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首页> 外文期刊>Journal of thermal analysis and calorimetry >Modified lattice Boltzmann solution for non-isothermal rarefied gas flow through microchannel utilizing BSR and second-order implicit schemes
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Modified lattice Boltzmann solution for non-isothermal rarefied gas flow through microchannel utilizing BSR and second-order implicit schemes

机译:通过利用BSR和二阶隐式方案,通过微通道的非等温稀土气体流动改造的晶格Boltzmann解决方案

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Thermal microscale gas flow was simulated into a coplanar microchannel was simulated at a broad range of Knudsen numbers. Attempts were made to improve the accuracy of slip velocity on walls using a modified model with two relaxation times based upon the mesoscopic method. The temperature jump of fluid flow at the wall was captured by a model with a single relaxation time using a second-order implicit method. The Zou-He boundary conditions were employed at both inlet and outlet boundaries, and bounce-back/specular reflection distribution functions were applied to the impermeable walls. The non-equilibrium distribution functions were also used as the inlet temperature boundary condition. A fully developed temperature profile was considered at the microchannel outlet. A pressure ratio of 2 was considered in the simulations, and various parameters such as dimensionless pressure, pressure deviation from the linear pressure, dimensionless velocity at various Knudsen numbers, centerline velocity and slip velocity of the fluid, centerline temperature and fluid temperature on the wall, Nusselt number with changing Knudsen and Prandtl numbers, parameterkalong the microchannel length andC(f)center dot Re values were evaluated in the slip and transition flow regimes. The results of the direct simulation Monte Carlo were used to evaluate the correctness of the numerical model. The consistency of the two methods indicated the accuracy of the proposed method.
机译:在很大的努森数范围内模拟了共面微通道内的热微尺度气体流动。为了提高壁面滑移速度的精度,采用了基于介观方法的两次松弛修正模型。采用二阶隐式方法,用单松弛时间模型捕捉了壁面流体流动的温度跃变。入口和出口边界均采用邹河边界条件,防渗墙采用反弹/镜面反射分布函数。非平衡分布函数也被用作入口温度边界条件。在微通道出口处考虑了充分发展的温度分布。模拟中考虑了2的压力比,以及各种参数,如无量纲压力、与线性压力的压力偏差、不同努森数下的无量纲速度、流体的中心线速度和滑移速度、中心线温度和壁面上的流体温度、努塞尔数随努森数和普朗特数的变化,在滑移和过渡流型下,评估了微通道长度和C(f)中心点Re值的参数。直接模拟蒙特卡罗的结果被用来评估数值模型的正确性。两种方法的一致性表明了该方法的准确性。

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