X Firmware Advanced Features Upgrade,FW-1-X,FW-5-X,FW-1-X2,FW-5-X2,CBL-DUAL-3,FW-EXTRACTOR

型号:ap48
联系人:李胜亮
联系电话:18618101725
品牌:new era pump systems, inc

X Firmware Advanced Features Upgrade

X Firmware Advanced Features Upgrade
Upgraded Features to the standard NE-1000 firmware:
- Linear/Gradient Program Function
- Dual Pump Next Generation Continuous Pumping Mode
- Dual Pump Constant Flow Rate Gradient Pumping Mode
- Additional programming functions for more complex Pumping Programs
- Syringe Pumps, Syringes & Plumbing Supplies sold separately
Download Brochure
Download Special Dual Pump Controls User Manual

X2 Firmware Advanced Features and Memory Upgrade
- Includes all of the features of the X firmware version, plus...
- Increases the maximum number of programmable pumping phases from 41 to 340.

Any syringe pump can be field upgraded except for the NE-300.

Model Description Suggested List
Price
FW-1-X X Firmware for stand-alone pumps (NE-1000 series) $105 USD
FW-5-X X Firmware for OEM style pumps (NE-500 series) $55 USD
FW-1-X2 X2 Firmware for stand-alone pumps (NE-1000 series) $205 USD
FW-5-X2 X2 Firmware for OEM style pumps (NE-500 series) $110 USD
CBL-DUAL-3 Cable to connect 2 pumps to use the Dual Pumps Modes $10 USD
FW-EXTRACTOR PLCC chip extractor tool for replacing firmware $4 USD


Linear/Gradient Function Pump Features
? Smooth linear increasing or decreasing gradient pumping
? Set the start pumping rate, end pumping rate and the time
? Pre-program multiple gradients plus any other NE-1000 programming feature

Graphic Example:

Requirements for Dual Pump Modes:
? Any combination of 2 syringe pumps with X firmware upgrades
? Dual pump communications cable Model # CBL-DUAL-3

The Next Generation Continuous Infusion System eliminates the problem of flow rate drop offs and pauses caused by push-pull syringe pumps. Please visit our Continuous NE-1000X page and learn how the system works.
Constant Flow Rate Gradient Pumping Mode:
? Set pump 1 linear function
? Pump 2 automatically pumps inversely to pump 1
? Sum of pump 1 and pump 2 flow rates remains a constant rate
Graphic Example: