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VISCOUS DISSIPATION INSTABILITY OF NON-NEWTONIAN FLOW IN A HORIZONTAL POROUS CHANNEL

机译:水平多孔通道中非牛顿流动的粘性耗散不稳定

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The onset of thermal convection inside a horizontal fluid saturated porous layer is here investigated. The fluid that saturates the porous layer is non-Newtonian and, in particular, it is a power-law fluid. The porous layer is impermeable, the lower boundary is thermally insulated while the upper boundary is isothermal. A horizontal basic flow of uniform velocity and variable direction is imposed. The viscous dissipation contribution is included into the energy balance equation as internal heat source. A linear stability analysis of the basic state is performed employing the normal mode method. The eigenvalue problem obtained is solved numerically for high values of the Peclet number. Neutral stability curves are obtained for transverse, oblique, and longitudinal rolls. Different kind of non-Newtonian fluid are studied. A number of threshold values of the governing parameters for the onset of thermal convection are also reported.
机译:这里研究了水平流体饱和多孔层内的热​​对流的发作。饱和多孔层的流体是非牛顿的,特别是它是动力法流体。多孔层是不可渗透的,在上边界是等温的时,下边界是热绝缘的。施加了均匀速度和可变方向的水平基本流动。作为内部热源将粘性耗散贡献包含在能量平衡方程中。采用正常模式方法执行基本状态的线性稳定性分析。获得的特征值问题在数值上求解,用于PECLET编号的高值。获得中性稳定性曲线用于横向,斜和纵向辊。研究了不同类型的非牛顿液。还报道了用于热对流开始的管理参数的许多阈值。

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