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首页> 外文期刊>Communications in Numerical Analysis >Unsteady mixed convection of a micropolar fluid past a circular cylinder due to time-dependent free stream velocity and temperature
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Unsteady mixed convection of a micropolar fluid past a circular cylinder due to time-dependent free stream velocity and temperature

机译:由于时间相关的自由流速度和温度,微极性流体通过圆柱体的不稳定混合对流

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Unsteady mixed convection boundary-layer flow of an electrically conducting micropolar fluid past a circular cylinder is investigated taking into account the effect of thermal radiation and heat generation or absorption. The reduced non-similar boundary-layer equations are solved using the finite difference method. It is found that the magnitude of the friction factor and the couple stress significantly increases due to the increase of the mixed convection parameter, the conduction-radiation parameter, the surface temperature parameter, the heat absorption parameter and the frequency parameter. However the magnitude of the heat transfer rate decreases with these parameters. The converse characteristics are observed for the Prandtl number. The magnitude of the couple stress and the heat transfer rate is seen to decrease whereas the magnitude of the skin factor increases with increasing the vortex viscosity parameter. The magnetic field parameter reduces the skin factor, couple stress and heat transfer rate. The amplitude of oscillation of the transient skin factor and couple stress gradually increases owing to an increase of $xi$. But the transient heat transfer rate is found to be oscillating with almost the same amplitude for any value of $xi$. The amplitude of oscillation of the transient skin factor and couple stress increases with an increase of $S$ and $xi$ while the amplitude of the transient heat transfer rate increases with increasing Pr and $S$.
机译:考虑到热辐射以及热量产生或吸收的影响,研究了通过圆柱体的导电微极性流体的非稳态混合对流边界层流。使用有限差分法求解简化的非相似边界层方程。发现由于混合对流参数,传导辐射参数,表面温度参数,吸热参数和频率参数的增加,摩擦系数和耦合应力的大小显着增加。但是,传热速率的大小随这些参数而降低。观察到相反特征的普朗特数。随涡流粘度参数的增加,偶合应力的大小和传热速率减小,而集肤系数的大小增加。磁场参数降低了趋肤系数,耦合应力和热传递速率。瞬态趋肤因子和耦合应力的振荡幅度由于$ xi $的增加而逐渐增加。但是,对于任何 xi $值,发现瞬态传热速率都以几乎相同的幅度振荡。瞬态趋肤因子和耦合应力的振荡幅度随$ S $和$ xi $的增加而增加,而瞬态传热速率的幅度随Pr和$ S $的增加而增加。

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