## Porous Disk(多孔盘)研究综述

Porous Disk 多孔盘 - 5 mm, not 7 mm as stated in the Article, to account for the fact that the vertical tubes were embedded halfway inside of the nanoporous disk.^{[1]}Auxiliary boundary value problems are solved for a specific elastic body - a porous disk.

^{[2]}Impacts of using a porous disk on the performance of a phase change material filled cylindrical container during forced convection of nanoliquid in discharging mode are investigated with finite element method.

^{[3]}We proposed a computational fluid dynamics (CFD) porous disk (PD) wake model as an intermediate method between engineering wake models and CFD wake models.

^{[4]}Previously constructed nanofluid flow models are extended with exothermic/endothermic chemical reactions and the flow is considered over stretching, rotating, porous disk which is convectively heated from its bottom with the hot liquid.

^{[5]}A dandelion pappus is modelled as a porous disk.

^{[6]}Tension infiltration of water takes place at the top of a soil column through a porous disk with a smaller diameter than the soil sample.

^{[7]}

5 毫米，而不是文章中所述的 7 毫米，以说明垂直管嵌入纳米多孔盘内部的一半。

^{[1]}求解特定弹性体（多孔盘）的辅助边值问题。

^{[2]}采用有限元方法研究了在排放模式下纳米液体强制对流过程中，使用多孔盘对填充相变材料的圆柱形容器性能的影响。

^{[3]}我们提出了计算流体动力学 (CFD) 多孔盘 (PD) 尾流模型作为工程尾流模型和 CFD 尾流模型之间的中间方法。

^{[4]}先前构建的纳米流体流动模型通过放热/吸热化学反应进行扩展，并且流动被认为是过度拉伸、旋转、多孔盘，该盘从底部与热液体对流加热。

^{[5]}蒲公英 pappus 被建模为多孔盘。

^{[6]}水的张力渗透发生在土壤柱的顶部，通过一个直径小于土壤样品的多孔盘。

^{[7]}

## Rotating Porous Disk 旋转多孔盘

The flow due to the oscillating rotating porous disk with a viscous fluid at infinity is studied under the influence of Hall current.^{[1]}The Coriolis effect with forced convective heat transfer on steady ferrohydrodynamic flow past a rotating porous disk in the presence of viscous dissipation has been investigated.

^{[2]}Initially, the modification of the momentum in an incident flow to a rotating porous disk was considered, which extracts from or delivers to the momentum flow (Mejía, 2005).

^{[3]}We examine the entropy analysis in three-dimensional hydromagnetic flow and convective heat transport of a biviscosity nanofluid over a rotating porous disk with a time-dependent stretching rate in the direction of the radius of the circular disk.

^{[4]}Objectives: The present study analyses the effects of nanoparticles over steady, incompressible boundary-layer flow of non-Newtonian Williamson fluid flowing over a rotating porous disk.

^{[5]}

在霍尔电流的影响下，研究了无限远处粘性流体的振荡旋转多孔盘的流动。

^{[1]}已经研究了在存在粘性耗散的情况下，强制对流热传递对通过旋转多孔盘的稳定铁流体动力流的科里奥利效应。

^{[2]}最初，考虑了对旋转多孔盘的入射流中动量的修改，它从动量流中提取或传递（Mejía，2005）。

^{[3]}我们检查了三维磁流体流动和双粘度纳米流体在旋转多孔盘上的对流热传输的熵分析，在圆盘半径方向上具有时间相关的拉伸率。

^{[4]}目的：本研究分析纳米粒子对流过旋转多孔盘的非牛顿威廉姆森流体的稳定、不可压缩边界层流的影响。

^{[5]}