首页> 外文期刊>Journal of thermal analysis and calorimetry >The effects of buoyancy force on mixed convection heat transfer of MHD nanofluid flow and entropy generation in an inclined duct with separation considering Brownian motion effects
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The effects of buoyancy force on mixed convection heat transfer of MHD nanofluid flow and entropy generation in an inclined duct with separation considering Brownian motion effects

机译:考虑褐色运动效应,浮力对MHD纳米流体流动和熵生成混合对流传热的影响

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In this paper, an attempt is made to study the buoyancy force influences on the MHD mixed convection nanofluid flow and entropy generation over an inclined step in an inclined duct. This inclined step leads to the flow separation in duct and affects the hydrodynamic and thermal behaviors. Influences of Brownian motion on the effective viscosity and thermal conductivity of Cu-water nanofluid are considered. The second law of thermodynamics is used to calculate the entropy generation number that is an applied criterion to compute the flow irreversibility. The interaction effects of Grashof number (0 <= Gr <= 10,000), duct inclination angle (0 degrees <= beta <= 90 degrees), Hartmann number (0 <= Ha <= 60) and concentration of Cu nanoparticles (0 <= phi <= 0.06) on the flow pattern, heat transfer rates and the amount of flow irreversibility are studied with all details. The results show that the Hartmann number has a large influence on the trends of the fiction coefficient, Nusselt number and entropy generation number along the bottom wall. Also, the highest values of average friction coefficient and average Nusselt number occur in the absence of magnetic field and for the vertical duct with highest values of Gr and phi. In addition, an increase in the amounts of flow irreversibility is registered by enhancing the buoyancy force, magnetic field strength and nanoparticles concentration.
机译:在本文中,尝试研究对倾斜管道中的倾斜步骤的MHD混合对流纳米流体流动和熵产生的浮力力。该倾斜步骤导致管道中的流动分离,并影响流体动力学和热行为。考虑了褐色运动对Cu水纳米流体有效粘度和导热性的影响。第二种热力学定律用于计算作为计算流量不可逆转性的应用标准的熵生成数。 Grashof数量的相互作用效应(0 <= GR <= 10,000),管道倾斜角度(0度<=β<= 90度),Hartmann数(0 <= HA <= 60)和Cu纳米颗粒的浓度(0 < = PHI <= 0.06)在流动模式下,通过所有细节研究传热速率和流量不可逆转的量。结果表明,Hartmann号对沿底壁的小说系数,露珠数和熵生成数量的趋势很大。而且,平均摩擦系数和平均露天数的最高值发生在没有磁场的情况下,并且对于具有最高的GR和PHI值的垂直管道发生。另外,通过增强浮力,磁场强度和纳米颗粒浓度来登记流动不可逆性量的增加。

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