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Natural convection flow in a square cavity with internal heat generation and a flush mounted heater on a side wall

机译:方腔内自然对流,内部产生热量,侧壁上齐平安装加热器

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In this study natural convection flow in a square cavity with heat generating fluid and a finite size heater on the vertical wall have been investigated numerically. To change the heat transfer in the cavity, a heater is placed at different locations on the right vertical wall of the cavity, while the left wall is considered to be cold. In addition, the top and bottom horizontal walls are considered to be adiabatic and the cavity is assumed to be filled with a Bousinessq fluid having a Prandtl number of 0.72. The governing mass, momentum and energy equations along with boundary conditions are expressed in a normalized primitive variables formulation. Finite Element Method is used in solution of the normalized governing equations. The parameters leading the problem are the Rayleigh number, location of the heater, length of the heater and heat generation. To observe the effects of the mentioned parameters on natural convection in the cavity, we considered various values of heater locations, heater length and heat generation parameter for different values of Ra varying in the range 102 to 105. Results are presented in terms of streamlines, isotherms, average Nusselt number at the hot wall and average fluid temperature in the cavity for the mentioned parameters. The results showed that the flow and thermal fields through streamlines and isotherms as well as the rate of heat transfer from the heated wall in terms of Nusselt number are strongly dependent on the length and locations of the heater as well as heat generating parameter.DOI: 10.3329/jname.v7i2.3292
机译:在这项研究中,通过数值研究了垂直腔中带有生热流体和有限尺寸加热器的方腔内的自然对流。为了改变空腔中的热传递,将加热器放置在空腔的右垂直壁上的不同位置,而左壁被认为是冷的。另外,顶部和底部水平壁被认为是绝热的,并且假定空腔填充有布兰特数为0.72的Bousinessq流体。控制质量,动量和能量方程式以及边界条件以规范化的原始变量公式表示。有限元法用于归一化控制方程的求解。导致问题的参数是瑞利数,加热器的位置,加热器的长度和发热。为了观察上述参数对型腔中自然对流的影响,我们考虑了在102至105之间变化的不同Ra值的加热器位置,加热器长度和发热参数的各种值。结果以流线表示,等温线,热壁处的平均努塞尔数和上述参数下模腔中的平均流体温度。结果表明,通过流线和等温线的流场和热场以及以Nusselt数表示的从加热壁传热的速率在很大程度上取决于加热器的长度和位置以及生热参数。 10.3329 / jname.v7i2.3292

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