微反装置用恒流泵
江申系列高效液相色谱输液泵采用双泵头串联设计,单片机控制技术及进口密封圈,使泵的输液精度和耐久性空前提高,由于设计中泵头采用了可装卸结构,因此日常维护及更换部件都十分方便,系统中所有操作参数可方便设定并永久保存。
该泵适用于石油、化工、医药、生化、环保、食品、科研等部门,可用于需要恒压和恒流输送液体的场合。
1)、分析型输液泵LC-01P/LC-05P/LC-10P/LC-20P
01P流量范围:0.001mL/min-0.999mL/min
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10P流量范围:0.01mL/min-9.99mL/min
20P流量范围:0.1mL/min-19.9mL/min
流量准确度:优于±3%(以蒸馏水为标准)
流量精确度: 优于±0.3% (以蒸馏水为标准)
压力范围:≤ 40MPa(流量0.01~5 mL /min)
压力脉动:±0.02MPa
压力显示精度:±0.1MPa
与液体接触部件材料:00Cr18Ni9Ti、红宝石、白宝石和F4
2)、制备型输液泵LC-50P/LC-100P/LC-300P
50P流量范围:1mL/min-49.9mL/min
100P流量范围:1mL/min-99.9mL/min
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300P流量范围:1mL/min-299.9mL/min
流量准确度:优于±3%(以蒸馏水为标准)
流量精确度:优于±0.3% (以蒸馏水为标准)
50P压力范围:≤ 40Mpa
100P压力范围:≤ 30Mpa
300P压力范围:≤15Mpa
压力脉动:±0.05MPa
压力显示精度:±0.1MPa
与液体接触部件材料:00Cr18Ni9Ti、红宝石、白宝石和F4
上述类型的输液泵可根据用户要求,生产价格更为优惠的中、低压力输液泵。
联系人:安影 13795146448 0411-83679755/83679756
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