Chia Nan University of Pharmacy & Science Institutional Repository:Item 310902800/23547
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    CNU IR > Chna Nan Annual Bulletin > Vol.16 (1990) >  Item 310902800/23547
    Please use this identifier to cite or link to this item: https://ir.cnu.edu.tw/handle/310902800/23547


    Title: Experimental testing of mathematical models describing the entire cycle of filtration
    實驗測試二種可預測全程過濾的數學程式
    Authors: S. Vigneswaran
    張錦松
    Contributors: Environmental Engineering Division, Asian Inscitutc of Technology
    Keywords: deep bed filtration mathcmatical modelling
    ripcning stage
    break-through stage
    panicle collector
    detachment
    adsorption-fiItrarion analogy
    ultimate specific deposit
    head loss
    post break-through stage
    Date: 1990
    Issue Date: 2011-03-28 15:25:33 (UTC+8)
    Abstract: Two mathemacical models developed bascd on difcrcnt conceprs co describe the entirc cycle of filtration were tested with experimental results. The concept of Model I is based on the detachment of deposited particles. The degree of detachment was assumed proportional to the hydraulic gradient and number of particlcs already retained on the filter grain. Model II is based on the conccpt that there exists a maximum limit on particle deposition on the filter grain It was found that Model I, bascd on the detachment assumption, can simulate better than Moddll does. This may be an experimental proof for the concept of detachment which is now agreed by most of the researchers. The ultimate specihc deposit was estimated experimentally for diferent filtration velocities to give a qualiative justification on the applicabiliry range of the proposed rnodels.
    本文簡單的介紹兩種可描述全程過濾的數學模式,並以實驗測試之,此二種模式乃根據不同的理論假設而發展出來的。模式I的觀念乃是根據其沈降的顆粒仍可能脫離的假設,顆粒脫離( detachment)的程度假設和水力程度及沈降在濾料上的顆粒數成正比,模式II的觀念別在於假設懸浮顆粒可沈降在濾粒上的位置有其最大限值。本文發現模式I對過濾的模擬比模式Ⅱ來的好。這也許是脫離理論的一個實驗上的證明。 (脫離理論現已為絕大多數的學者所肯定)
    Relation: 嘉南學報 16: 頁A21-A30 轉載 Water Research 23(11) : p.1413-1421 (1989)
    Appears in Collections:[Chna Nan Annual Bulletin] Vol.16 (1990)
    [Dept. of Environmental Engineering and Science (including master's program)] Periodical Articles

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