首页> 外文期刊>International Journal of Heat and Mass Transfer >Natural convective heat and moisture transfer in an inclined building enclosure with one slender wall of finite thickness: Analytical investigation and non-unique steady flow solutions
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Natural convective heat and moisture transfer in an inclined building enclosure with one slender wall of finite thickness: Analytical investigation and non-unique steady flow solutions

机译:具有有限厚度的细长壁的倾斜建筑围护结构中的自然对流传热和水分传递:分析研究和非唯一稳态流解

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Two component conjugate natural convection in a rectangular inclined enclosure having a partition with finite thickness and imposing heat and mass fluxes on the long end walls is studied both analytically and numerically, representative of heat and moist vapor transport across modern building enclosures. Contours of stream function, heat function and mass function are presented to clearly scrutinize the mechanism of heat and moisture transports. Present research covers the range of Ra from 10~3 to 10~7, N from -10.0 to 10.0, d from 0 to 0.2 and Φ from -90° to 90°. in most of treated situations, the analytical solution, based on the parallel flow approximation, is founded to be in good agreement with a numerical solution. For the vertical case, thermal Nusselt and species Sherwood numbers arrive at the minimum as N=-1.0, which is helpful to determine the optimized buoyancy ratio in engineering applications. The results also show that the presence of a partition suppress the intensity of convection. Similar trends are also observed in the inclined enclosure. Furthermore, the combined effect of opposed buoyancy ratio and negative angle of inclination is identical to that of cooperate buoyancy ratio and positive angle. Upward solutions, downward solutions and rest solutions have been exemplified with varying N and inclination angles. Dual solution branches could be sustained in the vicinity of N=-1.0, while the rest solutions obtained from rest states are completely coinciding with former continuous solutions.
机译:通过分析和数值研究了矩形倾斜封闭空间中具有有限厚度分隔壁并在长端壁上施加热量和质量通量的矩形倾斜封闭空间中的两组分共轭自然对流,代表了现代建筑封闭空间中的热和湿蒸汽传输。提出了流函数,热函数和质量函数的轮廓,以清楚地检查热量和水分传输的机理。目前的研究范围为Ra从10〜3到10〜7,N从-10.0到10.0,d从0到0.2,Φ从-90°到90°。在大多数已处理情况下,建立基于并行流逼近的解析解与数值解非常吻合。对于垂直情况,Nusselt热值和Sherwood物种数达到N = -1.0的最小值,这有助于确定工程应用中的最佳浮力比。结果还表明,隔板的存在抑制了对流的强度。在倾斜的外壳中也观察到类似的趋势。此外,相对浮力比和负倾角的组合效果与协同浮力比和正角的效果相同。向上的解,向下的解和静止的解已被示例为具有变化的N和倾斜角。双解分支可以维持在N = -1.0附近,而从静止状态获得的其余解与以前的连续解完全一致。

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