## Bounded Porous(有界多孔)研究综述

Bounded Porous 有界多孔 - In part I, we considered the application of the method of fundamental solutions (MFS) for solving numerically the Brinkman fluid flow in the unbounded porous medium outside obstacles of known or unknown shapes.^{[1]}We present the results of a suite of computational analyses set in a Monte Carlo framework and aimed at assessing the impact of a GSG structure of log hydraulic conductivity (Y) on transport of a conservative solute through a three-dimensional bounded porous medium under steady-state saturated Darcy flow.

^{[2]}In this paper we derive new solutions to the problem of harmonic flow in a bounded porous medium with inclusion of wellbore storage and skin.

^{[3]}The model is then used to study turbulent flow in a wall-bounded porous media to assess its accuracy.

^{[4]}

在第一部分中，我们考虑了基本解法 (MFS) 的应用，用于数值求解已知或未知形状障碍物外无界多孔介质中的 Brinkman 流体流动。

^{[1]}我们展示了一套在蒙特卡洛框架中设置的计算分析的结果，旨在评估对数水力传导率 (Y) 的 GSG 结构对保守溶质在稳态下通过三维有界多孔介质传输的影响。状态饱和达西流。

^{[2]}在本文中，我们为包含井筒存储和表皮的有界多孔介质中的谐波流动问题推导出了新的解决方案。

^{[3]}然后使用该模型研究壁边界多孔介质中的湍流，以评估其准确性。

^{[4]}

## bounded porous medium 有界多孔介质

In part I, we considered the application of the method of fundamental solutions (MFS) for solving numerically the Brinkman fluid flow in the unbounded porous medium outside obstacles of known or unknown shapes.^{[1]}We present the results of a suite of computational analyses set in a Monte Carlo framework and aimed at assessing the impact of a GSG structure of log hydraulic conductivity (Y) on transport of a conservative solute through a three-dimensional bounded porous medium under steady-state saturated Darcy flow.

^{[2]}In this paper we derive new solutions to the problem of harmonic flow in a bounded porous medium with inclusion of wellbore storage and skin.

^{[3]}The model is then used to study turbulent flow in a wall-bounded porous media to assess its accuracy.

^{[4]}

在第一部分中，我们考虑了基本解法 (MFS) 的应用，用于数值求解已知或未知形状障碍物外无界多孔介质中的 Brinkman 流体流动。

^{[1]}我们展示了一套在蒙特卡洛框架中设置的计算分析的结果，旨在评估对数水力传导率 (Y) 的 GSG 结构对保守溶质在稳态下通过三维有界多孔介质传输的影响。状态饱和达西流。

^{[2]}在本文中，我们为包含井筒存储和表皮的有界多孔介质中的谐波流动问题推导出了新的解决方案。

^{[3]}然后使用该模型研究壁边界多孔介质中的湍流，以评估其准确性。

^{[4]}