常规工业废水循环流程及处理方法
常规工业废水循环流程
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
化学法处理污水需要大量使用药剂(含国家管制类化学药剂:如浓硫酸等),并会造成大量高含水量的污泥产生;
膜处理法由于膜对高油/污含量的污水敏感,一般必须与化学法结合使用,膜衰减快,维保费用高,并且会产生大量高水含量的浓缩物及反洗水;
化学法或膜处理法与蒸馏工艺相比,尽管得到的水外观上都清澈洁净,但由于过多药剂的引入,造成水提纯不确定性加大,基本无法满足工业级回用的要求;
由于各加工产生废水的组分复杂,未对蒸发后的污水进行详细的工况分析,随意回用可能会导致众多不良后续影响。
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