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Heatline visualization of natural convection flows within trapezoidal enclosures

机译:在梯形外壳内的自然对流流动的热线可视化

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Numerical visualization of heat transport for convective heat transfer were studied by two-dimensional heat function formulation within a trapezoidal cavity, differentially heated in the vertical direction, is presented. Penalty finite element method is used to obtain the isotherm lines, streamlines and heatlines to perceive the understanding of heat and fluid flow. Numerical results are presented for Rayleigh numbers, Ra = 10~3, 10~6 and Prandtl numbers, Pr = 0.7 and 10. For low Rayleigh number Ra = 10~3 it is observed from the heatlines that the heat is transported from the hot wall to the cold wall uniformly. For Ra = 10~6 the heat transfer is more intense at the lower-left and upper-right walls of the cavity. Flow characteristics depends strongly on the Rayleigh number and Prandtl number for various side wall inclination angles Φ = 45°, 30° and 0°. Maximum value of heatline provides directly the value of the average Nusselt number. The secondary circulations were observed for Ra = 10~6. Heat-lines were observed to predict the energy transfer better than isothermal lines.
机译:通过在梯形腔内的二维热函数配方中研究了对流传热的数值可视化,呈现在垂直方向上的梯形腔内。罚款有限元方法用于获得等温线,流线和热线,以感知对热和流体流动的理解。为瑞利数呈现数值结果,Ra = 10〜3,10〜6和Prandtl号,Pr = 0.7和10.对于低瑞利次数Ra = 10〜3,从热量从热量运输时,观察到热量的热量围墙到冷墙均匀。对于RA = 10〜6,传热在腔的左下壁和右壁上更强烈。流动特性在瑞利数和普朗特最多依赖于各种侧壁倾斜角φ= 45°,30°和0°的瑞利数和普朗特数。热线的最大值直接提供平均营养数的值。为RA = 10〜6观察二次循环。观察到热线以预测能量转移比等温线更好。

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