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垂直矩形封闭空腔内自然对流传热的数值计算
引用本文:夏清,李淞平.垂直矩形封闭空腔内自然对流传热的数值计算[J].大连理工大学学报,1991,31(2):143-150.
作者姓名:夏清  李淞平
作者单位:大连理工大学化学工程研究所 (夏清),大连理工大学化学工程研究所(李淞平)
摘    要:对由两个不同温度的垂直等温壁和两个绝热或导热的水平壁所组成的二维封闭空腔内的自然对流传热进行了数值模拟;分析了瑞利数(Ra)及A值(高宽比)对腔内温度分布和空腔传热性能的影响,并提出了传热系数关联式.此外对高Ra下在空腔中心出现的“逆向温差”现象也作了合理的解释,并校核了由E.R.G.Eckert和S.H.Yin 提出的传热状态分区图.

关 键 词:封闭空腔  自然对流  传热  数值模拟

Natural convection heat transfer in rectangular enclosure researched by numerical simulation
Xia Qing,Li Songping.Natural convection heat transfer in rectangular enclosure researched by numerical simulation[J].Journal of Dalian University of Technology,1991,31(2):143-150.
Authors:Xia Qing  Li Songping
Abstract:The natural convection heat transfer in a two-dimension enclosure constructed by two different temperature vertical isothermal walls and two adiabatic or conductive horizontal walls has been studied with the method of numerical simulation. The effect of Rayleigh number and value A(height to thickness ratio) on the temperature field and the performence of heat transfer are analysed and the correlation of the heat transfer coefficient are presented. As a result this paper also gives a resonable explanation for the phenomena of inverse temperature difference which arise in the core of enclosure at high Rayleigh number and modifies the extent of various heat transfer regimes suggested by E. R. G. Eckert and S. H. Yin.
Keywords:heat transfer  natural (or free) convection  numerical simulation/enclosure  
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