mtfukankan 发表于 2024-7-23 15:13:21

一体化污水处理工艺流程

  一体化污水处理工艺是一种将多个污水处理单元集成在一个系统中的处理方式,它通过物理、化学和生物处理方法综合去除污水中的污染物。以下是一体化污水处理工艺的基本流程:
  1、预处理:预处理阶段主要包括格栅除污、沉砂池和调节池等步骤,用于去除污水中的大颗粒杂质、悬浮物和部分溶解性有机物,为后续的生化处理提供良好的条件。
  2、生化处理:生化处理是通过微生物的新陈代谢作用将污水中的有机物转化为稳定的无害物质。常用的生化处理技术有活性污泥法、生物膜法和厌氧生物处理等。
  3、二次沉淀:二次沉淀是为了去除生化处理后剩余的悬浮物和微小颗粒物,以提高出水水质。
  4、深度处理:深度处理是进一步去除预处理和生化处理后剩余的微量污染物,如磷、氮、重金属等,常用的技术包括吸附、离子交换、膜分离等。
  5、消毒:消毒处理是为了杀灭污水中的病原微生物,确保排放水质的卫生安全,常用的消毒方法有氯消毒、紫外线消毒等。
  6、污泥处理:污泥处理包括污泥的浓缩、稳定和脱水,以减少污泥体积并提高其稳定性,好氧消化是常用的污泥稳定处理方法。
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
https://picture-search.tiangong.cn/image/thumb/89700b5396fe6531b2d29bd4b5013853.jpg
  典型工艺流程示例:
  一种典型的一体化污水处理工艺流程可能包括以下步骤:
  1、污水首先通过格栅去除大颗粒杂质。
  2、接着进入调节池,以平衡水质和水量。
  3、经过调节后的污水流入生物处理单元,如生物接触氧化池或生物滤池,进行有机物的降解。
  4、生物处理后的污水进入二沉池进行固液分离。
  5、二沉池出水可能需要进一步通过过滤和消毒处理,以达到排放标准。
  6、处理过程中产生的污泥被收集并进行相应的处理。
  7、这个流程可以根据具体的污水成分和处理要求进行调整和优化。

kka096 发表于 2024-9-12 00:01:54

很实用的技巧,我会去试一试。

9549872677 发表于 昨天 09:12

楼主的帖子真是受益匪浅,谢谢!

牛爷爷 发表于 昨天 16:16

信息量大,是用心整理的,感谢!
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