首页> 外文期刊>International journal of applied mechanics and engineering >UNSTEADY TWO-FLUID FLOW AND HEAT TRANSFER OF CONDUCTING FLUIDS IN CHANNELS UNDER TRANSVERSE MAGNETIC FIELD
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UNSTEADY TWO-FLUID FLOW AND HEAT TRANSFER OF CONDUCTING FLUIDS IN CHANNELS UNDER TRANSVERSE MAGNETIC FIELD

机译:横向磁场下通道内非定常的两相流动和导热流的传热

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摘要

An attempt has been made to investigate the behaviour of flow formation and heat transfer aspects on an unsteady MHD two-fluid flow of electrically conducting fluids under the influence of a transversely applied uniform magnetic field in a horizontal channel. The flow is driven by a constant uniform pressure gradient in a channel bounded by two parallel walls, one being stationary and the other oscillating. The two fluids are assumed to be incompressible and electrically conducting possessing different viscosities, thermal and electrical conductivities. The transport properties of the two fluids are taken to be constant and the bounding walls are maintained at constant and equal temperature. The governing partial differential equations are reduced to the ordinary linear differential equations using two-term series, and which in turn are solved analytically to obtain exact solutions for the velocity distributions and the corresponding temperature distributions in the two-fluid regions respectively. Profiles of these solutions are plotted to illustrate the details of the flow and heat transfer characteristics and their dependence on some of the physical parameters, such as the Hartmann number, ratios of the viscosities, heights, electrical and thermal conductivities. And, it is shown how the velocity and temperature distributions vary with hydromagnetic interaction in the case of steady flow and unsteady flow motions. Also, as expected, it is observed that these distributions are pronounced more in the unsteady state when compared to the steady state problem.
机译:已经尝试研究在水平通道中横向施加的均匀磁场的影响下,导电流体的非稳态MHD两流体流动的流动形成和传热方面的行为。在由两个平行壁界定的通道中,恒定恒定的压力梯度驱动流动,一个平行壁是固定的,另一个则是振荡的。假定这两种流体是不可压缩的并且具有不同的粘度,导热率和导电率的导电性。假定两种流体的传输特性是恒定的,并且边界壁保持恒定且相等的温度。控制的偏微分方程使用二项级数简化为普通的线性微分方程,然后将其解析求解,以分别获得两流体区域中速度分布和相应温度分布的精确解。绘制这些溶液的轮廓以说明流动和传热特性的细节,以及它们对某些物理参数(如哈特曼数,粘度比,高度,电导率和热导率)的依赖性。并且,示出了在稳态流动和非稳态流动的情况下,速度和温度分布如何随着水磁相互作用而变化。另外,正如预期的那样,与稳态问题相比,在非稳态下这些分布更加明显。

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