Analysis of fluid flow through porous media based on x-ray micro-tomographic reconstructions

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Show simple item record Koivu, Viivi 2010-10-07T12:44:21Z 2010-10-07T12:44:21Z 2010
dc.identifier.isbn 978-951-39-4033-1
dc.identifier.issn 0075-465X
dc.identifier.uri en
dc.description.abstract This thesis deals with creeping fluid flow through fibrous porous materials. Permeability through a porous medium is a measure of the ability of the material to transmit fluids. For testing and demonstration purposes the permeability values of a few fibrous heterogeneous materials, namely synthetic non-woven felt, wet pressing felt, cardboard, newsprint and hardwood paper, were measured experimentally. Reconstructions of the same materials under similar compression states were captured by x-ray micro-tomography. The actual microscopic pore structure thus obtained was utilised in the numerical lattice-Boltzmann analysis for solving the fluid flow permeability of the materials. Agreement between the experimental and numerical results was good. In addition, numerical permeability results for certain geometries were compared to the values obtained by finite-difference and finite-element methods. All numerical results were found to be in close agreement. The resolution of the tomographic reconstructions is limited causing discretisation uncertainty in the numerical analysis. The reliability of the numerical results was estimated by performing simulations for high and low resolution lattices. These results were further compared to the corresponding analytical solutions. The discretisation uncertainty was found not to be essentially larger than the typical total uncertainty of the experimental results. The advantage of the combination of x-ray tomography and numerical methods arises in the cases where direct experimental measurements are not feasible. An example of such an application, reported in this thesis, is to analyse the permeability of individual, distinct layers in a layer-structured material in order to determine the contribution of this layer to the overall permeability. In the final part of the work, tomographic reconstructions of porous heterogeneous materials were combined to a void space segmentation analysis. The utilisation of the method was demonstrated by running the analyses for a series of tomographic reconstructions of liquid packaging boards. The methods facilitate e.g. the analysis between the structural characteristics of pore structure and their relation to imbibition process. Demonstration analyses indicate the void space segmentation analysis to give valuable information on correlations between the structure of porous heterogeneous materials and their fluid flow properties. en
dc.format.extent xiv, 74 sivua :.
dc.language.iso eng
dc.publisher University of Jyväskylä
dc.relation.ispartofseries Research report / Department of Physics, University of Jyväskylä no. 9/2010.
dc.relation.isversionof ISBN 978-951-39-4032-4
dc.rights openAccess fi
dc.subject.other mikrotomografia
dc.subject.other huokosrakenne
dc.subject.other fluidivirtaus
dc.subject.other single phase fluid flow
dc.subject.other compressible porous media
dc.subject.other permeability
dc.subject.other imbibition
dc.subject.other lattice Boltzmann method
dc.subject.other x-ray micro-tomography
dc.subject.other pore structure
dc.title Analysis of fluid flow through porous media based on x-ray micro-tomographic reconstructions
dc.type Diss. fi
dc.identifier.urn URN:ISBN:978-951-39-4033-1
dc.subject.ysa aineen ominaisuudet
dc.subject.ysa fysikaaliset ominaisuudet
dc.subject.ysa huokoisuus
dc.subject.ysa läpäisevyys
dc.subject.ysa imeytyminen
dc.subject.ysa röntgensäteily
dc.subject.ysa virtauslaskenta
dc.subject.kota 114
dc.type.dcmitype Text en
dc.type.ontasot Väitöskirja fi
dc.type.ontasot Doctoral dissertation en
dc.contributor.tiedekunta Matemaattis-luonnontieteellinen tiedekunta fi
dc.contributor.tiedekunta Faculty of Mathematics and Science en
dc.contributor.yliopisto University of Jyväskylä en
dc.contributor.yliopisto Jyväskylän yliopisto fi
dc.contributor.oppiaine fysiikka fi

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