Numerical Study on the Tortuosity of Porous Media via Lattice Boltzmann Method
Jianhua Lü, Zhaoli Guo, Zhenhua Chai, Baochang Shi
Abstract
Jianhua Lü, Zhaoli Guo, Zhenhua Chai, Baochang Shi
Abstract
Abstract. In this paper, we simulate the pressure driven fluid flow at the pore scalelevel through 2-D porous media,which is composed of different curved channels viathelatticeBoltzmannmethod. With thisdirectsimulation,therelationbetweenthetor-tuosityandthepermeabilityisexamined. Thenumericalresultsareingoodagreementwith the existing theory. AMS subject classifications : 76S05,80M25 Key words : Tortuosity, lattice Boltzmann, porous media, pore scale. 1 Introduction Fluid flow through porous media is a common phenomenon in science and engineering.Thus,thepredictionof thepermeability, as the main transportpropertyin porousmedia,isalong-standingproblemofgreatpractical importance. Existingexperimentresultsandtheoretical works [1–5] show that the permeability of various porous materials is deter-mined by theirstructureparameterssuch as porosity,specific surface area, tortuosityetc.Amongtheexistingtheories,theKozeny-Carman equation may be the mostfamous one,which can be expressedas: k = ǫ 3 k 0 T
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Abstract. In this paper, we simulate the pressure driven fluid flow at the pore scalelevel through 2-D porous media,which is composed of different curved channels viathelatticeBoltzmannmethod. With thisdirectsimulation,therelationbetweenthetor-tuosityandthepermeabilityisexamined. Thenumericalresultsareingoodagreementwith the existing theory. AMS subject classifications : 76S05,80M25 Key words : Tortuosity, lattice Boltzmann, porous media, pore scale. 1 Introduction Fluid flow through porous media is a common phenomenon in science and engineering.Thus,thepredictionof thepermeability, as the main transportpropertyin porousmedia,isalong-standingproblemofgreatpractical importance. Existingexperimentresultsandtheoretical works [1–5] show that the permeability of various porous materials is deter-mined by theirstructureparameterssuch as porosity,specific surface area, tortuosityetc.Amongtheexistingtheories,theKozeny-Carman equation may be the mostfamous one,which can be expressedas: k = ǫ 3 k 0 T
Key concepts: Tortuosity, Porous medium, Lattice Boltzmann methods, Porosity, Materials science, Permeability (electromagnetism), Mechanics, Thermodynamics