Anonymous 发表于 2023-11-24 08:23

吸风系统及风量计算表


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


(1)集气罩应尽可能将污染源包围起来,或靠近污染源,使污染物的扩散限制在最小的范围内,并防止或减少横向气流的干扰,这样就可以在获得足够集气速度的情况下,减少集气量。
(2)集气罩的吸气方向尽可能与污染气流运动方向一致,充分利用污染气流的动能。
(3)在保证控制污染源的条件下,尽量减少集气罩的开口面积或加法兰边,使其集气量最小。
(4)外部集气罩的轴线应与污染物散发的轴线相重合。罩口面积之比最大为16:1;喇叭口罩长度宜取风管直径的3倍,以保证罩口均匀集气,若达不到均匀集气时,可设多个集气口,或在集气罩内设分隔板、挡板等。
(5)不允许集气罩的气流先经过人的呼吸区,再进入罩内。气流流程内不应有障碍物。
(6)设计时要充分考虑工作人员的位置和活动范围,集气罩的结构不应妨碍工人操作和设备检修。


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Aranter 发表于 2023-11-30 16:01

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202063620 发表于 2023-12-10 17:01

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学习一下:):):):)

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谢谢楼主分享,学习一下

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谢谢楼主分享,学习一下
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