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)
Fields of Application of the OSMOMAT® 3000 :
The GONOTEC® Single-Sample Freezing Point Osmometer is especially designed for routine measurements in the medical field and is also very suitable for measurements in research and industry.
The OSMOMAT 3000 determines the total osmolality of aqueous solutions. The instrument requires very small sample volumes and can thus be applied for extreme measuring tasks. Its rapidity allows serial measurements in a very short time.
Features
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OSMOMAT 3000 can be controlled easily and comfortably via a touch screen display.
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Step by step user guidance through all measurement functions.
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QM assistance for the laboratory supervisor.
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Automaticcalibration by using Gonotec calibration standards. 2 or 3 point calibration.
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The results are sent to the optional built-in printer in document-ready format.
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For data transfer to a PC it can be connected via USB or RS232.
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Col lection of sample data via an optional barcode reader.
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The robust design of the measurement equipment makes the OSMOMAT 3000 easy to handle and maintain.
Choice of language: German/Engl ish.
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Specifications
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Range : 0 up to 3000 mOsmol /kg H2O
Resolution :1 mOsmol /kg H2O
Sample Volume : 50 ul / single sample
Test Time : About one minute
Display : 5.7" LCD - touch screen
Output Ports : DTE RS-232, USB
Power supply 100 - 240V, 50/60 Hz, 80 VA
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Option : Graphical dot matrix-printer date, time and sample information.
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