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Effect of velocity and rheology of nanofluid on heat transfer of laminar vibrational flow through a pipe under constant heat flux

机译:恒定热通量下纳米流体的速度和流变学对层流振动通过管道传热的影响

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Transverse vibration creates strong vorticity to the plane perpendicular to flow direction which leads to the radial mixing of fluid and, therefore, the results of heat transfer are significantly improved. Comparative studies of effects on heat transfer were investigated through a well-valid CFD model. Water and water-based nanofluid were selected as working substances, flowing through a pipe subjected to superimposed vibration applied to the wall. To capture the vibration effect in all aspects; simulations were performed for various parameters such as Reynolds number, solid particle diameter, volume fraction of nanofluid, vibration frequency, and amplitude. Temperature, solid particle diameter and volume fraction-dependent viscosity have been considered; whereas, the thermal conductivity of nanofluid has been defined to the function of temperature, particle diameter and Brownian motion. Due to transverse vibrations, the thermal boundary layer is rapidly ruined. It increases the temperature in the axial direction for low Reynolds number flow that results in high heat transfer. As the Reynolds number increases, vibration effect is reduced for pure liquid, while there is noticeable increase for nanofluid. The rate of increment of heat transfer by varying volume fraction and particle diameter shows the usual feature as nanofluid under steady-state flow, but when subjected to vibration is much higher than pure liquid. As the frequency increases, the vibration effects are significantly reduced, and in amplitude they are profounder than frequency. The largest increase of about 540% was observed under the condition of vibrational flow compared to a steady-state flow.
机译:横向振动在垂直于流动方向的平面上产生强烈的涡旋,这导致流体的径向混合,因此,传热的结果得到了显着改善。通过良好有效的CFD模型对传热效果进行了比较研究。选择水和水基纳米流体作为工作物质,使其流经管道,并受到施加在壁上的叠加振动的作用。捕捉各个方面的振动效果;对各种参数(例如雷诺数,固体粒径,纳米流体的体积分数,振动频率和振幅)进行了模拟。已经考虑了温度,固体粒径和体积分数相关的粘度;然而,纳米流体的导热率已被定义为温度,粒径和布朗运动的函数。由于横向振动,热边界层被迅速破坏。对于较低的雷诺数流动,它会沿轴向增加温度,从而导致较高的热传递。随着雷诺数的增加,纯液体的振动效果降低,而纳米流体的振动效果显着提高。通过改变体积分数和粒径,传热的增加速率显示出通常的特征,即在稳态流动下为纳米流体,但是当受到振动时,它比纯液体要高得多。随着频率的增加,振动效果会大大降低,并且幅度上比频率更深。与稳态流相比,在振动流条件下观察到最大增加约540%。

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