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href="gzz.asp?ID=21">成果转化</a></p> <p class="s2 "><a href="js.asp?Class_ID=5">技术资料</a></p> </div> </div> <div class="pageright"> <p class="righttitle">懂球帝平台APP下载 > 技术中心 > 研究课题</p> <div class="pageconbox"> <p class="pagearttitle">敞开式循环水系统的特点</p> <p class="tc f12">发表日期：2017/4/26 22:14:54 来源：碧水科技</p> <div class="con pt20"> <p class="ti3"><p style="text-align:center;text-indent:24pt;"> <span style="font-size:24px;line-height:150%;font-family:宋体;"><span style="font-size:24px;"><strong>敞开式循环水系统的特点</strong></span></span> </p> <p style="text-align:center;text-indent:24pt;"> <span style="font-size:24px;line-height:150%;font-family:宋体;"><span style="font-size:24px;"><strong><br /> </strong></span></span> </p> <p style="text-align:left;text-indent:24pt;"> <span style="line-height:150%;"> <span style="font-family:宋体;font-size:18px;">敞开式循环水系统是冷却水通过敞开式蒸发、对流而得到冷却懂球帝平台APP下载，</span><span style="font-family:宋体;font-size:18px;">系统中的</span><span style="font-family:宋体;font-size:18px;">冷却水可以循环使用懂球帝平台APP下载，直至被浓缩到一定的浓缩倍数后再行排放的冷却水系统，降低水的用量，节约用水懂球帝平台APP下载，尤其在北方等缺水地区更为适合懂球帝平台APP下载懂球帝平台APP下载，但浓缩后的冷却水容易引起系统的腐蚀懂球帝平台APP下载、结垢</span></span><span style="line-height:150%;font-family:宋体;font-size:18px;">敞开式循环水系统是冷却水通过敞开式蒸发懂球帝平台APP下载懂球帝平台APP下载、对流而得到冷却，系统中的冷</span><span style="line-height:150%;font-family:宋体;font-size:18px;">、沉积和微生物生长懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，就需要投加一定量的阻垢剂和缓蚀剂来控制系统中的腐蚀和结垢现象懂球帝平台APP下载懂球帝平台APP下载。</span> </p> <p style="text-align:left;text-indent:24pt;"> <span> </span><span style="font-size:18px;font-family:宋体;line-height:150%;">由于循环水在运行过程中不断的浓缩，溶解氧和二氧化碳含量也随之产生改变懂球帝平台APP下载，导致水质发生较大变化，大致情况如下：</span> </p> <p> <span style="line-height:150%;font-family:SimSun;font-size:18px;"><span style="font-size:18px;font-family:SimSun;"><strong> 一懂球帝平台APP下载懂球帝平台APP下载、循环水水质变化的分析</strong></span></span> </p> <p style="text-indent:0px;"> <span style="font-family:SimSun;font-size:18px;line-height:150%;"><strong> 1．水中各离子增加</strong></span> </p> <p style="text-indent:0px;"> <span> </span><span style="font-family:SimSun;font-size:18px;line-height:150%;">循环冷却水对外热交换懂球帝平台APP下载懂球帝平台APP下载，主要通过在冷却塔中蒸发来降低循环水温度懂球帝平台APP下载。大量蒸汽进入大气中，水中各种离子和杂质却逐渐集聚在系统水中懂球帝平台APP下载，随着不断的浓缩懂球帝平台APP下载懂球帝平台APP下载，各种离子和杂质含量逐渐增高而导致设备结垢和腐蚀。</span> </p> <p style="text-indent:24pt;"> <strong><span style="font-family:SimSun;font-size:18px;">2．溶解氧增加</span></strong> </p> <p style="text-indent:24pt;"> <span style="font-family:SimSun;font-size:18px;line-height:150%;">冷却塔中循环水与由下而上的空气在填料表面充分接触懂球帝平台APP下载，空气带走热量的同时懂球帝平台APP下载，氧气极其饱和的溶入水中懂球帝平台APP下载，当含有处于饱和状态溶解氧的冷却水进入系统懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载。温度升高，氧溶解度下降懂球帝平台APP下载，水中溶解氧达到过饱和状态，其在金属表面去极化作用增强懂球帝平台APP下载，腐蚀加速懂球帝平台APP下载懂球帝平台APP下载，其反应如下：</span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> 1/2 O</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">+H</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">O+2e</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;">2OH</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> Fe</span><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;">Fe</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">2+</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;">+2e</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> Fe</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">2+</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;">+2OH</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;">Fe(OH)</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> </span> </p> <p style="text-indent:10pt;"> <span> <strong><span style="font-size:18px;">3．