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Dual nature solution of water functionalized copper nanoparticles along a permeable shrinking cylinder: FDM approach

机译:沿着渗透性收缩圆柱体的水功能化铜纳米粒子的双重性质解决方案:FDM方法

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摘要

Present framework is established to deal the characteristics of axisymmetric mixed convection flow with heat transfer of water based copper (Cu-water) nanofluid along a porous shrinking cylinder with slip effects. The physical problem is modeled in the form of set of partial differential equations (PDEs) including conservation of mass, momentum and energy equations along with defined boundary conditions. Such PDEs are adapted to ordinary differential equations (ODES) by utilizing similarity transformation technique. System of equations is emerged with the expressions of nanoparticle and based fluid. Numerical solution of governing ODEs is sought by using Finite Difference Method (FDM) against the range of several pertinent physical parameters. Base fluid (water) is analyzed in the presence of nanoparticles. The model encounters buoyancy opposing and assisting flow regions. Present study reveals that the solution in the assisting flow region is unique whereas multiple solutions exist in the opposing flow region. The results also indicate the existence of multiple solutions for certain amount of mass suction parameter. Moreover, increase in slip parameters and nanoparticle volume fraction enhances the range of suction parameter where the similarity solutions exist. It is further found that due to increase of nanoparticle volume fraction the skin friction increases whereas heat transfer rate decreases. (C) 2018 Elsevier Ltd. All rights reserved.
机译:建立本框架以处理轴对称混合对流的特性,其中水基铜(Cu-水)纳米流体沿着多孔收缩圆柱体的传热具有滑移效应。物理问题以一组偏微分方程(PDE)的形式建模,包括质量守恒定律,动量守恒和能量守恒方程以及定义的边界条件。通过利用相似性变换技术,这样的PDE适用于常微分方程(ODES)。出现了具有纳米粒子和基于流体的表达式的方程组。通过使用有限差分法(FDM)针对几个相关物理参数的范围,寻求控制ODE的数值解决方案。在存在纳米颗粒的情况下分析基础流体(水)。该模型遇到反向和辅助流动区域的浮力。当前的研究表明,辅助流动区域中的解是唯一的,而相反流动区域中存在多个解。结果还表明对于一定量的吸力参数存在多种解。此外,增加滑动参数和纳米颗粒体积分数会增加存在相似解的吸力参数范围。进一步发现,由于纳米颗粒体积分数的增加,皮肤摩擦增加,而传热速率降低。 (C)2018 Elsevier Ltd.保留所有权利。

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