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SKL-GT新型特种耐高温耐磨损脱硝喷枪

发布时间:2020-08-31

SKL-GT新型特种耐高温耐磨损喷枪

这款喷枪采用的是310S材质,脱硝喷枪长度一般是900mm,依现场情况可定制,采用前液后气尾部混合器,尾部混合器第一物化,枪管内实现第二次雾化,雾化颗粒70-120um,二次物化使雾化颗粒更精细,即使枪头受损,仍保持良好的效果,避免喷出的液体损坏炉体。雾化形式分扇形和锥形,雾场角度可调节范围30-120°,较佳流量范围30-300L/h,可满足各种工况环境的需要。气相压力范围0.2-0.8Mpa,液相压力范围0.2-0.8Mpa,喷射距离可达到800-6000mm,喷射距离远且覆盖面积大,为企业节省氨水用量10%-30%左右。喷枪采用气助式双流体结构,不需要借助冷却风保护,减少空气压缩机耗电量,为企业节省运行成本。喷嘴与枪体采用螺纹连接,喷枪可使用快接或者法兰连接,使喷枪与喷嘴更改更便捷。这款喷枪位置水平烟道,温度为950°左右这款带涂层保护套的喷枪一般适用于循环流化床锅炉。

循环流化床锅炉75T安装:4

循环流化床锅炉120T安装:6

循环流化床锅炉180T安装:8

循环流化床锅炉220T安装:12

注:如此款喷枪没有达到预期的效果原因如下:

  1. 温度是否合适

  2. 覆盖面积是否完全

  3. 雾化颗粒是否均匀

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

    这幅图的后面混合器是错误的。应该是前液后气

     

     

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