循环水中CO</span></strong></span><span style="line-height:150%;font-size:18px;"><sub><strong>2</strong></sub></span><span style="line-height:150%;font-size:18px;"><strong>脱除</strong></span> </p> <p style="text-indent:13.3333px;"> <span style="font-size:12pt;"><span style="font-size:18px;"><span style="line-height:27px;"><b> </b></span><span><span style="line-height:150%;">空气中</span></span></span><span style="font-family:宋体;line-height:150%;font-size:18px;">CO</span></span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:12pt;"><span style="font-size:18px;">含量只占空气的</span><span style="font-size:18px;">0.03%左右懂球帝平台APP下载懂球帝平台APP下载，由于CO</span></span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;"><sup>2-</sup></span><span style="line-height:150%;font-family:宋体;font-size:12pt;"><span style="font-size:18px;">和与空气中的二氧化碳之间产生分压差懂球帝平台APP下载懂球帝平台APP下载，当冷却水与空气充分接触时，水中的</span><span style="font-size:18px;">HCO</span></span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup><span style="line-height:150%;font-family:宋体;font-size:12pt;"><span style="font-size:18px;">就会转变</span><span style="font-size:18px;">CO</span></span><span style="line-height:150%;font-family:宋体;font-size:18px;"><sub>3</sub></span><span style="line-height:150%;font-family:宋体;font-size:18px;"><sup>2-</sup></span><span style="line-height:150%;font-family:宋体;font-size:12pt;"><span style="font-size:18px;">，</span><span style="font-size:18px;">CO</span></span><span style="line-height:150%;font-family:宋体;font-size:18px;"><sub>2</sub></span><span style="line-height:150%;font-family:宋体;font-size:18px;">被提逸入空气中，结垢趋势增加懂球帝平台APP下载，即：</span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> Ca(HCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">)</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> C</span><span style="line-height:150%;font-family:宋体;font-size:18px;">a</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">2+</span></sup><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;"> </span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;">+ 2HCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> CaCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">↓ </span><span style="line-height:150%;font-family:宋体;font-size:18px;">+</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">CO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">↑ </span><span style="line-height:150%;font-family:宋体;font-size:18px;">+</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">H</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">O</span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> Mg(HCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">)</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> Mg</span><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">2+</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;"> + 2HCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><sup><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:super;">-</span></sup><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">→</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> MgCO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">3</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">↓ </span><span style="line-height:150%;font-family:宋体;font-size:18px;">+</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">CO</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">↑ </span><span style="line-height:150%;font-family:宋体;font-size:18px;">+</span><span style="line-height:150%;font-family:宋体;font-size:18px;"> </span><span style="line-height:150%;font-family:宋体;font-size:18px;">H</span><sub><span style="line-height:150%;font-family:宋体;font-size:18px;vertical-align:sub;">2</span></sub><span style="line-height:150%;font-family:宋体;font-size:18px;">O</span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><br /> </span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><strong> 4．