首页> 外文会议>International Conference on Separation Science and Technology(ICSST'2007); 20071014-16; Beijing(CN) >Blocking filtration model of microfiltration membrane separation for non-Newtonian fluid solution
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Blocking filtration model of microfiltration membrane separation for non-Newtonian fluid solution

机译:非牛顿流体溶液微滤膜分离的阻塞过滤模型

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Microfiltration (MF) mechanism for non-Newtonian fluid solution is one of the key problems to be resolved in membrane filtration process. To depict the mathematic model of MF rate variation for non-Newtonian fluid solution, Darcy equation was extended to non-Newtonian fluid solution and the basic membrane filtration equation was established. MF rate variation for non-Newtonian fluid based on Darcy equation was derived by introducing the blocking filtration constant. Under the constant pressure, three kinds of MF flat membranes (sulfonated polyethersulfone MF, SPES, 0.45 μ m; cellulose acetate MF, CA, 0.22 μ m and polyamid MF ,PA, 0.22 μ m) were used for the filtration test and the on-line diagnoses of the time dependences of MF rate and the filtrate mass have been carried out to characterize the above model. Experimental results show that the measurement data fit well with the established mathematic model. The MF rate variation rule suggested in this paper could be used for the study on fine filtration including MF together with the conventional fine filtration theory for non-Newtonian fluid based on Poiseuilles equation.
机译:非牛顿流体溶液的微滤(MF)机理是膜过滤过程中要解决的关键问题之一。为了描述非牛顿流体溶液中MF速率变化的数学模型,将Darcy方程式扩展到非牛顿流体溶液中,并建立了基本的膜过滤方程式。通过引入阻塞过滤常数,得出基于达西方程的非牛顿流体的MF率变化。在恒压下,使用三种MF平板膜(磺化聚醚砜MF,SPES,0.45μm;醋酸纤维素MF,CA,0.22μm和聚酰胺MF,PA,0.22μm)进行过滤测试,并在已经对MF速率和滤液质量的时间依赖性进行了在线诊断以表征上述模型。实验结果表明,测量数据与所建立的数学模型吻合良好。本文提出的MF速率变化规律可与基于Poiseuilles方程的非牛顿流体常规精细过滤理论一起用于包括MF在内的精细过滤研究。

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