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Flow distribution and mass transport analysis in cell geometries for redox flow batteries through computational fluid dynamics

机译:通过计算流体动力学进行氧化还原电池细胞几何形状的流量分布和质量运输分析

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In recent years, the development of new electrochemical cells for redox flow batteries (RFBs) has been of great interest. This paper presents the design and hydrodynamic evaluation of differing RFBs geometries, via computational tools, considering that experimental optimization is expensive and highly time consuming. A new geometry, similar to an electrochemical reactor that has a net-like spacer, is proposed as an alternative to conventional design. We applied a theoretical framework provided by the fluid dynamics equations of Navier-Stokes and Brinkman, considering a porous electrode in typical and modified cell geometries. The mass transport was evaluated via tracer molecule distribution at different time points after the tracer injection. The proposed geometry exhibited a more homogeneous flow distribution featuring an increased mean electrolyte velocity inside the electrode (sixtimes higher than in a typical geometry featuring an interdigitated flow field). The increased velocity resulted in shorter retention times. Based on these results, the proposed geometry featuring a net-like spacer is a promising configuration for RFB applications. This work also provides a new approach for developing and characterizing RFBs.
机译:近年来,开发用于氧化还原电池(RFBS)的新型电化学电池(RFB)具有很大的兴趣。本文介绍了通过计算工具的不同RFBS几何形状的设计和流体动力学评估,考虑到实验优化是昂贵的且耗时的耗材。一种新的几何形状,类似于具有网状间隔物的电化学反应器,作为传统设计的替代方案。我们应用了Navier-Stokes和Brinkman的流体动力学方程提供的理论框架,考虑到典型和修饰的细胞几何形状中的多孔电极。在示踪剂注入后通过不同时间点的示踪分子分布评估质量传递。所提出的几何形状表现出更均匀的流量分布,其具有电极内的增加的平均电解质速度(比典型的几何形状高,六级以具有间隙流场的典型几何)。增加的速度导致较短的保留时间。基于这些结果,具有网状间隔的所提出的几何图形是RFB应用的有希望的配置。这项工作还提供了一种开发和表征RFB的新方法。

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