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A numerical and analytical approach for exploration of entropy generation in Sisko nanofluid flow having swimming microorganisms

机译:具有游泳微生物的Sisko纳米流体流动熵生成的数值和分析方法

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A new system of equations is developed using Galerkin finite element scheme for the investigation of the generation of entropy in viscoelastic Sisko nanofluid over a cylinder. The analysis is performed in the existence of nanofluid and motile microorganisms. The magneto-hydrodynamic flow including the inclined magnetic field is considered. Fluxes for heat, mass, the concentration of nano-sized particles and concentration of swimming microorganisms are computed and scrutinized. Solutions are obtained in order to inspect the generation of entropy and Bejan number in addition to their contours. The outcomes exposed that the parameter of entropy generation and Bejan number both decrease with escalating microorganisms concentration difference parameter. Streamlines, contour plots and density plots are also discussed in detail to explore the pertinent features of the flow field.
机译:利用伽辽金有限元法建立了一个新的方程组,用于研究粘弹性Sisko纳米流体在圆柱上的熵产生。分析是在纳米流体和运动微生物存在的情况下进行的。考虑了包含倾斜磁场的磁流体力学流动。对热量、质量、纳米颗粒浓度和游动微生物浓度的通量进行了计算和检查。为了检验熵和贝扬数的产生以及它们的轮廓,得到了解。结果表明,随着微生物浓度差参数的增大,熵产生参数和贝扬数均减小。还详细讨论了流线图、等高线图和密度图,以探索流场的相关特征。

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