平面固体氧化物燃料电池阳极多孔电极热应力分布和弯曲效率的数值研究新方法

I. Fahs, M. Ghasemi
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引用次数: 0

摘要

燃料电池是一种能够将化学能转化为电能的电化学工具。固体氧化物燃料电池工作温度高,在700℃~ 1000℃之间,会产生热应力。热应力导致气体逸出、结构变异性和SOFC在其使用寿命之前停止运行。本文的目的是提出一种预测平面SOFC多孔阳极各向异性热应力分布的方法。对耦合控制非线性微分方程、传热、流体流动、传质、质量连续性和动量进行了数值求解。基于计算流体力学(CFD)、计算结构力学(computational structural mechanics)和有限元法(finite element method)开发并应用了一个程序。该代码使用多孔阳极内部生成的数据,以便使用达西定律和纳维-斯托克斯方程检测温度和应力分布。用于控制高应力值区域的数值结果高于材料的屈服强度。结果表明,在阳极的下角处热应力最大。集中温度发生在电解阳极的中间,而最大压力发生在阳极的上下部分的中间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Numerical Study Method of Thermal Stress Distribution and Tortuosity Effectiveness in an Anode Porous Electrode for a Planar Solid Oxide Fuel Cell
A fuel cell is an electro-chemical tool capable of converting chemical energy into electricity. High operating temperature of solid oxide fuel cell, between 700oC to 1000oC, causes thermal stress. Thermal stress causes gas escape, structure variability and cease operation of the SOFC before its lifetime.The purpose of the current paper is to present a method that predicts the thermal stress distribution in an anisotropic porous anode of planar SOFC. The coupled governing non-linear differential equations, heat transfer, fluid flow, mass transfer, mass continuity, and momentum are solved numerically. A code based on computational fluid dynamics (CFD), computational structural mechanics and finite element method (FEM) is developed and utilized. The code uses the generated data inside the porous anode in order to detect the temperature and the stress distribution using the Darcy’s law and the Navier-Stokes equations. The numerical results used to govern the areas of high values of stresses were higher than the yield strength of materials. The results show that a highest thermal stress occurs at lower corners of the anode. The concentrated temperature occurs at the middle of the electrolyte-anode whereas the maximum pressure occurs at the middle of the upper and lower section of the anode.
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