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粉尘污染治理

·弹匣式集尘机(横)

·弹匣式集尘机(立)

·布袋式集尘机

·旋风集尘机

·填料洗涤塔

·旋流板洗涤塔

·单机集尘机

·下吸式工作台

·除尘器工作站

·防爆型集尘机

·中央清扫系统(HV)

·高负压集尘系统

·空气过滤器

·袋进袋出

有机废气(VOC)治理

·蓄热式氧化炉(RTO)

·沸石转轮吸附+RTO/CO

·催化氧化炉(CO)

·蓄热式催化氧化炉(RCO)

·活性炭吸附+回收

·活性炭吸附+催化燃烧

酸碱废气治理

·逆流式洗涤塔

·卧式洗涤塔

·酸碱吸附塔

·化学过滤器

噪音污染治理

·噪音治理_网上官方赌场下注

粉尘爆炸防护

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·泄爆片

·无焰泄放

·火花探测和熄灭系统

·粉尘抑爆与隔离系统

·中断(换向)阀

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·镀锌螺旋管道

·模组式管道

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工业吸尘器

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备品备件

·除尘滤筒

·褶式长滤筒

·扁平打褶滤芯

·除尘布袋

·除尘脉冲清灰配件

·压差表(变送器)

·粉位(液位)计

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< id="about_right"> < id="about_right_bt">活性炭吸附+催化燃烧 < id="about_right_nr">

活性炭吸附+催化燃烧

< class="news_info">日期:2017-11-9 17:57:45 人气:13054 < id="art_content">

系统综述

吸附浓缩是我公司自主研发的新一代VOCs处理设备,是将吸附浓缩单元和热氧化单元有机地结合起来的一种方法,主要针对大风量、低浓度的有机废气,经吸附净化并脱附后转换成小风量、高浓度的有机废气,对其进行热氧化处理,并将有机物燃烧释放的热量有效利用。
吸附浓缩的主要产品:分子筛吸附浓缩、蜂窝活性炭吸附浓缩、活性炭纤维吸附浓缩;


工艺原理

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" 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大风量、低浓度有机废气通入活性炭吸附床,与蜂窝状活性炭充分接触,净化,并脱附再生后转换成小风量、高浓度的有机废气被送往催化燃烧床进行氧化,在280℃以上时有机物被氧化分解成二氧化碳、水等无害气体。燃烧后的热废气通过热交换器加热冷空气,热交换后降温的气体部分排放,部分用于蜂窝状活性炭的脱附再生,达到废热利用和节能的目的。


技术特点

1、技术优势
采用吸附性能好、气流阻力小的蜂窝活性炭,吸附床气流层分布均匀稳定、压降小。不仅满足吸附净化要求,而且使吸附装置小型化、阻力低,用中低压风机就能满足排风要求,降低能耗和噪音污染。
2、核心材料
蜂窝活性炭,耐水性好、强度高、吸附容量大;拥有国际先进的比表面积及全孔分析仪,可对吸附材料性能分析,确保产品质量稳定可靠。


适用范围

<>①适合涂料、涂装、印刷、电子、电池、隔膜等行业。
②适用常规有机物,不适用酮、脂等易氧化类有机物,因吸附材料易燃,存在风险。

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