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SIMPLIFIED THERMAL ANALYSIS OF THE SOFC TRANSIENTS DURING STARTUP/ SHUTDOWN

机译:启动/关闭期间SOFC瞬态的简化热分析

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摘要

Transient thermal analysis plays the central role in the design and optimization of high temperature solid oxide fuel cells (SOFCs) during startup/shutdown, because of the potential for damaging thermal gradients to develop within the SOFC components. To this end, we consider the SOFC unit cell, which is heated by hot air supplied into the oxidizer channel at a specified, time-dependent inlet temperature. Closed-form analytical solutions are obtained for two simplified 1-D models of the SOFC unit cell: (1) purely convective heating, assuming thermally-thin cell components, and (2) convective-conductive heating, under the assumption of local thermal equilibrium in the direction normal to flow. Given thresholds of maximum allowable temperature gradients, the optimal design is one that minimizes the total time required to reach a prescribed final operating temperature. With appropriate scaling, the models we developed predict the maximum temperature gradients and heating time requirements for various operating conditions, and the results are generalized by presentation in terms of the effective cell Peclet number and inlet temperature function. Finally, these predictions are used to identify favorable trends and design rules for optimizing the transient heating process. The simplicity, computational savings, and ability to capture the essential physics of the transient process demonstrated by application of the analytical models provide compelling justification for their use over more accurate, highly detailed, numerical/CFD schemes.
机译:瞬态热分析在启动/关闭过程中在高温固体氧化物燃料电池(SOFC)的设计和优化中起着核心作用,因为它可能破坏SOFC组件内部产生的热梯度。为此,我们考虑使用SOFC单元电池,该单元电池在指定的,与时间有关的入口温度下,通过供应到氧化剂通道的热空气进行加热。对于SOFC单元电池的两个简化的1-D模型,获得了封闭形式的解析解:(1)假设为热薄型电池组件,则为纯对流加热;(2)假设局部热平衡,则为对流传导加热在正常流动方向上。给定最大允许温度梯度的阈值,最佳设计是使达到规定的最终工作温度所需的总时间最小化的设计。通过适当的缩放,我们开发的模型可以预测各种操作条件下的最大温度梯度和加热时间要求,并通过有效电池Peclet数和入口温度函数的表示来概括结果。最后,这些预测用于确定有利的趋势和设计规则,以优化瞬态加热过程。通过应用分析模型所展示的简单性,节省的计算能力以及捕获瞬态过程基本物理原理的能力,为在更精确,高度详细的数值/ CFD方案上的使用提供了令人信服的理由。

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