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Significance and determination of fraction of non-separable particles of impurities in water purification

机译:净水中不可分离的杂质颗粒的分数的测定及意义

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摘要

The method to determine the quantity of non-separable particles in water, together with the calculations for the determination of the conditions of centrifugation under which the quantity of the non-separable particles can be determined, are dealt with in this paper. It is shown that for the determination of the quantity of non-separable particles it is beneficial to replace sedimentation in a gravity field with sedimentation in a centrifugal field. Reduction in the quantity of non-separable particles is characterised by the degree of destabilisation delta, which is proportional to the efficiency of the purification process. The development of separable aggregates is characterised by the degree of aggregation alpha(A) which is proportional to the aggregation and separation efficiency of the system. The degree of destabilisation delta corresponds to the collision frequency factor alpha(P) in the Smoluchowski equation for the perikinetic coagulation. The degree of aggregation alpha(A) corresponds to the collision frequency factor alpha(O) in the Smoluchowski equation for orthokinetic coagulation.
机译:本文讨论了确定水中不可分离颗粒数量的方法,以及用于确定可确定不可分离颗粒数量的离心条件的计算。结果表明,对于确定不可分离的颗粒的数量,用重力场中的沉降代替重力场中的沉降是有利的。不可分离颗粒的数量减少的特征在于不稳定程度的变化程度,它与纯化过程的效率成正比。可分离聚集体的发展以聚集度α(A)为特征,聚集度α(A)与系统的聚集和分离效率成正比。不稳定程度的变化程度对应于Smoluchowski方程中用于运动凝结的碰撞频率因子alpha(P)。聚集度alpha(A)对应于Smoluchowski方程中用于原动力凝结的碰撞频率因子alpha(O)。

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