## Porous Plates(多孔板)研究综述

Porous Plates 多孔板 - With an increase in the number of ripples and ripple amplitude on the porous plates, it is possible to further reduce wave transmission by 5% to 10%.^{[1]}The Electrical conductive between porous plates in a channel with appearance of magnetic field in motion of transverse with the help of Magnetohydrodynamic steady stokes.

^{[2]}The main purpose of this research work is to investigate the critical buckling load of functionally graded (FG) porous plates with graphene platelets (GPLs) reinforcement using generalized differential quadrature (GDQ) method at thermal condition.

^{[3]}Migration test confirmed that geraniol released from both solid and porous plates by more than 30 days.

^{[4]}This theory considers the thickness stretching effect for vibration analysis of porous plates.

^{[5]}In this study, a large-scale model and computational fluid dynamics (CFD) simulations were used to explore these aspects, with a focus on their role in porous plates.

^{[6]}Results obtained from the modeling efforts indicated a good capability of the neural network model to reconstruct the cooling effectiveness distribution on the external surface of the porous plates.

^{[7]}By simply controlling the reaction kinetics with the change of acid concentration, flower-like and layered materials assembled from ordered mesoporous plates, and materials with adjustable mesopores and macropores aggregated from nanoparticles with different sizes, could be generated.

^{[8]}Numerical results have been reported and compared with those available in the open literature for non-porous plates.

^{[9]}The present paper encorporates the effet of magnetic field on the incompressible Casson fluid flow between two parallel infinite rectangular plates approaching towards or away from each other with suction or injection at the porous plates.

^{[10]}Automated Vacuum Lysimeters use electronic controllers as well as a set of vacuum sensors to keep the vacuum applied to porous plates in equilibrium with soil matric pressure.

^{[11]}Purpose The purpose of this paper is to study the effect of injection and suction on velocity profile, skin friction and pressure distribution of a Casson fluid flow between two parallel infinite rectangular plates approaching or receding from each other with suction or injection at the porous plates.

^{[12]}To ensure the versatility of IGA-FSDT, several numerical examples for isotropic and porous plates with different boundary conditions and various types of porosity distributions are presented.

^{[13]}To show the precision of this model, several comparisons have been made between the present results and those of existing theories in the literature for non-porous plates.

^{[14]}Herein, we report the synthesis of gap-controllable nanoporous plates and their application to efficient, robust, uniform, and reproducible SERS-active platforms.

^{[15]}The results of the resistance test were compared with those from non-porous plates, and it was concluded that the samples resistances were below the one required for a structural purpose.

