Diffusive transport in two-phase media: spatially periodic models and maxwell's theory for isotropic and anisotropic systems
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- Type
- article
- Published
- 1994-01-01
- Cited by
- 90
- References
- 47
- OpenAlex
- https://openalex.org/W2013073361
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:95561578
Keywords
Anisotropy, Isotropy, Closure (psychology), Ellipsoid, Periodic boundary conditions
References
- Variational Methods Applied to Problems of Diffusion and Reaction
- Dispersion in pulsed systems—II: Theoretical developments for passive dispersion in porous media
- Heat conduction in multiphase systems—II: Experimental method and results for three-phase systems
- Heat conduction in multiphase systems—I: Theory and experiment for two-phase systems
- A Simple Geometrical Derivation of the Spatial Averaging Theorem.
- ON THE EFFECTIVE THERMAL CONDUCTIVITY OF DILUTE DISPERSIONS GENERAL THEORY FOR INCLUSIONS OF ARBITRARY SHAPE
- Improved Variational Bounds on Some Bulk Properties of a Two‐Phase Random Medium
- Diffusion and reaction in cellular media
- Fluid Mechanical Description of Fluidized Beds. Equations of Motion
- MULTI-SCALE ANALYSIS OF EFFECTIVE TRANSPORT IN PERIODIC HETEROGENEOUS MEDIA
- Gaseous diffusion in porous media Part 1. - A non-steady state method
- The Operational Significance of the Continuum Hypothesis in the Theory of Water Movement Through Soils and Aquifers
- Diffusion in isotropic and anisotropic porous systems: Three-dimensional calculations
- Analysis of pseudo-continuum mass transfer in media with spatially periodic boundaries
- Improved constraints for the principle of local thermal equilibrium
- Determination of cell membrane permeability in concentrated cell ensembles.
- Effective conductivity of dispersions: The effect of resistance at the particle surfaces
- A general closure scheme for the method of volume averaging
- Prediction of effective diffusivities in porous media using spatially periodic models
- ON THE EFFECTIVE THERMAL CONDUCTIVITY OF DILUTE DISPERSIONS: HIGHLY CONDUCTING INCLUSIONS OF ARBITRARY SHAPE
Cited by
- Maxwell’s Equations in Two-Phase Systems I: Local Electrodynamic Equilibrium
- Influence of spatial structure on effective nutrient diffusion in bacterial biofilms
- INTERPRETATION OF CLOSURE VARIABLES IN UPSCALING
- Modeling of the Drying Kinetics of Slurry Droplet in Spray Drying
- Maxwell's Equations in Two-Phase Systems II: Two-Equation Model
- Influence of Nonlinear Local Properties on Effective Transport
- Fundamentals of Cell Immobilisation Biotechnology
- Modelo aproximado del coeficiente de dispersión en medios porosos
- Volume averaging for determining the effective dispersion tensor: Closure using periodic unit cells and comparison with ensemble averaging
- Effective Diffusivity Tensors of Point-Like Molecules in Anisotropic Porous Media by Monte Carlo Simulation
- Effective thermal properties at the fluid-porous medium interfacial region: role of the particle-particle contact
- Formulación integral para la solución de problemas de cerradura en procesos de escalamiento
- Local thermal equilibrium for transient heat conduction: theory and comparison with numerical experiments
- Upscaling Diffusion and Nonlinear Reactive Mass Transport in Homogeneous Porous Media
- Effective thermal conductivity of two-dimensional anisotropic two-phase media
- AN ANALYTICAL EXPRESSION FOR THE DISPERSION COEFFICIENT IN POROUS MEDIA USING CHANG'S UNIT CELL
- Volume averaging: Local and nonlocal closures using a Green’s function approach
- Heat and Mass Transfer Mechanisms in Drying of a Suspension Droplet: A New Computational Model
- Upscaling of transport processes in porous media with biofilms in non-equilibrium conditions
- Transport in chemically and mechanically heterogeneous porous media—III. Large-scale mechanical equilibrium and the regional form of Darcy's law
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