首页> 外文会议>ASME·JSME Thermal Engineering Joint Conference >CALCULATION OF PERMEABILITY OF POROUS MEDIA USING DIRECT SIMULATION MONTE CARLO METHOD (EFFECT OF POROSITY AND VOID DISTRIBUTION ON PERMEABILITY)
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CALCULATION OF PERMEABILITY OF POROUS MEDIA USING DIRECT SIMULATION MONTE CARLO METHOD (EFFECT OF POROSITY AND VOID DISTRIBUTION ON PERMEABILITY)

机译:直接仿真蒙特卡罗法计算多孔介质的渗透性(孔隙率和空隙分布对渗透率的影响)

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Effect of porosity and void distribution on permeability was investigated, using DSMC method. The purpose of using this method was to reduce the empirical value as much as possible. Rarefied gas flow through porous media was considered in the simulation. Since there was no difference in permeability by varying the inlet and the outlet pressure, the validity of the method to calculate a permeability was confirmed. It was found that the average permeability increases rapidly as porosity increases in a range of the porosity greater than 0.4. Furthermore, it was verified that the permeability depends not only on the porosity, but also on the void distribution, strongly. Hence, it was clarified that it is not effective to select a certain regularity in arrangement for modeling a porous medium, and that the void in the model should be distributed irregularly.
机译:利用DSMC方法研究了孔隙率和空隙分布对渗透性的影响。使用这种方法的目的是尽可能地降低经验值。在模拟中考虑了通过多孔介质的稀土气流。由于通过改变入口和出口压力没有渗透性而没有差异,因此证实了计算渗透性的方法的有效性。发现平均渗透率随着孔隙率大于0.4的孔隙率的增加而迅速增加。此外,验证了渗透性不仅取决于孔隙率,还取决于空隙分布,强烈。因此,澄清说,在用于建模多孔介质的安排中选择一定的规律性,并且模型中的空隙应不规则地分布。

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