^{[16]}

随着多孔板上的波纹数量和波纹幅度的增加，可以进一步降低波传输5％至10％。

^{[1]}通道中多孔板之间的导电性，在磁流体动力学稳定行程的帮助下，在横向运动中出现磁场。

^{[2]}本研究工作的主要目的是在热条件下使用广义微分求积法 (GDQ) 研究具有石墨烯薄片 (GPL) 增强的功能梯度 (FG) 多孔板的临界屈曲载荷。

^{[3]}迁移测试证实，香叶醇从固体和多孔板中释放超过 30 天。

^{[4]}该理论认为 多孔板振动分析的厚度拉伸效应。

^{[5]}在这项研究中，使用大型模型和计算流体动力学 (CFD) 模拟来探索这些方面，重点是它们在多孔板中的作用。

^{[6]}从建模工作中获得的结果表明，神经网络模型能够很好地重建多孔板外表面的冷却效率分布。

^{[7]}通过简单地控制随酸浓度变化的反应动力学，可以生成由有序介孔板组装而成的花状和层状材料，以及由不同尺寸的纳米粒子聚集而成的具有可调中孔和大孔的材料。

^{[8]}已经报告了数值结果，并与公开文献中关于无孔板的结果进行了比较。

^{[9]}本文结合了磁场对两个平行的无限矩形板之间的不可压缩卡松流体流动的影响，这些板之间通过在多孔板上的抽吸或注入而彼此接近或远离。

^{[10]}自动真空蒸渗仪使用电子控制器以及一组真空传感器来保持施加到多孔板上的真空与土壤基质压力保持平衡。

^{[11]}目的 本文的目的是研究注入和抽吸对卡松流体在两个平行无限矩形板之间的速度分布、表面摩擦和压力分布的影响，在多孔板处通过抽吸或注入相互接近或后退。

^{[12]}为了确保 IGA-FSDT 的多功能性，给出了具有不同边界条件和各种类型孔隙率分布的各向同性和多孔板的几个数值示例。

^{[13]}为了显示该模型的精度，已经对目前的结果与文献中关于无孔板的现有理论的结果进行了几次比较。

^{[14]}在这里，我们报告了间隙可控纳米多孔板的合成及其在高效、稳健、均匀和可重复的 SERS 活性平台上的应用。

^{[15]}将电阻测试的结果与无孔板的结果进行比较，得出的结论是样品的电阻低于结构目的所需的电阻。

^{[16]}

## Parallel Porous Plates 平行多孔板

Flow, heat transfer and entropy generation in a vertical microchannel made of two parallel porous plates (the injection plate kept at rest while the suction plate is moving in upward/downward direction) under the combined action of buoyancy force and transverse magnetic field are studied.^{[1]}The present study deals with the steady axisymmetric flow of micropolar fluid between two parallel porous plates when the fluid is injected through both walls at the same rate.

^{[2]}The present paper deals with the study of incompressible fluid flow of electrically conducting fluid between two parallel porous plates under the influence of the inclined magnetic field.

^{[3]}This paper deals with the problem of steady laminar flow of an electrically conducting viscous incompressible fluid flow between two parallel porous plates of a channel in the presence of a transverse magnetic field with bottom injection and top suction.

^{[4]}The effects of flow parameters such as Hartmann number, Reynolds number, suction/injection parameter, non-Newtonian parameter on velocity components, skin friction factors along main flow direction and transverse direction, and pressure through parallel porous plates are discussed graphically.

^{[5]}

研究了在浮力和横向磁场的共同作用下，由两块平行多孔板（注入板保持静止，吸入板向上/向下移动）构成的垂直微通道中的流动、传热和熵的产生。

^{[1]}本研究处理当流体以相同速率通过两个壁注入时微极流体在两个平行多孔板之间的稳定轴对称流动。

^{[2]}本文研究了在倾斜磁场的影响下，两个平行多孔板之间导电流体的不可压缩流体流动。

^{[3]}本文研究了在底部注入和顶部吸入的横向磁场存在下，通道的两个平行多孔板之间导电粘性不可压缩流体的稳定层流问题。

^{[4]}以图形方式讨论了哈特曼数、雷诺数、吸入/注入参数、非牛顿参数等流动参数对速度分量、沿主流方向和横向的皮肤摩擦系数以及通过平行多孔板的压力的影响。

^{[5]}

## Graded Porous Plates 分级多孔板

This paper firstly presents numerical analyses of functionally graded porous plates/shells with graphene platelets (GPLs) reinforcement using a novel four-node quadrilateral element with five degrees of freedom per node, namely SQ4P, based on the first-order shear deformation theory and Chebyshev polynomials.^{[1]}This paper will present the analysis of static bending of functionally graded porous plates attached to a piezoelectric fiber-reinforced composite layer.

^{[2]}A stochastic isogeometric analysis approach (SIGA) is presented for functionally graded porous plates with graphene platelets reinforcement (FGP-GPLs).

^{[3]}This paper presents a numerical approach for static bending and free vibration analysis of the functionally graded porous plates (FGPP) resting on the elastic foundation using the refined quasi-3D sinusoidal shear deformation theory (RQSSDT) combined with the Moving Kriging–interpolation meshfree method.

^{[4]}This work is devoted to investigate the effects of moisture and temperature on the bending analysis of functionally graded porous plates resting on two parameters elastic foundation.

^{[5]}

本文首先介绍了基于一阶剪切变形理论和切比雪夫理论的新型四节点四边形单元，每个节点具有五个自由度的新型四节点四边形单元，即 SQ4P，对具有石墨烯薄片 (GPL) 增强的功能梯度多孔板/壳进行数值分析。多项式。

^{[1]}本文将介绍连接到压电纤维增强复合材料层的功能梯度多孔板的静态弯曲分析。

^{[2]}提出了一种随机等几何分析方法 (SIGA)，用于具有石墨烯薄片增强 (FGP-GPL) 的功能梯度多孔板。

^{[3]}本文提出了一种使用改进的准 3D 正弦剪切变形理论 (RQSSDT) 结合移动克里金插值无网格方法对位于弹性基础上的功能梯度多孔板 (FGPP) 进行静态弯曲和自由振动分析的数值方法。

^{[4]}这项工作致力于研究水分和温度对基于两个参数弹性基础的功能梯度多孔板弯曲分析的影响。

^{[5]}