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Lattice BGK simulation of hydromagnetic double-diffusive convection in a rectangular enclosure with linearly variable temperature and concentration gradients

机译:矩形BGK模拟矩形外壳中的水磁双漫射对流,线性可变温度和浓度梯度

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Hydromagnetic double-diffusive convection of a binary gas mixture is simulated by a temperature-concentration latitce Bhatnagar-Gross-Krook (TCLBGK) model in a rectangular enclosure with the top and bottom walls being insulated,while linearly variable temperature or concentration gradient or both are imposed along the left and right walls from the bottom to the top and a uniform magnetic field is applied in x-direction.we take the Prandtl number Pr =1,the Lewis Le=2,the thermal Raleigh number RaT =105,the Hartmann number Ha =0,25,50,the dimensionless heat generation or absorption Φ =0,the aspect ration A =2 for the enclosure and the ratio of buoyancy forces N =0.8,1.3.Numerical results are discussed in detail.It is founded that linearly variable temperature and concentration gradients have significant influence on the stratification and direction of streamlines and convection.
机译:二元气体混合物的含水磁性双扩散对流通过在矩形外壳中的温度浓度Latitce Bhatnagar-gross-gros-gross-gros-gross-gros-krook(tclbgk)模型,顶层和底壁是绝缘的,而线性可变温度或浓度梯度或两者都是沿着左下壁施加从底部到顶部,均匀磁场施加在x方向上。我们采用普兰特数Pr = 1,Lewis Le = 2,热罗利数RAT = 105,Hartmann数HA = 0.25,50,无量纲发热或吸收φ= 0,对于外壳的宽高竞争A = 2,浮力力的比率n = 0.8,1.3.7。详细讨论了。它是创立的线性可变温度和浓度梯度对流线和对流的分层和方向具有显着影响。

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