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Evaluation of Pseudo Functions

机译:伪函数的求值

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摘要

To determine the range of validity of pseudo functions for upscaling of multiphase flow with gravity and capillary pressure, the performance of different kinds of pseudo functions is evaluated under different gravity numbers, capillary numbers and upscaling levels. The performance of pseudo functions can be measured as the percentage error between the results of fine grid simulation and the results of coarse grid simulation using pseudo functions. Furthermore, the performance can be shown as the bar graphs of percentage error for varying gravity number, capillary number andrnupscaling levels. A two-dimensional homogeneous water flooding case and a three-dimensional heterogeneous case have been studied using pseudo functions (Jacks et al. 2 , Kyte and Berry 3 , Pore Volume Weighted 7 , Flux Weighted Potential 10 , Modified Stone* 4 , Streamline 5 ), and pseudornfunction performance has been evaluated under different conditions. Some guidelines for the use of pseudo functions are provided. The results show that (1) all of the pseudo functions have similar performance for the homogeneous case considered; (2) only the Jacks et al. pseudo function can bernused in all cases; (3) using pseudo functions (except Jacks et al.) is unreliable, especially for the highly heterogeneous cases.
机译:为了确定在重力和毛细管压力作用下放大多相流的伪函数的有效性范围,在不同的重力数,毛细管数和放大水平下评估了各种伪函数的性能。伪函数的性能可以用精细网格模拟结果与使用伪函数的粗网格模拟结果之间的百分比误差来衡量。此外,性能可以显示为变化的重力数,毛细管数和放大比例的百分比误差的条形图。使用伪函数研究了二维均质水驱案例和三维异质案例(Jacks等人2,Kyte和Berry 3,孔容加权7,通量加权势10,改性石* 4,流线5 ),并在不同条件下评估了伪功能性能。提供了一些使用伪函数的准则。结果表明:(1)在考虑的齐次情况下,所有伪函数都具有相似的性能; (2)仅Jacks等人。在所有情况下都可能伪函数; (3)使用伪函数(杰克斯等人除外)是不可靠的,特别是对于高度异构的情况。

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