二维方腔内HITEC熔盐熔化非稳态传热数值模拟
Unsteady Heat Transfer of HITEC Molten Salt in Two-Dimensional Square Cavity
DOI: 10.12677/SE.2017.76011, PDF,    国家科技经费支持
作者: 吴 波, 苑中显, 刘忠秋:北京工业大学环境与能源工程学院,北京;孙天宝:中国计量科学研究院,北京
关键词: 熔盐自然对流相变传热数值模拟Molten Salt Natural Convection Phase Change Heat Transfer Numerical Simulation
摘要: 本文以混合熔盐HITEC为研究对象,在内置圆形加热棒的封闭方腔内,考虑液相自然对流的情况下,建立熔盐熔化传热的数学模型。FLUENT软件被用来模拟传热过程。考虑不同功率、不同加热棒尺寸对熔盐进行加热,分别获得不同情况下熔盐熔化需要的时间。并分析在某一加热功率下,方腔内温度分布。数值模拟结果表明,自然对流不能忽视,它促进方腔上部的传热,缩短了熔盐熔化需要的时间。随着液相区不断扩大,涡流的影响范围也不断扩大。熔盐熔化过程经过三个阶段:纯导热阶段,相变阶段,自然对流主导阶段,不同阶段方腔内的温度分布差别明显。另一方面,随着加热功率增大,或者增大加热棒尺寸,液相比愈来愈呈现随时间非线性变化的规律。
Abstract: A numerical study has been conducted on the heat transfer of the molten HITEC salt, in which the natural convection heat transfer of the liquid salt was considered in the closed square cavity equipped with a heating bar. The two-dimensional heat transfer model of the molten salt was es-tablished and the problem was numerically solved with the FLUENT software. The dynamic change of the molten region as well as the melting fraction in the cavity was addressed in the condition of different heating power. The numerical result has revealed that it is considered mainly caused by the buoyancy-driven fluid flow of the molten salt and the vortex would enlarge with the molten range increasing. As the result of the coupled heat transfer of the natural convection and the conduction, the process of the salt melting can be divided into three stages, i.e. the heat conduction dominated stage at the beginning, the phase changing stage in the middle period, and the convection dominated stage in the last. The temperature distribution in the square cavity is obviously different in different stage. Either increasing the heating power or enlarge the heating bar size are all helpful to the salt melting process. Nevertheless, changing the heating bar size seems to be more effective for the melting dynamics in comparison.
文章引用:吴波, 苑中显, 孙天宝, 刘忠秋. 二维方腔内HITEC熔盐熔化非稳态传热数值模拟[J]. 可持续能源, 2017, 7(6): 97-107. https://doi.org/10.12677/SE.2017.76011

参考文献

[1] International Energy Agency (2016) International Energy Agency (IEA)’s World Energy Outlook.
[2] Agyenim, F., Hewitt, N., Eames, P., et al. (2010) A Review of Materials, Heat Transfer and Phase Change Problem Formulation for Latent Heat Thermal Energy Storage Systems (LHTESS). Renewable and Sustainable Energy Reviews, 14, 615-628.
[3] 夏红德, 张华良, 徐玉杰, 等. 我国工业节能潜力与对策分析[J]. 工程热物理学报, 2011, 32(12): 1992-1996.
[4] Xu, B., Li, P. and Chan, C. (2015) Application of Phase Change Materials for Thermal Energy Storage in Concentrated Solar Thermal Power Plants: A Review to Recent Developments. Applied Energy, 160, 286-307.
[5] Vyshak, N.R. and Jilani, G. (2007) Numerical Analysis of Latent Thermal Energy Storage System. Energy Conversion and Management, 48, 2161-2168.
[6] 菅鲁京, 张加迅, 李劲东. 自然对流对相变材料熔化过程的影响分析[J]. 中国空间科学技术, 2009(2): 59-64.
[7] Hussain, S.H. and Hussein, A.K. (2010) Numerical Investigation of Natural Convection Phenomena in a Uniformly Heated Circular Cylinder Immersed in Square Enclosure Filled with Air at Different Vertical Locations. International Communications in Heat and Mass Transfer, 37, 1115-1126.
[8] Sheremet, M.A., Pop, I. and Rahman, M.M. (2015) Three-Dimensional Natural Convection in a Porous Enclosure Filled with a Nano-Fluid Using Buongiorno’s Mathematical Model. International Journal of Heat and Mass Transfer, 82, 396-405.
[9] Casella, E. and Giangi, M. (2001) An Analytical and Numerical Study of the Stefan Problem with Convection by Means of an Enthalpy Method. Mathematical Methods in the Applied Sciences, 24, 623-639.
[10] 杨卫卫, 何雅玲, 徐超, 等. 二维方腔非稳态自然对流数值模拟研究[J]. 工程热物理学报, 2004, 25(2): 281-283.
[11] Dong, S.F. and Li, Y.T. (2004) Conjugate of Natural Convection and Conduction in a Complicated Enclosure. International Journal of Heat and Mass Transfer, 47, 2233-2239.
[12] 张敏, 晏刚, 陶锴. 内置发热体的封闭方腔自然对流换热数值模拟[J]. 化工学报, 2010, 61(6): 1373-1378.
[13] 李世武, 熊莉芳. 封闭方腔自然对流换热研究[J]. 工业加热, 2007, 36(3): 10-13.
[14] Crank, J. (1984) Free and Moving Boundary Problems. Clarendon Press, Oxford.
[15] Voller, V.R. and Prakash, C. (1987) A Fixed-Grid Numerical Modeling Methodology for Convection-Diffusion Mushy Region Phase Change Problems. International Journal Heat and Mass Transfer, 30, 1709-1719. [Google Scholar] [CrossRef
[16] Voller, V.R. and Swaminathan, C.R. (1991) Generalized Source-Based Method for Solidification Phase Change. Numerical Heat Transfer Part B, 19, 175-189. [Google Scholar] [CrossRef
[17] Chen, X., Wang, C., Wu, Y.T., et al. (2016) Numerical Simulation of Mixed Convection Heat Transfer of Molten Salt in Horizontal Square Tube with Single Surface Heating. Applied Thermal Engineering, 104, 282-293.