微生物繁衍</strong></span> </p> <p style="text-indent:13.3333px;"> <span> </span><span style="font-family:宋体;line-height:150%;font-size:18px;">冷却塔也可称之为空气的</span><span style="font-family:宋体;line-height:150%;font-size:18px;">“高效洗涤塔”懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，当空气与水充分接触时懂球帝平台APP下载懂球帝平台APP下载，空气中的灰尘懂球帝平台APP下载懂球帝平台APP下载、细菌孢子懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载、植物绒毛都进入了系统；同时由于冷水塔周围适宜温度和湿度懂球帝平台APP下载，适合细菌生长懂球帝平台APP下载懂球帝平台APP下载；浓缩后的循环水中丰富营养源懂球帝平台APP下载，这些导致细菌大量繁殖懂球帝平台APP下载，产生生物粘泥和水质恶化，从而引起粘泥垢积垢下腐蚀（氧浓差电池腐蚀和铁细菌腐蚀等）。</span> </p> <p style="text-indent:24pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> </span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><strong> 5．电偶腐蚀</strong></span> </p> <p style="text-indent:13.3333px;"> <span style="font-family:宋体;font-size:18px;line-height:150%;"><b> </b>循环水系统中含有碳钢、不锈钢和铜材等，由于这些金属表面电位差异懂球帝平台APP下载，在导体水的作用下形成电偶腐蚀懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，同时由于水中铜离子等惰性氧离子沉积在活泼金属表面懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，也易产生腐蚀。</span> </p> <p style="text-indent:24pt;"> <strong><span style="font-size:18px;"><br /> </span></strong> </p> <p style="text-indent:24pt;"> <strong><span style="font-size:18px;">二懂球帝平台APP下载懂球帝平台APP下载、循环水化学处理的一般方法</span></strong> </p> <p style="text-indent:24pt;"> <span style="font-size:18px;"><b> </b></span><span style="font-family:宋体;font-size:18px;line-height:150%;">敞开式循环水一般存在的问题：</span> </p> <p style="text-indent:32px;"> <span style="font-family:宋体;font-size:18px;line-height:150%;"> 腐蚀：采用投加缓蚀剂，防止腐蚀懂球帝平台APP下载。</span> </p> <p style="text-indent:21.95pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><span style="font-size:18px;"> 淤泥：黏泥剥离剂懂球帝平台APP下载，配合适当的排污懂球帝平台APP下载懂球帝平台APP下载，减少淤泥在设备上的附着。也可以通过旁滤设施减少系统的悬浮物和淤泥的量。</span></span> </p> <p style="text-indent:21.95pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><span style="font-size:18px;"> 水垢：采用投加阻垢剂，防止结垢的产生懂球帝平台APP下载。</span></span> </p> <p style="text-indent:21.95pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"><span style="font-size:18px;"> 微生物的生长：采用投加杀菌灭藻剂懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，能有效的抑制菌藻的滋生，同时懂球帝平台APP下载，可以减少系统的淤泥的产生懂球帝平台APP下载。</span></span> </p> <p> <span style="font-family:宋体;font-size:18px;"> </span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-size:18px;font-family:SimSun;"><span style="font-size:18px;font-family:SimSun;"><strong> 三、冷却塔的工作原理</strong></span></span> </p> <p align="center" style="text-indent:10pt;"> <img alt="" src="/Uploadfile/image/20170502/20170502162314391439.jpg" /> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:SimSun;font-size:18px;"><span style="font-family:SimSun;font-size:18px;"><strong> 四懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载、冷却塔的外观</strong></span></span> </p> <span style="line-height:150%;font-family:黑体;font-size:12pt;"><span> <p align="center" style="text-indent:10pt;"> <img alt="" src="/Uploadfile/image/20170502/20170502162476247624.jpg" /> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:SimSun;font-size:18px;"><span style="font-size:18px;font-family:SimSun;"><strong><br /> </strong></span></span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:SimSun;font-size:18px;"><span style="font-size:18px;font-family:SimSun;"><strong> 五懂球帝平台APP下载懂球帝平台APP下载、换热器</strong></span></span> </p> <p style="text-indent:10pt;"> <span style="line-height:150%;font-family:宋体;font-size:18px;"> 换热器种类很多懂球帝平台APP下载。