Chromatography Information Systems
Chromatography data management system (CDMS), or chromatography data system (CDS) is a set of dedicated data-collection tools that interface and/or integrate with a laboratory`s chromatography equipment.
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A base CDS set up a desired methodology to be used by the chromatography equipment, acquire data from it, process the acquired data, store the information in a database, and interface with other laboratory informatics systems to import and export files and data. |
General features of a CDS
A CDS may be set up for use in three primary ways:
- as a standalone system that controls two or more chromatographs
- as a standalone system that controls a single chromatograph, including LC-MS or GC-MS instruments
- as a networked system that controls multiple instruments in one or more labs
![](/upload/cds.jpg)
In operation, a CDS provides multiple features, including (but not limited to):
- sample and blank processing
- integration of peaks and construction of calibration curves
- data analysis, visualization, and validation
- third-party software integration
- third-party instrument integration
- data warehousing from multiple instruments
- workflow management
- procedure and experiment development and scheduling
- out-of-specification and out-of-tolerance testings
- audit trail and compliance control