本文用具有QUICK方案的有限差分法对底部加热的低Prandtl数水平流体层自然对流换热进行了数值计算,研究了这种问题中存在的振荡和分歧问题。结果显示,在Ra的一定取值区间,有4涡型流场和5涡型流场两个解的分支。但在这个区间以外,最终的结果没有出现分歧。在所发现的两个解的分支中,问题由稳态转变为非稳态的临界Racr是不同的。
Bifurcation and oscillation were studied for the natural convection in a horizontal layer of low Prandtl number fluid using SIMPLE algorithm with a kind of QUICD scheme. It can be found that the numerical results are related to the initial conditions adopted for the calculation and the flow fields have the same flow patterns as the initial when Rad
参考文献
[1] | Krishnamurti R .Some Further Studies on the Transition to Turbulent Convection[J].Journal of Fluid Mechanics,1973(60):285-303. |
[2] | Clever R M;Busse F H .Low-Prandtl-Number Convection in a Layer Heated from Below[J].Journal of Fluid Mechanics,1981,102:61-74. |
[3] | Ozoe H;Ukeba H .Numerical Analysis of Natural Convection of Low Prandtl Number Fluids Heated from Below[J].Numerical Heat Transfer,1994(26):363-374. |
[4] | Ozoe H.;Hara T. .NUMERICAL ANALYSIS FOR OSCILLATORY NATURAL CONVECTION OF LOW PRANDTL NUMBER FLUID HEATED FROM BELOW[J].Numerical Heat Transfer, Part A. Application: An International Journal of Computation and Methodology,1995(3):307-317. |
[5] | PATANKAR S V.Numerical heat transfer and fluid flow[M].Hemispher,New York,1980 |
[6] | Yang M;Tao W Q;Ozoe H .Computation and Comparison for Heat and Fluid Flow Using QUICK and Other Difference Schemes[R].The Report of Institute of Advanced Material Study, Kyushu University,1998. |
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