</span><span style="font-size:12pt;line-height:150%;font-family:宋体;"><span style="font-size:18px;">换热器按照换热介质不同可分为水</span><span style="font-size:18px;">-水换热器和汽-水患热器懂球帝平台APP下载；按照工作原理不同可分为间壁式、直接接触式懂球帝平台APP下载、蓄热式和热管式换热器</span></span><span style="line-height:150%;font-family:宋体;font-size:18px;">等等</span><span style="font-size:12pt;line-height:150%;font-family:宋体;"><span style="font-size:18px;">懂球帝平台APP下载。其中间壁式换热器用量最大，据统计懂球帝平台APP下载，这类换热器占总用量的</span><span style="font-size:18px;">99%懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载。间壁式换热器又可分为管壳式和板壳式换热器两类，其中管壳式换热器以其高度的可靠性和广泛的适应性懂球帝平台APP下载，在长期的操作过程中积累了丰富的经验懂球帝平台APP下载，其设计资料比较齐全，在许多国家都有了系列化标准懂球帝平台APP下载。近年来尽管管壳式换热器也受到了新型换热器的挑战懂球帝平台APP下载，但由于管壳式热交换器具有结构简单懂球帝平台APP下载、牢固懂球帝平台APP下载、操作弹性大懂球帝平台APP下载、应用材料广等优点懂球帝平台APP下载懂球帝平台APP下载懂球帝平台APP下载，管壳式换热器目前仍是化工懂球帝平台APP下载、石油和石化行业中使用的主要类型换热器，尤其在高温懂球帝平台APP下载懂球帝平台APP下载、高压和大型换热设备中仍占有绝对优势。</span></span> </p> <p align="center" style="text-indent:21pt;"> <img alt="" src="/webmanage/kindeditor/asp/../../../Uploadfile/image/20170502/20170502162942144214.jpg" /><img alt="" src="/webmanage/kindeditor/asp/../../../Uploadfile/image/20170502/20170502162954025402.jpg" /> </p> <p> <span style="font-family:黑体;font-size:18px;"><span style="font-size:18px;"><br /> </span></span> </p> <p> <span style="font-family:SimSun;font-size:18px;"><span style="font-size:18px;font-family:SimSun;"><strong> 六</strong></span></span><span style="font-family:SimSun;font-size:18px;"><span style="font-size:18px;font-family:SimSun;"><strong>、旁滤器</strong></span></span> </p> <span style="font-family:黑体;font-size:14pt;"><span> <p> <br /> </p> <p style="text-indent:24pt;"> <img src="data:image/png;base64,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" width="218" height="302" title="旁滤器" align="left" alt="旁滤器" /><span style="line-height:150%;font-family:宋体;font-size:12pt;"><span style="font-size:18px;">所谓旁滤处理懂球帝平台APP下载懂球帝平台APP下载，就是取部分循环水量进行处理，之后再返回系统内懂球帝平台APP下载，以满足循环水水质的要求懂球帝平台APP下载懂球帝平台APP下载。旁滤处理一般是处理循环水悬浮固体懂球帝平台APP下载，因为从空气中带进系统的悬浮杂质以及微生物繁殖所产生的黏泥和补充水中的泥沙懂球帝平台APP下载懂球帝平台APP下载、黏土、难溶盐类；循环水中的腐蚀产物懂球帝平台APP下载懂球帝平台APP下载、菌藻、工艺介质的渗漏等因素懂球帝平台APP下载懂球帝平台APP下载，常常使循环水的浑浊度增加懂球帝平台APP下载懂球帝平台APP下载，单单依靠加大排污量是不能彻底解决的懂球帝平台APP下载，也是很不经济的懂球帝平台APP下载。有的工厂由于没有设置旁流处理懂球帝平台APP下载，水的浑浊度始终达不到要求浑浊度经常在</span><span style="font-size:18px;">20-30mg/L,因而影响传热和引起腐蚀懂球帝平台APP下载，在系统中增设了旁滤器以后懂球帝平台APP下载，浑浊也就保持在10mg/L以下，微生物和黏泥量也减少，对于空气中含尘量较多的地区及微生物黏泥严重的系统懂球帝平台APP下载，设置旁流处理效果尤为显著。</span></span> </p> <p style="text-indent:24pt;"> <span style="font-family:宋体;line-height:150%;font-size:18px;">循环水悬浮固体处理通常采用过滤处理懂球帝平台APP下载，对于处理悬浮物的旁流量按照经验取循环水量的</span><span style="font-family:宋体;line-height:150%;font-size:18px;">2%~5%懂球帝平台APP下载。一般是在回水总管进冷却塔前接出一支管懂球帝平台APP下载，这部分水流经旁滤器，利用过滤器内所装的填料懂球帝平台APP下载，主要用来截留去除水中悬浮物懂球帝平台APP下载、泥砂懂球帝平台APP下载、胶体和颗粒性杂质懂球帝平台APP下载懂球帝平台APP下载，使浑浊在10mg/L以下懂球帝平台APP下载，处理后的水直接入冷却池懂球帝平台APP下载。旁滤池所用的过滤介质有几种类型懂球帝平台APP下载，但用得最广的是砂子懂球帝平台APP下载，为了提高效率懂球帝平台APP下载，可用无烟煤或混合的过滤介质来代替。</span> </p> <p> <br /> </p> </span> <p> <br /> </p> </span> <p> <br /> </p> </span></span></p> </div> </div> </div> </div> <div class="clear"></div> <div class="foot"> <div class="boxwarp"> <div class="l"> <p>山西润潞碧水环?？萍脊煞萦邢薰?版权所有</p> <p>Copyright ? www.oliveyang.com all right reserved </p> </div> <div class="r"> <p>地址：长治市漳泽新型工业园民航西路3号电话总机：0355-2176366</p> <p>邮箱：sxczwater@163.com 传真：0355-2176299</p> <p><script type="text/javascript" src="https://202.99.222.98//scripts/businessLicense.js?id=8a8480de673ee7b801675d1744960abd"></script> <a target="_blank">晋ICP备18002195号-2</a></p> </div> </div> </div> <script type="text/javascript"> var userAgent = navigator.userAgent; 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