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Transient air natural convection in asymmetrically heated vertical channels

机译:在不对称的垂直通道中的瞬态空气自然对流

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A numerical analysis of natural convection in air in a vertical channel asymmetrically heated at uniform heat flux is carried out in this work. One channel wall is heated whereas the other one is adiabatic, and the problem is transient, two-dimensional and laminar. Constant and variable property models are considered. For both models, numerical solution is obtained by means the commercial CFD code Fluent. An extended computational domain is considered in order to simulate the far field conditions and it consists of the channel geometry with an upstream reservoir and a downstream reservoir. Simulations are achieved for Rayleigh number, Ra, values in the range 10~2-10~6 and results are showed as temperature profiles along the heated wall as a function of time, stream function and temperature fields. The present analysis allows to improve the knowledge of the effects related to the variable properties on the inlet and outlet zone and consequently inside the channel by numerical investigation during the development of fluid dynamic and thermal fields which are strongly linked. The results give quantitative information on the errors due to the use of constant properties model with respect to the variable properties model in natural convection in asymmetrical heated vertical channels.
机译:在这项工作中,在均匀热通量下不对称地加热的垂直通道中的空气中自然对流的数值分析。一个沟道壁被加热,而另一个沟道壁是绝热的,问题是瞬态,二维和层。考虑恒定和可变的属性模型。对于两种型号,通过流畅的商业CFD代码获得数值解决方案。考虑扩展的计算域以模拟远场条件,并且它由具有上游储存器和下游储存器的沟道几何形状组成。为瑞利数进行仿真,RA,值为10〜2-10〜6的值,结果显示为沿着加热壁的温度曲线,作为时间,流功能和温度场的函数。本分析允许改善与入口和出口区的可变性质有关的效果的知识,从而通过在强烈连接的流体动态和热场的开发期间通过数值研究来通过数值研究。结果为不对称加热垂直通道中的自然对流中的可变性质模型使用恒定特性模型而导致的误差的定量信息。

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