一、純凈水計量表概述
一體化結構為設計,可以顯示流量總量,瞬時流量和流量滿度百分比。電池采用長效鋰電池,單功能積算表電池使用壽命可達5年以上,多功能顯示表電池使用壽命也可達到12個月以上。
一體化表頭可以顯示的流量單位眾多,有立方米,加侖,升,標準立方米,標準升等,可以設定固定壓力、溫度參數對氣體進行補償,對壓力和溫度參數變化不大的場合,可使用該儀表進行固定補償積算。
二、純凈水計量表特點
1. 高度,一般可達±1%R、±0.5%R,高精度型可達±0.2%R;
2. 重復性好,短期重復性可達0.05%~0.2%,正是由于具有良好的重復性,如經常校準或在線校準可得到*的度,在貿易結算中是優先選用的流量計;
3. 具備儀表系數三點修正,智能補償儀表系數非線性,并可進行現場修正
4. 所有有效數據掉電后保持10年不丟;
5. 范圍度寬,中大口徑可達1:20,小口徑為1:10;
6. 結構緊湊輕巧,安裝維護方便,流通能力大;
7. 適用高壓測量,儀表表體上不必開孔,易制成高壓型儀表;
8. 型傳感器類型多,可根據用戶特殊需要設計為各類型傳感器,例如低溫型、雙向型、井下型、混砂型等;
9. 可制成插入型,適用于大口徑測量,壓力損失小,價格低,可不斷流取出,安裝維護方便。![](data:image/jpeg;base64,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)
三、純凈水流量計技術參數:
公稱口徑: 管道式:DN4~DN200
插入式:DN100~DN2000
精度等級: 管道式:±0.5級,±1.0級
插入式:±1.5級、±2.5級
環境溫度: -20℃~50℃
介質溫度: 測量液體:-20℃~120℃
測量氣體:-20℃~80℃
大氣壓力: 86KPa~106KPa
公稱壓力: 1.6 Mpa 、2.5Mpa 、6.4Mpa 、25Mpa
等級: ExdIIBT4
連接方式: 螺紋連接、法蘭夾裝、法蘭連接、插入式等
直管段要求:氣體:上游直管段應≥10DN,下游直管段應≥5DN
液體:上游直管段應≥20DN,下游直管段應≥5DN
插入式:上游直管段應≥20DS,下游直管段應≥7DS(DS為管道實測內徑)![](https://img56.ybzhan.cn/caa32adb4eb7dc4410d569f38cac7e794c650b9294c72df3d1766fe9896911ae9078a9eacfb6d01f.jpg)
┈┈┈┈┈┈┈┈┈┈┈┈┈┈┈┈
│ │ │ │ │ │ │ │ └ 傳感器材質:S-不銹鋼 H-哈C合金 T-鈦 E-其他材質
│ │ │ │ │ │ │ └─ 殼體材質:C-碳鋼 S-不銹鋼 F-襯氟 T-特殊材料
│ │ │ │ │ │ └── 標識:A-本安型 D-隔爆型
│ │ │ │ │ └─── 輸出形式:I-4~20mA P-脈沖 H-HART輸出 R-485輸出
│ │ │ │ │ K-開關量
│ │ │ │ └──── 介質溫度:C-常溫型(-30~80℃) Z-中溫型(80~300℃)
│ │ │ │ G-高溫型(300~450℃) D-低溫型(-200~60℃)
│ │ │ └───── 壓力等級:C-1.6MPa E-2.5MPa F-4.0MPa H-6.3MPa K-15MPa
│ │ └────── 介質類型:G-氣體 L-液體 S-蒸汽
│ └─────── 連接方式:F-法蘭管道式 C-插入式 D-對夾式
│ U-在線拆裝式 L-管錐螺紋式 E-其他
└───────── 公稱通徑(mm)
四、純凈水流量計口徑及流量范圍:
1.技術性能 表1
儀表口徑及連接方式 | 4、6、10、15、20、25、32、40采用螺紋連接 |
(15、20、25、32、40)50、65、80、100、125、150、200采用法蘭連接 |
精度等級 | ±0.5%R |
量程比 | 1:10;1:15;1:20 |
儀表材質 | 304不銹鋼、316(L)不銹鋼等 |
被測介質溫度(℃) | -20~+120℃ |
環境條件 | 溫度-10~+55℃,相對濕度5%~90%,大氣壓力86~106Kpa |
輸出信號 | 4-20mADC電流信號(LSLW-□C型) |
供電電源 | LSLW-□B型:自帶鋰電池供電(可連續使用3年);LSLW-□C型:+24VDC |
信號傳輸線 | 2×0.3(二線制) |
傳輸距離 | ≤1000m |
信號線接口 | 內螺紋M20×1.5(LSLW-□C型) |
等級 | ExdIIBT6 |
防護等級 | IP6 |
2.測量范圍及工作壓力:表2
儀表口徑(mm) | 正常流量范圍(m3/h) | 擴展流量范圍(m3/h) | 常規耐受壓力(MPa) | 特制耐壓等級(MPa)(法蘭連接方式) |
DN 4 | 0.04~0.25 | 0.04~0.4 | 6.3 | 12、16、25 |
DN 6 | 0.1~0.6 | 0.06~0.6 | 6.3 | 12、16、25 |
DN 10 | 0.2~1.2 | 0.15~1.5 | 6.3 | 12、16、25 |
DN 15 | 0.6~6 | 0.4~8 | 6.3、2.5 (法蘭) | 4.0、6.3、12、16、25 |
DN 20 | 0.8~8 | 0.45~9 | 6.3、2.5 (法蘭) | 4.0、6.3、12、16、25 |
DN 25 | 1~10 | 0.5~10 | 6.3、2.5 (法蘭) | 4.0、6.3、12、16、25 |
DN 32 | 1.5~15 | 0.8~15 | 6.3、2.5 (法蘭) | 4.0、6.3、12、16、25 |
DN 40 | 2~20 | 1~20 | 6.3、2.5 (法蘭) | 4.0、6.3、12、16、25 |
DN 50 | 4~40 | 2~40 | 2.5 | 4.0、6.3、12、16、25 |
DN 65 | 7~70 | 4~70 | 2.5 | 4.0、6.3、12、16、25 |
DN 80 | 10~100 | 5~100 | 2.5 | 4.0、6.3、12、16、25 |
DN 100 | 20~200 | 10~200 | 2.5 | 4.0、6.3、12、16、25 |
DN 125 | 25~250 | 13~250 | 1.6 | 2.5、4.0 |
DN 150 | 30~300 | 15~300 | 1.6 | 2.5、4.0 |
DN 200 | 80~800 | 40~800 | 1.6 | 2.5、4.0 |
注:DN15~DN40常規為螺紋連接,如希望采用法蘭連接,請在“公稱通徑”后加“(FL)”
例如,選用一臺法蘭連接式型制冷劑流量計測量水,需要現場顯示并遠傳4-20mA信號,管道為DN40,要求精度0.5級,304不銹鋼材質,儀表耐壓16MPa測量范圍為標準量程。
![](http://img0.imgtn.bdimg.com/it/u=837548639,4102986677&fm=11&gp=0.jpg)