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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >Nano scale lattice Boltzmann method to simulate the mixed convection heat transfer of air in a lid-driven cavity with an endothermic obstacle inside
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Nano scale lattice Boltzmann method to simulate the mixed convection heat transfer of air in a lid-driven cavity with an endothermic obstacle inside

机译:纳米秤晶格Boltzmann方法在盖子驱动腔内模拟空气混合对流传热,内部吸热障碍物

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Mix convection resulting from simultaneous natural and forced heat transfer in the air inside an inclined square lid-driven cavity containing an endothermic obstacle was investigated and numerically simulated. In this method, macroscopic parameters such as velocity and temperature are calculated by averaging microscopic parameters. Moreover, the impact of inclination on parameters such as velocity, temperature, Nusselt number and heat transfer were addressed in this study. The simulations were carried out using lattice Boltzmann method by assuming five different Richardson numbers and three different cavity inclination angles. Overall, the flow and heat transfer characteristics were analyzed in certain Richardson number and Grashof number ranges. It was concluded that for horizontal cavity, Nu(m) was maximized at Ri = 50 compared to other Richardson numbers at the same angle. Therefore, it is safe to say that forced convection leads to maximum heat transfer rate from the cavity at various inclinations while increasing gamma promotes free convection to the point where at gamma = 30 free convection becomes the dominant heat transfer mechanism and the maximum Num is obtained at Ri = 50 and gamma = 60. The Simulation approach of endothermic obstacle inside the cavity by applying nano scale method of lattice Boltzmann is presented at this work. (C) 2018 Elsevier B.V. All rights reserved.
机译:研究了由倾斜的方形盖驱动腔内的空气中同时自然和强制传热产生的混合对流,并在数值上模拟。在该方法中,通过平均微观参数来计算诸如速度和温度的宏观参数。此外,在本研究中解决了倾斜度对速度,温度,露珠数和热传递等参数的影响。通过假设五种不同的理查森数和三个不同的腔倾斜角度,使用格子Boltzmann方法进行模拟。总的来说,在某些Richardson号和Grashof数范围内分析了流动和传热特性。结论是,对于水平腔,与其他角度的其他理查森数相比,Nu(m)最大化为Ri = 50。因此,可以安全地说,强制对流导致来自各种倾斜度的腔的最大传热速率,同时增加γ促使自由对流促使在γ= 30个自由对流的点成为主导传热机制并且获得最大数量在Ri = 50和伽马= 60.通过应用Lattice Boltzmann的纳米比例方法,通过应用Lattice Boltzmann的纳米测量方法在腔内的吸热障碍物的模拟方法。 (c)2018年elestvier b.v.保留所有权利。

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