Free surface flowThis paper presents a modified incompressible smoothed particle hydrodynamics (MISPH) method for fluid-porous media interaction problems. Navier-Stokes and Brinkman Equations are considered for
RefWorks Direct Export Content Citation Only Citation and Abstract Advanced search This document does not have an outline. Article outline is loading... ADVERTISEMENT International Journal of Rock Mechanics and Mining Sciences & Geomechanics Abstracts Volume 16, Issue 6, December 1979, Pages 129Ge...
flow through porous mediamass transfersurface diffusion/ pore volume diffusionsurface diffusionmass transfercapillariesporous mediaadsorption layerpore wallsIn order to evaluate D//s from the observed flux n, we must first obtain dc/dx and dc//s/dx at some position 0 less than X less than L ...
An extension of the explicit moving particle semi-implicit (MPS) method is proposed for simulating free surface flow through a porous structure object. The model formulation is based on the local volume averaging equations, and the porous drag is given by a general closure function. It can ...
Coupling Surface Flow with Porous Media Flow. 作者:Prince Chidyagwai 页数:162 ISBN:9781244582323 豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 我要写书评 Coupling Surface Flow with Porous Media Flow.的书评 ···(全部 0 条)...
Liquids are known to suspend over open areas. Liquids will, for example, preferentially fill small voids in porous media rather than uniformly coat the struts even at relatively low volume fractions of liquid13. Recently, a similar phenomenon has been exploited to direct liquids for biomedical appl...
The capillary action is a unique feature of micro-grooves with numerous applications. This spontaneous flow eliminates the need for an extra pumping device to deliver a liquid. Capillary action depends on physical properties and features of the solid sur
in x and z directions, heat and mass conservation in the flow regime are transformed from an (x, y, z) coordinate system to (ξηξ,η) coordinate system in terms of dimensionless x-direction velocity (f′) and z-direction velocity (G), dimensionless temperature and concentration functions...
Afterward, the influences of hydrodynamic variables, porous medium properties and nanofluid volume fraction on flow and heat transfer performance of the heat sink, have been scrutinized. Results presented in terms of non-dimensional velocity and temperature profiles, as well as the stream function, ...
The most well-known locally conservative discretization is the finite volume method with a two-point flux approximation (FV-TPFA), which has advantages of local conservation, monotonicity, and simplicity of implementation, but has known accuracy issues under non-Voronoi meshes, and can even be non...