Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry

We address the problem of characterisation of rock porous medium where rock cross sectional data, acquired via microscopic mean, as input, such as sedimentary rock sample. Our starting point is the greyscale microscopic data represented on two-dimensional space.

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主要作者: Teo, Lay Lian
格式: Thesis
出版: 2006
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spelling my-mmu-ep.11792010-08-23T00:56:07Z Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry 2006-06 Teo, Lay Lian QC Physics We address the problem of characterisation of rock porous medium where rock cross sectional data, acquired via microscopic mean, as input, such as sedimentary rock sample. Our starting point is the greyscale microscopic data represented on two-dimensional space. 2006-06 Thesis http://shdl.mmu.edu.my/1179/ http://myto.perpun.net.my/metoalogin/logina.php phd doctoral Multimedia University Research Library
institution Multimedia University
collection MMU Institutional Repository
topic QC Physics
spellingShingle QC Physics
Teo, Lay Lian
Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
description We address the problem of characterisation of rock porous medium where rock cross sectional data, acquired via microscopic mean, as input, such as sedimentary rock sample. Our starting point is the greyscale microscopic data represented on two-dimensional space.
format Thesis
qualification_name Doctor of Philosophy (PhD.)
qualification_level Doctorate
author Teo, Lay Lian
author_facet Teo, Lay Lian
author_sort Teo, Lay Lian
title Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
title_short Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
title_full Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
title_fullStr Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
title_full_unstemmed Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry
title_sort quantitative characterisation of complex porous phase via mathematical morphology and fractal geometry
granting_institution Multimedia University
granting_department Research Library
publishDate 2006
_version_ 1747829309759815680