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Introduction
Analysis of residual solvent is a critical application in the pharmaceutical industry.
The choice of solvent during manufacturing can improve yield or typically affect the
chemical properties of the product synthesized. However, solvents do not enhance
the product’s efficacy, and must be removed as completely as possible to meet
product specifications and good manufacturing practices
1
. Therefore, testing for
residual solvents during production or purification processes is a necessary aspect of
manufacturing.
Analysis of residual solvents according to USP 467 was evaluated on an
AgilentIntuvo system equipped with a headspace sampler. The Agilent Intuvo 9000
Gas Chromatograph yields advantages over conventional GC systems:
• Modular flow path for simplified sample splitting to two columns
• Quick column changes for easier method development
• Smaller footprint
USP 467
ANALYSIS OF RESIDUAL SOLVENTS
Technology Advantage: Agilent Intuvo 9000 GC with HS
For more information, visit:
www.agilent.com