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Natural convection boundary layer flow of a micropolar fluid over a vertical permeable cone with variable wall temperature

机译:微极性流体在壁温可变的垂直渗透锥上的自然对流边界层流

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This work studies the natural convection boundary layer flow of a micropolar fluid near a vertical permeable cone with variable wall temperature. The transformed boundary layer governing equations are solved by the cubic spline collocation method. The local Nusselt numbers are presented as functions of suction variables for different values of vortex viscosity parameter, surface temperature exponent, and Prandtl number. Results show that the heat transfer rates of the permeable cones with higher suction variables are higher than those with lower suction variables. Moreover, the heat transfer rate from a vertical permeable cone in Newtonian fluids is higher than that in micropolar fluids.
机译:这项工作研究了壁温可变的垂直渗透锥附近的微极性流体的自然对流边界层流动。通过三次样条搭配法求解边界层控制方程。对于涡旋粘度参数,表面温度指数和普朗特数的不同值,局部努塞尔数作为吸力变量的函数给出。结果表明,吸力变量较高的可渗透锥体的传热速率高于吸力变量较低的可渗透锥体的传热速率。此外,在牛顿流体中来自垂直渗透锥的传热速率高于在微极性流体中。

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