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什么是水锤效应?

西安迈达环保
发布时间:2024-05-04
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01.水锤效应

在带压管道系统中,由于某些外部原因(如阀门的突然开启或关闭、水泵机组的启动或停止等),水流流速突然发生变化,从而引起压力升高和急剧下降。就是水锤,或者水锤效应。水锤使压力波动很大,会引起管道强烈振动,产生噪声,还会损坏一些设备和管件。

如果系统设计不当,管路较小,产生的水锤会引起管路的强烈振动,产生较大的冲击,可能对系统的管路、管件和设备造成损坏。

如果循环水泵的扬程过高,在启动水锤的冲击下,有时砂缸会像气球一样膨胀甚至爆裂。

如果游泳池与机房的高差较大,开关水泵和阀门也会造成水锤,损坏系统的设备和管道阀门。因此,有效预防水锤也是实现设备安全的主要因素。

解决办法:止回阀:依靠液体本身的流动,自动开启或关闭密封挡板,从而形成液体的单向流动状态。管道中的水倒流,因为水不能倒流,不产生动能,防止了水锤的发生,有效保护游泳池水处理设备的安全。

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" alt="止回阀" width="471" height="317" title="止回阀" align="" />

02.泳池设备和运行中的设备安全

2.1 压力探头

上文阐述了由负压真空探头构成的保障人身安全的真空负压断电系统和破真空泄压安全装置,以下介绍的压力探头是保障设备安全的有效措施。

人们在过滤砂缸的反冲洗等操作中、在关停系统中某个功能的设备时、在设备检修维护中,有时会出现阀门误操作的现象,不该关闭的阀门给关上了,或者是阀门、管件、管道出现了故障被堵塞了,这些都会使系统的压力急剧增大而使循环水泵、过滤砂缸、管阀等设备爆裂。如果在循环水泵出水口处安装了压力探头,当系统压力达到一定限度时,循环水泵的电源就会自动切断,从而保证了设备的安全。

2.2 不同高差的处理方式

对于当游泳池与机房高差约5米的正常压力循环过滤系统、当游泳池与机房高差约10米的负压力过滤系统或重力过滤系统、当游泳池与机房高差约20米的重力循环过滤系统这三种情况做了探讨,研究游泳池与机房位置不同高差时泳池水泵的选择,也是解决游泳池设备安全的方法。

2.2.1正常落差约5米时的压力过滤系统

有压管路系统中水击现象(水锤效应)及其复杂,在游泳池工程实践中,为了使问题简化,本文只探讨由于开启水泵所造成水锤的情况,而且对于水力学的原理和计算,本文只做描述和简化的统计,不做精确的量化分析。

有一高档酒店,如果游泳池与机房的落差只有一个层高(约5米),可以采用上图所示的循环过滤系统,当然可以把池壁给水改成池底给水,这就变成标准的逆流式循环方式。而在实际工程中,当有时做成池底给水有困难或做不到时,就可采用球型缩口的池壁给水,也会具有很好的过滤效果和水质。当然均衡水箱也可以做在泳池旁边与池体等高。

砂缸水泵案例

如果按照技术标准和规范设计,选用的管道尺寸、砂缸大小、水泵扬程流量等都符合标准,系统在过滤砂缸初始过滤的运行状态下,一般来说,泵前的真空表的读数小于-0.2bar,泵后的压力表约0.8—1bar,过滤砂缸上的压力表的读数与泵后压力表读数很接近。当过滤砂缸上的压力表的读数到1.2—1.3bar时,就要对过滤砂缸进行反冲洗,反冲洗前过滤砂缸zui大压力不得超过1.5bar。在反冲洗前正常压力时,系统的压头小于15米,因此循环过滤水泵的扬程选在15米是比较合适的。

如果选用的循环水泵扬程是15米,在循环水泵启动时不到1秒钟的时间里,马达即可从静止状态加速到额定转速,如果只考虑系统的摩擦力,此时所克服的静摩擦就是动摩擦的3倍,即1.5bar×3=4.5bar。这个压力就是压力过滤器的静压测试压力。由于水流的瞬时冲击,就造成了水泵的启动水锤,但它不超过过滤砂缸的耐压限度。

这是落差为5米时的情况,此时的静压约为0.5bar,所以在压力表读数所反映才系统总的压头里也应该包括了这个数值,也可以把此时的静压忽略不计。

2.2.2大落差时对过滤系统的特殊处理

如果泳池到机房的落差很大时,水的静压也就不能忽略了,管道加长后水击的风险相应加大,以下探讨落差约为10米的负压过滤系统和落差约为20米的重力过滤系统,以防止水泵启动水锤的水击现象。

(1) 落差约10米的负压过滤系统

如果泳池到机房的落差为10米时,由于管道长度增加了很多,沿程阻力和局部阻力也要相应增大,此时的静压也增加为1bar,如果采用上述的压力过滤系统和同样的水泵,在循环水泵启动时不到1秒钟的时间里,由于水流水压的瞬时冲击,就造成了循环水泵更大的启动水锤,如果还采用压力过滤的循环过滤系统,过滤砂缸、泵体和管件常常会被水击而损坏。

此时可以采用石英砂过滤器的负压过滤系统。这样可以减少对砂缸的水击现象,对过滤砂缸起到一定的保护作用。

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