more attention recently is their regional dependency, as the brain’s microstructure varies significantly from one region to another. Understanding the correlation between tissue components and the mechanical behavior is an important step toward better understanding how human brain tissue properties change in space and time and to develop highly spatially resolved constitutive models for large-scale brain simulations. Here, we analyze the correlation between human brain tissue components quantified through enzyme-linked immunosorbent assays (ELISA) and material parameters obtained through an inverse parameter identification scheme based on a hyperelastic Ogden model and multimodal mechanical testing data for eight regions of the brain. We use neural networks as a metamodel to save computational costs. The networks are trained on finite element simulation outputs and are able to replace the simulations in the initial optimization step. We identified strong dependencies between mechanical properties and Iba1 associated with microglia cells, collagen VI, GFAP associated with astrocytes, and collagen IV. These results advance our understanding of microstructure-mechanics relations in human brain tissue and will contribute to the development of highly spatially resolved microstructure-informed constitutive models.
期刊介绍:
Mathematics and Mechanics of Solids is an international peer-reviewed journal that publishes the highest quality original innovative research in solid mechanics and materials science.
The central aim of MMS is to publish original, well-written and self-contained research that elucidates the mechanical behaviour of solids with particular emphasis on mathematical principles. This journal is a member of the Committee on Publication Ethics (COPE).