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Novel online simulation-ready models of conjugate heat transfer in combustion chamber waterwall tubes of supercritical power boilers

机译:超临界电力锅炉燃烧室水冷壁管内共轭传热的新型在线仿真模型

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This paper presents two models of fluid heating in waterwall tubes of supercritical steam boilers. The models are named 1D/2D and 1D/3D. The models are formulated and discussed in detail with an industrial application example. For the 1D/2D model, a two-dimensional (2D) transient heat conduction equation is solved for the tube wall with the fin domain, while one-dimensional (1D) mass, momentum, and energy equations are solved for the fluid domain. The 1D/3D model considers a three-dimensional tube wall domain (3D) and one-dimensional fluid domain. At the fluid-solid interface, a conjugate heat transfer model is applied. The model is based on convective flux between the fluid and solid domains. Nonlinear governing balance equations of mass, momentum, and energy for fluid are solved using the forward time backward space (FTBS) scheme. The proposed models allow incorporation of the effect of heat flux nonuniformities along the waterwall tube and on its outer circumference. Transient simulations are carried out to determine the temperature histories for both the fluid and the tube wall in the selected cross sections. The computations are performed using the finite volume method formulation. The results obtained from the 1D/2D model are nearly the same as those from the 1D/3D model; however, the computation time is more than five times shorter. Therefore, an efficient 1D/2D model can be used in power unit simulators. (C) 2018 Elsevier Ltd. All rights reserved.
机译:本文介绍了超临界蒸汽锅炉水冷壁管中流体加热的两种模型。这些模型分别命名为1D / 2D和1D / 3D。制定模型并通过工业应用示例进行详细讨论。对于1D / 2D模型,求解具有翅片域的管壁的二维(2D)瞬态热传导方程,而为流体域求解一维(1D)的质量,动量和能量方程。 1D / 3D模型考虑了三维管壁域(3D)和一维流体域。在流固界面上,应用了共轭传热模型。该模型基于流体域和固体域之间的对流通量。使用前进时间后退空间(FTBS)方案求解流体的质量,动量和能量的非线性控制平衡方程。所提出的模型允许合并沿水冷壁管及其外圆周的热通量不均匀性的影响。进行瞬态仿真以确定选定横截面中流体和管壁的温度历史记录。使用有限体积方法公式进行计算。从1D / 2D模型获得的结果与从1D / 3D模型获得的结果几乎相同;但是,计算时间要短五倍以上。因此,可以在动力单元模拟器中使用有效的1D / 2D模型。 (C)2018 Elsevier Ltd.保留所有权利。

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  • 来源
    《Energy》 |2018年第1期|809-823|共15页
  • 作者单位

    Cracow Univ Technol, Inst Thermal Power Engn, Al Jana Pawla II 37, PL-31864 Krakow, Poland;

    Cracow Univ Technol, Inst Thermal Power Engn, Al Jana Pawla II 37, PL-31864 Krakow, Poland;

    Cracow Univ Technol, Inst Thermal Power Engn, Al Jana Pawla II 37, PL-31864 Krakow, Poland;

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