首页> 外文期刊>International Journal of Thermophysics >Cu-Water Nanofluid MHD Mixed Convection in a Lid-Driven Cavity with Two Sinusoidal Heat Sources Considering Joule Heating Effect
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Cu-Water Nanofluid MHD Mixed Convection in a Lid-Driven Cavity with Two Sinusoidal Heat Sources Considering Joule Heating Effect

机译:考虑焦耳供热效果,Cu-Later Nanofluid MHD混合对流在盖子驱动腔中,具有两个正弦热源

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摘要

The effects of magnetic field and Joule heating on the heat transfer and fluid flow in a Cu-water nanofluid-filled lid-driven cavity are investigated in this paper. The cavity left side wall is heated by two sinusoidal heat sources, while the other walls have constant temperatures. The top wall of the cavity moves with fixed velocity in +x direction, and the other walls are under no-slip boundary conditions. A constant magnetic flux density is applied to the cavity left side wall. Numerical procedures can be applied to solve the dimensionless equations governing the stream function and temperature at various Reynolds number (Re), Hartmann number (Ha), Eckert number (Ec), magnetic field angle() and the solid nanoparticles volume fraction(phi). The averaged Nusselt number (Nu(avg)) is used to specify the rate of the heat transfer. It can be observed that increasing phi and also increasing Re result in the significant increase of Nu(avg), which enhances convective cooling, and furthermore, Nu(avg) is varied with . The increase of Ha within the cavity causes decrease in heat transfer, which enhances conduction heat transfer and also reduces Nu(avg). The negative influence of Joule heating on the convection within the cavity is observable in this regard, and the convection is decreased by increasing the value of Ec.
机译:本文研究了磁场和焦耳加热对Cu水纳米流体填充盖驱动腔中的传热和流体流动的影响。腔左侧壁被两个正弦热源加热,而另一壁具有恒定的温度。腔的顶壁以固定的速度依次达到+ x方向,另一壁在无滑动边界条件下。将恒定的磁通密度施加到腔左侧壁上。可以应用数值程序来解决各种雷诺数(RE),Hartmann号(HA),磁场角(),磁场角()和固体纳米颗粒体积分数(PHI)中的流函数和温度的无量纲方程。 。平均的NUSERSET号码(NU(AVG))用于指定传热速率。可以观察到,增加PHI并增加重复导致NU(AVG)的显着增加,这提高了对流冷却,而且还改变了NU(AVG)。腔内的HA的增加导致传热降低,这增强了传热传递,并且还减少了NU(AVG)。在这方面,可以观察到焦耳加热对腔内对流的负面影响,通过增加EC的值来降低对流。

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