Blanket Dynamics in Upflow Suspended Bed

碩士 === 國立臺灣大學 === 化學工程學研究所 === 91 === A one-dimensional model for the spatio-temporal variation of solids fraction in the blanket considering both the hydrodynamic dispersion and the convection effects was proposed in this study. The model equation was a wave equation whose solution presented shock-...

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Main Authors: Shu Hsin Tuan, 蘇信團
Other Authors: D J Lee
Format: Others
Language:zh-TW
Published: 2003
Online Access:http://ndltd.ncl.edu.tw/handle/74855700530712755782
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spelling ndltd-TW-091NTU000630762016-06-20T04:15:20Z http://ndltd.ncl.edu.tw/handle/74855700530712755782 Blanket Dynamics in Upflow Suspended Bed 向上流動懸浮流體床之泥毯動態研究 Shu Hsin Tuan 蘇信團 碩士 國立臺灣大學 化學工程學研究所 91 A one-dimensional model for the spatio-temporal variation of solids fraction in the blanket considering both the hydrodynamic dispersion and the convection effects was proposed in this study. The model equation was a wave equation whose solution presented shock-wave like characteristic. The model output predicted that the distribution of the solids fraction in the blanket would firstly evolve to a uniform distribution at a lower solids fraction. Afterward the blanket would compact itself to another uniform distribution at a higher solids fraction. Experimental works with synthetic raw water coagulated with PACl suspended in a lab-scale suspended bed confirmed the theoretical predictions. The solids flux plot was constructed with underdosed, optimal, and overdosed suspensions. Change in coagulant dose would affect the blanket height and the response time. The solids flux curve was shifted accordingly. The “optimal’ operational condition for the upflow suspended bed that produced the lowest effluent turbidity was discussed. D J Lee 李篤中 2003 學位論文 ; thesis 40 zh-TW
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language zh-TW
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description 碩士 === 國立臺灣大學 === 化學工程學研究所 === 91 === A one-dimensional model for the spatio-temporal variation of solids fraction in the blanket considering both the hydrodynamic dispersion and the convection effects was proposed in this study. The model equation was a wave equation whose solution presented shock-wave like characteristic. The model output predicted that the distribution of the solids fraction in the blanket would firstly evolve to a uniform distribution at a lower solids fraction. Afterward the blanket would compact itself to another uniform distribution at a higher solids fraction. Experimental works with synthetic raw water coagulated with PACl suspended in a lab-scale suspended bed confirmed the theoretical predictions. The solids flux plot was constructed with underdosed, optimal, and overdosed suspensions. Change in coagulant dose would affect the blanket height and the response time. The solids flux curve was shifted accordingly. The “optimal’ operational condition for the upflow suspended bed that produced the lowest effluent turbidity was discussed.
author2 D J Lee
author_facet D J Lee
Shu Hsin Tuan
蘇信團
author Shu Hsin Tuan
蘇信團
spellingShingle Shu Hsin Tuan
蘇信團
Blanket Dynamics in Upflow Suspended Bed
author_sort Shu Hsin Tuan
title Blanket Dynamics in Upflow Suspended Bed
title_short Blanket Dynamics in Upflow Suspended Bed
title_full Blanket Dynamics in Upflow Suspended Bed
title_fullStr Blanket Dynamics in Upflow Suspended Bed
title_full_unstemmed Blanket Dynamics in Upflow Suspended Bed
title_sort blanket dynamics in upflow suspended bed
publishDate 2003
url http://ndltd.ncl.edu.tw/handle/74855700530712755782
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AT sūxìntuán xiàngshàngliúdòngxuánfúliútǐchuángzhīnítǎndòngtàiyánjiū
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