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粉尘污染治理

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·催化氧化炉(CO)

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·活性炭吸附+回收

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< id="about_right"> < id="about_right_bt">活性炭吸附+回收 < id="about_right_nr">

活性炭吸附+回收

< class="news_info">日期:2017-11-9 17:52:32 人气:12103 < id="art_content">

系统综述

吸附回收主要是利用吸附材料将废气中的有机溶剂吸附下来,并脱附回收利用有机溶剂的方法。
在有机废气治理工艺中,吸附是处理效果好、使用较广的方法之一。吸附剂有活性炭、硅藻土、沸石等,其中活性炭吸附应用最多。通过吸附系统,不仅可以使废气中VOCs浓度大大降低,实现废气达标排放,而且吸附后通过解吸,收集物可回用于生产,实现物料的循环利用,减少物料消耗。

工艺原理

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" 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吸附:含VOCs的废气穿过吸附剂床层,VOCs被吸附在吸附剂的微孔结构中,干净的气体则排入大气。
脱附:吸附剂吸附饱和后,失去吸附性能,需要对其脱附再生,主要利用热源将吸附质气化,然后被载体携带出。
吹扫:吸附质在加热气化过程中,吸附剂也相应的被加热,低温有利于吸附的进行,因此需要降低吸附剂的温度。

技术核心

1、技术优势
吸附剂使用量大,吸附容量大;
切换时间长;
吸附剂价格便宜;
吸附、脱附速率慢;
吸附阻力小;
适宜变压操作。
2、核心材料
颗粒活性炭(≤2nm微孔孔容≥90%),性能好
①比表面积达800㎡/g,微中孔都有分布;吸附量大;
②系统阻力小,价格相对较低;可实现真空脱附;
③生产工艺成熟,足够的热稳定性及化学稳定性;
④良好的机械强度和再生性能;
⑤根据VOCs种类不同,可匹配生产类型不同或同类型但孔径不同的吸附材料,保证VOCs的净化效率。

适用范围

制药、涂布、涂装、高强高模聚乙烯(PE纤维及隔膜)、半导体、高分子材料、包装印刷、制革(超细纤维)、石油化工等。



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