首页> 外文期刊>Journal of thermal analysis and calorimetry >Increase lattice Boltzmann method ability to simulate slip flow regimes with dispersed CNTs nanoadditives inside: Develop a model to include buoyancy forces in distribution functions of LBM for slip velocity
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Increase lattice Boltzmann method ability to simulate slip flow regimes with dispersed CNTs nanoadditives inside: Develop a model to include buoyancy forces in distribution functions of LBM for slip velocity

机译:增加晶格Boltzmann方法,以模拟与分散的CNT纳米载物中的滑动流动制度的能力:开发一个模型,包括LBM分布函数的浮力力,用于滑动速度

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摘要

In this study, the mixed convection of flow in a microchannel containing nanofluid is simulated by the Lattice Boltzmann Method. The water/functionalized multi-wall carbon nanotubes nanofluid is selected as the working fluid. The cold nanofluid passes through the warm walls of the microchannel to cool them down. The buoyancy forces caused by the mass of the nanofluid change the hydrodynamic properties of the flow. Accordingly, the gravitational term is included as an external force in the Boltzmann equation and Boltzmann's hydrodynamic and thermal equations are rewritten under new conditions. The flow analysis is performed for different values of slip coefficient and Grashof number. The results are expressed in terms of velocity and temperature profiles, contours of streamlines and isotherms beside the slip velocity and temperature jump diagrams. It is observed that the effect of buoyancy force changes the motion properties of the flow in the input region and increases the hydrodynamic input length of flow. These changes are particularly evident at higher values of Grashof numbers and create a rounded circle in the opposite direction of the flow at the microchannel input. The negative slip velocity caused by the vortex resulted in a temperature jump at the input flow region.
机译:在这项研究中,通过晶格Boltzmann方法模拟了含有纳米流体的微通道中流动的混合对流。选择水/官能化的多壁碳纳米管纳米流体作为工作流体。冷纳米流体通过微通道的温暖墙壁来冷却它们。由纳米流体质量引起的浮力力改变流动的流体动力学性质。因此,将重力术语包含在Boltzmann等式中的外力,并且在新条件下重写Boltzmann的流体动力学和热方程。对SLIP系数和GRASHOF数量的不同值执行流量分析。结果以速度和温度谱表示,在滑动速度和温度跳跃图旁边的流线和等温线的轮廓。观察到浮力力的效果改变了输入区域中流动的运动特性,并增加了流动输入的流动输入长度。这些变化在格拉什数量的较高值下尤其明显,并且在微通道输入的流程的相反方向上创建圆角圆。由涡流引起的负滑速导致输入流动区域的温度跳跃。

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