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液相色谱仪 - 高压输液泵

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  • PUP0010
  • 名称 :高压输液泵 ,泵头 :10ml ,类型 :反相
  • 3
  • ¥26600.00
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▪ Sail1000泵流速规格有10ml、50 ml、100 ml、200 ml、500 ml、1000 ml和3000 ml/min可选,满足分析、半制备和制备的使用需求。

▪ 泵头采用双柱塞模式,浮动柱塞设计。

▪ 具有先进的泵驱动系统,使得泵的性能更好,精度更高,稳定性更好。

▪ 采用电子脉动补偿技术,流速更准确,性能更稳定操作可靠,性价比高。

▪ 可选开放式的计算机反控通讯协议,便于第三方软件进行数据采集。

▪ 安全功能,仪器能够及时报警并按照设定的程序,自动停止泵的运行,以预防意外情况发生。

高压恒流输液泵技术参数

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