首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Buoyancy Effect on a Micropolar Fluid Flow Past a Vertical Riga Surface Comprising Water-Based SWCNT-MWCNT Hybrid Nanofluid Subject to Partially Slipped and Thermal Stratification: Cattaneo-Christov Model
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Buoyancy Effect on a Micropolar Fluid Flow Past a Vertical Riga Surface Comprising Water-Based SWCNT-MWCNT Hybrid Nanofluid Subject to Partially Slipped and Thermal Stratification: Cattaneo-Christov Model

机译:浮力效应对流经垂直里加表面的微极流体的影响,该表面包含部分滑动和热分层的水基 SWCNT-MWCNT 混合纳米流体:Cattaneo-Christov 模型

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摘要

This paper provides a comprehensive analysis of the mixed convective flow that comprises SWCNT-MWCNT/water hybrid nanofluid containing micropolar fluid through a partially slipped vertical Riga surface. A Cattaneo-Christov heat flux model is used to examine the heat transport rate. The energy equation is gaining more significance with the effect of viscous dissipation and thermal stratification. The flow model is transformed by convenient transformation into nondimensionless form. The numerical results of nonlinear complex equations are collected using the bvp4c built-in function from MATLAB which is based on the finite difference method. The graphical results are obtained for both hybrid nanofluid and simple nanofluid. The temperature distribution for hybrid nanofluid is higher than that for simple nanofluid when the solid volume fraction increases. The axial friction factor increases with solid volume fraction, porosity parameter, and mixed convection parameter. The velocity graph varies inversely with nanofluid volume fraction and micropolar parameter.
机译:本文对含有微极流体的SWCNT-MWCNT/水混合纳米流体通过部分滑动的垂直里加表面的混合对流进行了全面分析。使用Cattaneo-Christov热通量模型来检查传热速率。随着粘性耗散和热分层的影响,能量方程变得越来越重要。通过方便地转换为无量纲形式,将流动模型转换为无量纲形式。使用基于有限差分法的MATLAB内置函数bvp4c收集非线性复数方程的数值结果。得到了混合纳米流体和简单纳米流体的图形结果。当固体体积分数增加时,混合纳米流体的温度分布高于简单纳米流体的温度分布。轴向摩擦系数随固体体积分数、孔隙率参数和混合对流参数的增加而增大。速度图随纳米流体体积分数和微极参数而变化。

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