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  1. Library Hub Discover
  2. Thin Porous Media - oatao
  3. 3rd Edition
  4. New Non-Stationary Gradient Model of Heat-Mass-Electric Charge Transfer in Thin Porous Media
  5. Thin Porous Media

Theoretical and experimental studies are essential to clarify the discrepancies in the results and in proper understanding of heat transfer enhancement characteristics of nanofluids. At room temperature, it is illustrated that the results of the effective th The role of porous media in biomedical engineering as related to magnetic resonance imaging and drug delivery. Pertinent works associated with magnetic resonance imaging MRI and drug delivery are reviewed in this work to demonstrate the role of transport theory in porous media in advancing the progress in biomedical applications.

Diffusion process is considered significant in many therapies such as delivering drugs to the brain. Progress in development of the diffusion equation using local volume-averaging technique and evaluation of the applications associated with the diffusion equation are analyzed Bader Alazmi 5 Estimated H-index: 5. Characteristics of momentum and energy transport for free surface flows through porous media are explored in this study.

Effects of variable porosity and an impermeable boundary on the free surface front are analyzed. In addition, effects of thermal dispersion and local thermal nonequilibrium LTNE are also analyzed. Pertinent parameters such as porosity, Darcy number, inertia parameter, Reynolds number, particle diameter and solid-to-fluid conductivity ratio are used to investigate the signifi The role of porous media in modeling flow and heat transfer in biological tissues.

Khaled 18 Estimated H-index: Flow and heat transfer in biological tissues are analyzed in this investigation. Pertinent works are reviewed in order to show how transport theories in porous media advance the progress in biology. The main concepts studied in this review are transport in porous media using mass diffusion and different convective flow models such as Darcy and the Brinkman models.

Energy transport in tissues is also analyzed. Progress in development of the bioheat equation heat transfer equation in biological t Buoyancy-driven heat transfer enhancement in a two-dimensional enclosure utilizing nanofluids. Khalil Khanafer 8 Estimated H-index: 8. Abstract Heat transfer enhancement in a two-dimensional enclosure utilizing nanofluids is investigated for various pertinent parameters.

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A model is developed to analyze heat transfer performance of nanofluids inside an enclosure taking into account the solid particle dispersion. The transport equations are solved numerically using the finite-volume approach along with the alternating direct implicit procedure. Comparisons with previously published work on the basis of special cases are performed Constant wall heat flux boundary conditions in porous media under local thermal non-equilibrium conditions. Abstract Boundary conditions for constant wall heat flux in the absence of local thermal equilibrium conditions are analyzed in this work.

Effects of variable porosity and thermal dispersion are also analyzed. Different forms of constant heat flux boundary conditions found in the literature were investigated in this work. The effects of pertinent parameters such as porosity, Darcy number, Reynolds number, inertia parameter, particle diameter and solid-to-fluid conductivity ratio were analyzed. Analysis of fluid flow and heat transfer interfacial conditions between a porous medium and a fluid layer.

Thin Porous Media - oatao

DiAerent types of interfacial conditions between a porous medium and a fluid layer are analyzed in detail. Five primary categories of interface conditions were found in the literature for the fluid flow at the interface region. Likewise, four primary categories of interface conditions were found in the literature for the heat transfer at the interface region. These interface conditions can be classified into two main categories, slip and no-slip interface conditions. The eAects of the pertinent Analysis of variants within the porous media transport models.

An investigation of variants within the porous media transport models is presented in this work. Four major categories in modeling the transport processes through porous media, namely constant porosity, variable porosity, thermal dispersion, and local thermal non-equilibrium, are analyzed in detail. The main objective of the current study is to compare these variances in models for each of the four categories and establish conditions leading to convergence or divergence among different models. Chang-Lin Tien 2 Estimated H-index: 2. Submitted articles should contribute to the understanding of specific scientific problems or to solution techniques that are useful in applications.

3rd Edition

Papers that link theory with computational practice to provide insight into the processes are welcome. IF: 1. Buy Now.


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New Non-Stationary Gradient Model of Heat-Mass-Electric Charge Transfer in Thin Porous Media

Wang , Gongnan Xie Aims and Scope The Journal of Porous Media publishes original full-length research articles and technical notes in a wide variety of areas related to porous media studies, such as mathematical modeling, numerical and experimental techniques, industrial and environmental heat and mass transfer, conduction, convection, radiation, particle transport and capillary effects, reactive flows, deformable porous media, biomedical applications, and mechanics of the porous substrate. Barak, M. Rogankov, Asymmetry of heterophase fluctuations in nucleation theory, in Nucleation Theory and Applications edited by J.


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  • Schmelzer, G. Priezjev Chapt. Rogankov, Can the Boyle and critical parameters be unambiguously correlated for polar and associating fluids, liquid metals, ionic liquids? Tucker III and R. Dessenberger, Governing equation for flow and heat transfer in stationary fiber beds, in S. Advani, ed.

    Carbonell and S. Whitaker, Dispersion in pulsed systems II. Theoretical developments for passive dispersion in porous media, Chem. Advani and K. Hsiao, Transport phenomena in liquid composites molding processes and their roles in process control and optimization, in K. Vafai ed. Handbook of porous media see [8] pp. Amiri and K. Vafai, Transient analysis of incompressible flow through a packed bed, Int.

    Heat and Mass Transfer 41, , Zanotti and R. Quintard and S Whitaker, One and two equation models for transient diffusion processes in two phase systems, Advan. Transfer 23, , S Whitaker, The method of volume averaging, Dordrecht, Kluwer, Kuznetsov, Thermal nonequilibrium forced convection in porous media, in D.

    Thin Porous Media

    Ingham and I. Pop, eds. Iberall, Permeability of glass wool and other highly porous media, Rep. Aeronautics Navy Depart. Levchenko and Y. Kornienko, Fluctuational equation of state and hypothetical phase diagram of super-heated water and two imidazolium-based ionic liquids, J.