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The determination of the pore distribution and the consideration of methods leading to the prediction of retention characteristics of membrane filters.

机译:孔分布的确定和导致膜过滤器保留特性预测的方法的考虑。

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The new method described in this paper for the determination of the pore size distribution of a membrane microfilter is based upon the solution of the integral flow equation for the pore distribution function. A computer program evaluates the flow test data and calculates the numerical pore distribution, water-flow distribution, air-flow distribution and capillary area distribution, as a function of the pore size.;The gas flow laws, in the range of Knudsen and Reynolds numbers encountered in this testing, were examined and verified by flow testing over the entire range of flow rates. A general equation of gas flow for low Reynolds numbers was written which was found accurate over the entire range of Knudsen numbers. An excellent correlation between the gas flow theory and the measured responses was found.;The reflectivity factor was found to remain constant over the range of Knudsen numbers tested. By analysis of the flow versus average pressure, a value of the hydrodynamic pore size and effective capillary length could be obtained. Applying this capillary length to the distribution analysis offers a method of scaling the numbers of pores found so that a direct comparison between membranes under test is possible.;The retention mechanism of the membrane filter was evaluated using E. coli and styrene latexes. No appreciable adsorption could be demonstrated with these particles. By testing the membranes well beyond the point of bacterial passage, (the retention being measured by the titer reduction) a linear response between the logarithm of the titer reduction and the number of particles challenging the filter was observed. A similar response was found when one layer of membrane was analyzed for sieve retention.;A model of a membrane filter was proposed as a collection of sieves in series, all having the same pore distribution. The mechanism of retention is purely mechanical with adsorption having no significant role. Using the distribution of the pores, and the flow distribution, a method of predicting the retention of the membrane was suggested.
机译:本文介绍的用于确定膜微过滤器孔径分布的新方法是基于孔径分布函数的积分流方程的解。计算机程序评估流量测试数据,并计算数值孔径分布,水流量分布,空气流量分布和毛细管面积分布,作为孔径的函数。;气体流量定律,在Knudsen和Reynolds范围内在整个流量范围内,通过流量测试来检查和验证在此测试中遇到的数量。写下了低雷诺数的气体流动的一般方程,发现该方程在整个克努森数范围内都是准确的。气体流量理论与测得的响应之间存在极好的相关性;反射系数在所测试的努森数范围内保持恒定。通过分析流量与平均压力的关系,可以获得流体动力学孔径和有效毛细管长度的值。将此毛细管长度应用于分布分析提供了一种缩放发现的孔数量的方法,从而可以在被测膜之间进行直接比较。;使用大肠杆菌和苯乙烯乳胶评估了膜过滤器的保留机理。这些颗粒没有显示出明显的吸附。通过远远超过细菌通过点的测试膜(通过滴定度降低来测量保留率),可以观察到滴度降低的对数与挑战过滤器的颗粒数量之间的线性响应。当分析一层膜的筛子保留时,发现了相似的响应。提出了一种膜过滤器模型作为一系列筛子的集合,所有筛子具有相同的孔分布。保留的机理是纯机械的,吸附作用不大。利用孔的分布和流量分布,提出了一种预测膜保留的方法。

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