江门仪器 发表于 2026-1-28 10:43:14

搅拌设备的使用和分类\按搅拌目的可分为\基本结构 -新都工业区

       搅拌设备的使用和分类\按搅拌目的可分为\基本结构 -新都工业区 搅拌设备的用途 在水处理过程中,混合设备主要用于溶解、稀释、混合反应和添加混凝剂或助凝剂。 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搅拌设备分类 按搅拌功能分:搅拌设备、搅拌设备、悬浮搅拌设备、分散搅拌设备等。 按搅拌方式:机械搅拌设备、液压搅拌设备、气体搅拌设备、磁力搅拌设备等 按搅拌目的可分为:溶解搅拌设备、搅拌搅拌设备、絮凝搅拌设备、澄清搅拌设备、消化池及水下搅拌设备等。 根据液体的循环流动形式,可分为轴流式搅拌器和径流式搅拌器。 搅拌设备的基本结构和工作原理 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 基本结构:主要由搅拌器、传动装置和搅拌轴系统组成。 工作原理:处理工艺对搅拌的要求可分为四种:搅拌、搅拌、悬浮和分散。 (1) 混合是将不同比重和粘度的物质在水中混合均匀; (2) 搅拌是通过搅拌使混合物强烈流动,从而提高传热传质速率; (3) 悬浮是将原来静止的、能在水体中沉淀的固体颗粒或液滴通过搅拌悬浮在水体中; (4) 分散是通过搅拌分散水中的气体、液体或固体,增加不同相的接触面积,加速传热传质过程。总之,搅拌的目的是传递能量。 搅拌器的形式和结构 桨式搅拌器:平折桨式搅拌器结构简单。桨叶通常由扁钢制成。当力量不够时,他们需要加强。单面加劲肋效果良好。 (1) 分类:平叶片桨式搅拌器和折叠式叶片桨式搅拌器 (2) 特点:转速低,对粘度敏感,叶片不宜过长。 (3) 用途:适用于低粘度液体。主要用于溶解和混合化学品。 推进式搅拌器:一般由铸铁和铸钢制成,有时焊接而成。 (1) 特点:以容积循环为主,循环率高,剪切效果小,上下翻转效果好。 (2) 用途:化学溶解和悬浮操作。 涡轮搅拌器 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(1) 分类:开式、圆盘式、平刃、弯刃、折刃 (2) 特点:能使液体由垂直运动均匀地向水平运动转变,从涡轮流出的高速液体沿切线方向分散,使整个液体剧烈搅拌。 (3) 用途:搅拌器广泛用于快速溶解和乳化 其他类型的搅拌器和其他类型的搅拌器包括框架式、螺旋带式、锚定式、螺杆式等,此处不作说明。 搅拌机配件 搅拌器的附件主要是挡板或导管。其原因是当搅拌器转速较高时,容易产生涡流,影响搅拌效果。液体的剧烈旋转与漩涡效应相结合,对搅拌轴产生影响,从而影响搅拌器的使用寿命。 传输 主要由电机、减速机、机架组成: (1) 电动机 (2) 减速机:减速机主要有四种:三角带减速机、二级齿轮减速机、摆线针轮减速机和谐波减速机。在水处理过程中,常采用摆线针轮减速机。其特点:结构紧凑、体积小、重量轻、效率高、减速比大、使用寿命长、故障少、过载能力强、抗冲击能力强。特别适用于频繁起动和正反转的场合。 搅拌轴 (1) 功能:主要用于固定搅拌器,从减速机输出轴获取动力。当驱动搅拌器旋转时,它将动力传递给搅拌器,以克服其旋转过程中遇到的阻力耦合力矩,并在流体上工作。 (2) 组成:搅拌轴主要分为轴颈(支撑部分)、轴头(安装部分)、轴体(杆件)。 (3) 轴端结构分类: ① 法兰连接轴端结构。 ② 卡箍式联轴器的轴端结构。 ③ 推进式搅拌器的轴端结构联轴器。 (4) 功能:将两个独立轴连接牢固,传递旋转运动和动力 成都搅拌设备
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查看完整版本: 搅拌设备的使用和分类\按搅拌目的可分为\基本结构 -新都工业区