A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model
In this article a new method for the theoretical analysis of electroforced sedimentation (EFS) by use of the Terzaghi-Voigt combined model is presented. Zinc oxide and a mixture of zinc oxide and KC-flock are used as experimental materials. Both the electro-osmotic pressure gradient Epg and the m...
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my.iium.irep.408952015-03-05T07:48:47Z http://irep.iium.edu.my/40895/ A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model Jami, Mohammed Saedi Iwata, Masashi TP155 Chemical engineering In this article a new method for the theoretical analysis of electroforced sedimentation (EFS) by use of the Terzaghi-Voigt combined model is presented. Zinc oxide and a mixture of zinc oxide and KC-flock are used as experimental materials. Both the electro-osmotic pressure gradient Epg and the modified consolidation coefficient Ce of the materials are assumed to be constant. The analytical solution can explain the solid compressive pressure distribution with time and position. The progress of electroforced sedeimentation can be represented by an average consolidation ratio Uc as in mechanical expression. Variations of the effectiveness of EFS with the percentage of KC-flock in the mixture, electric current density, and total solid volume per unit cross-sectional area are investigated. EFS is best applied for materials with permanent charge. Taylor & Francis Group, LLC 2008-01-01 Article REM application/pdf en http://irep.iium.edu.my/40895/1/full_paper.pdf Jami, Mohammed Saedi and Iwata, Masashi (2008) A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model. Separation Science and Technology, 43 (5). pp. 979-995. ISSN 1520-5754 (O), 0149-6395 (P) http://www.tandfonline.com/doi/abs/10.1080/01496390801888078#.VPldrPmUeqE 10.1080/01496390801888078 |
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TP155 Chemical engineering Jami, Mohammed Saedi Iwata, Masashi A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
description |
In this article a new method for the theoretical analysis of electroforced
sedimentation (EFS) by use of the Terzaghi-Voigt combined model is presented.
Zinc oxide and a mixture of zinc oxide and KC-flock are used as experimental
materials. Both the electro-osmotic pressure gradient Epg and the modified consolidation
coefficient Ce of the materials are assumed to be constant. The analytical solution
can explain the solid compressive pressure distribution with time and position. The
progress of electroforced sedeimentation can be represented by an average consolidation
ratio Uc as in mechanical expression. Variations of the effectiveness of EFS with
the percentage of KC-flock in the mixture, electric current density, and total solid
volume per unit cross-sectional area are investigated. EFS is best applied for
materials with permanent charge. |
format |
Article |
author |
Jami, Mohammed Saedi Iwata, Masashi |
author_facet |
Jami, Mohammed Saedi Iwata, Masashi |
author_sort |
Jami, Mohammed Saedi |
title |
A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
title_short |
A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
title_full |
A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
title_fullStr |
A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
title_full_unstemmed |
A new method for the theoretical analysis of electroforced sedimentation using Terzaghi-Voigt combined model |
title_sort |
new method for the theoretical analysis of electroforced sedimentation using terzaghi-voigt combined model |
publisher |
Taylor & Francis Group, LLC |
publishDate |
2008 |
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http://irep.iium.edu.my/40895/1/full_paper.pdf http://irep.iium.edu.my/40895/ http://www.tandfonline.com/doi/abs/10.1080/01496390801888078#.VPldrPmUeqE |
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