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固体氧化物燃料电池阳极的三维重建

Three-dimensional reconstruction of a solid-oxide fuel-cell anode.

作者信息

Wilson James R, Kobsiriphat Worawarit, Mendoza Roberto, Chen Hsun-Yi, Hiller Jon M, Miller Dean J, Thornton Katsuyo, Voorhees Peter W, Adler Stuart B, Barnett Scott A

机构信息

Department of Materials Science and Engineering, Northwestern University, Evanston, Illinois 60208, USA.

出版信息

Nat Mater. 2006 Jul;5(7):541-4. doi: 10.1038/nmat1668. Epub 2006 Jun 11.

Abstract

The drive towards increased energy efficiency and reduced air pollution has led to accelerated worldwide development of fuel cells. As the performance and cost of fuel cells have improved, the materials comprising them have become increasingly sophisticated, both in composition and microstructure. In particular, state-of-the-art fuel-cell electrodes typically have a complex micro/nano-structure involving interconnected electronically and ionically conducting phases, gas-phase porosity, and catalytically active surfaces. Determining this microstructure is a critical, yet usually missing, link between materials properties/processing and electrode performance. Current methods of microstructural analysis, such as scanning electron microscopy, only provide two-dimensional anecdotes of the microstructure, and thus limited information about how regions are interconnected in three-dimensional space. Here we demonstrate the use of dual-beam focused ion beam-scanning electron microscopy to make a complete three-dimensional reconstruction of a solid-oxide fuel-cell electrode. We use this data to calculate critical microstructural features such as volume fractions and surface areas of specific phases, three-phase boundary length, and the connectivity and tortuosity of specific subphases.

摘要

提高能源效率和减少空气污染的需求推动了全球范围内燃料电池的加速发展。随着燃料电池性能的提升和成本的降低,构成燃料电池的材料在成分和微观结构上都变得越来越复杂。特别是,先进的燃料电池电极通常具有复杂的微/纳米结构,包括相互连接的电子传导相和离子传导相、气相孔隙率以及催化活性表面。确定这种微观结构是材料特性/加工与电极性能之间的关键环节,但通常却被忽视。目前的微观结构分析方法,如扫描电子显微镜,只能提供微观结构的二维信息,因此对于区域在三维空间中的相互连接方式提供的信息有限。在此,我们展示了使用双束聚焦离子束扫描电子显微镜对固体氧化物燃料电池电极进行完整的三维重建。我们利用这些数据来计算关键的微观结构特征,如特定相的体积分数和表面积、三相边界长度以及特定子相的连通性和曲折度。

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