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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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 |
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QC Physics Teo, Lay Lian Quantitative Characterisation Of Complex Porous Phase Via Mathematical Morphology And Fractal Geometry |
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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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Thesis |
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Doctor of Philosophy (PhD.) |
qualification_level |
Doctorate |
author |
Teo, Lay Lian |
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Teo, Lay Lian |
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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 |
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Multimedia University |
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Research Library |
publishDate |
2006 |
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1747829309759815680 |