首页> 外文会议>ASME biennial conference on engineering systems design and analysis >APPLICATION OF DIFFERENTIAL QUADRATURE METHOD AND EVOLUTIONARY ALGORITHM TO MHD FULLY DEVELOPED FLOW OF A COUPLE-STRESS FLUID IN A VERTICAL CHANNEL WITH VISCOUS DISSIPATION AND OSCILLATING WALL TEMPERATURE
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APPLICATION OF DIFFERENTIAL QUADRATURE METHOD AND EVOLUTIONARY ALGORITHM TO MHD FULLY DEVELOPED FLOW OF A COUPLE-STRESS FLUID IN A VERTICAL CHANNEL WITH VISCOUS DISSIPATION AND OSCILLATING WALL TEMPERATURE

机译:微分求积方法和演化算法在黏性耗散和脉动壁温垂直通道中的MHD全应力流中的应用

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In this paper, fully developed flow of a couple-stress fluid between two long vertical walls in presence of viscous dissipation and radiative heat flux with heat and mass transfer is considered. Temperature and concentration fields at one of the walls are oscillating around a non-zero value. The coupled equations governing the problem are discretized using Differential Quadrature Method, and solved using Newton-Raphson Method and Evolutionary Algorithm hybrid scheme. The expressions for velocity, temperature, and concentration fields for fully developed unsteady flow are obtained.
机译:在本文中,考虑了在粘性耗散和辐射热通量以及热量和质量传递的存在下,两个长垂直壁之间的耦合应力流体的充分展开的流动。壁之一上的温度和浓度场在非零值附近振荡。使用微分求积法离散化处理该问题的耦合方程,并使用牛顿-拉夫森法和进化算法混合方案求解该方程。获得了完全展开的非恒定流的速度,温度和浓度场的表达式。

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