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袋式除尘器的过滤材料有什么特性 -成都袋式除尘器
文章来源:管理员 添加时间:2020/3/20 11:10:21
<span style="background-color:#00D5FF;">袋式除尘器的过滤材料有什么特性</span><br />
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<span style="background-color:#00D5FF;">我公司</span><a href="http://www.scrcjx.com/Aspx/product_view.aspx?id=71" target="_blank"><span style="color:#E53333;background-color:#00D5FF;">袋式除尘器</span></a><span style="background-color:#00D5FF;">的除尘方式是选择滤料类型的另一个主要因素。对于不同除尘方式的袋式除尘器,由于滤袋除尘能量和变形特性的差异,选择不同结构类型的滤料是合适的。</span>
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<img class="resource-image-view" alt="Image from http://www.scrcjx.com/images/mcccq.jpg" 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" />
</p>
<span style="background-color:#00D5FF;">A.机械振动袋式过滤器是一种袋式过滤器,使用机械装置振动滤袋并去除灰尘。这种类型的集尘器的特点是施加到灰尘层的动能更少,次数更多。</span><br />
<span style="background-color:#00D5FF;">B.分室反吹袋式过滤器采用分室结构,利用阀门从一个房间切换到另一个房间,形成一个反向气流反吹的袋式过滤器,使滤袋收缩或膨胀以去除灰尘。本产品属于低动能除尘类型,分室反吹袋式除尘有内过滤和外过滤,过滤材料的选择没有区别。</span><br />
<span style="background-color:#00D5FF;">C.振动反吹袋式除尘器是指具有振动和反向气流双重除尘效果的袋式除尘器。振动使灰尘饼变松,反向气流使灰尘离开。这两种方法是共同的,提高了除尘效果,特别是对细小的粘性粉尘。这种袋式过滤器的过滤材料选择标准与分室反吹袋式过滤器基本相同,主要选择缎纹(或斜纹)编织过滤材料。</span><br />
<span style="background-color:#00D5FF;">D.喷嘴反吹袋式除尘器使用风扇作为反吹除尘动力。在集尘器的过滤形式中,通过移动喷嘴顺序吹动过滤袋以形成强烈的反向气流。用于清洗滤袋的袋式过滤器属于中等动能型。</span><br />
<p>
<img class="resource-image-view" alt="Image from http://www.scrcjx.com/images/cover/2014071815192850.jpg" 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/><span style="background-color:#00D5FF;"></span>
</p>
<span style="background-color:#00D5FF;">下面简要介绍在选择强磨损性粉尘周围的过滤材料时应注意的几点:</span><br />
<span style="background-color:#00D5FF;">A.针刺应该用于增强毡估计中纤维之间的交联。缎纹织物是织物中最好的,织物表面拉毛也是提高耐磨性的一种方法。然而,毛毡、缎面织物和绒毛过滤材料会增加电阻值。</span><br />
<span style="background-color:#00D5FF;">B.耐磨性也可以通过后处理来提高,例如普通过滤材料的表面涂覆和袋式过滤器的压延。关于玻璃纤维过滤材料、硅油、石墨和聚四氟乙烯基树脂的处理,可以提高耐磨性和耐折性。然而,当涂膜过滤材料在强磨损的工作条件下使用时,膜会过早磨损,从而失去涂膜效果。</span><br />
<span style="background-color:#00D5FF;">化学纤维优于玻璃纤维,膨胀玻璃纤维优于普通玻璃纤维,细、短、卷曲纤维优于粗、长、光滑纤维。我希望以上的解释能帮助每个人。如果你想知道更多,请联系我们。</span><br />
<li><a href="http://www.scrcjx.com/" >成都袋式除尘器</a></li>
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