Agilent 1120 Compact LC Paracetamol Impurity Analysis Application Note

This Application Note compares the results of the development of an accurate and reproducible method to analyze paracetamol and related impurities according to European Pharmacopoeia (EP) and USP regulations1, using an Agilent 1120 Compact LC and a 1200 Series LC system.


Agilent 1120 Compact LC Paracetamol Impurity Analysis Application Note - cover page
Brand
Agilent
Document type
Application Note
Language
English
Pages
8
File format
PDF
File size
146 KB
Published
12 June, 2012
Updated
30 September, 2023
MD5 checksum
53C3B36053EB10C6FC8EA2D8F305E479

About this manual

This document presents an application note comparing the performance of the Agilent 1120 Compact LC system against a standard Agilent 1200 Series LC system. The study focuses on the analysis of paracetamol and its related impurities (A, B, F, H, I, J, and K) in accordance with European Pharmacopoeia (EP) and United States Pharmacopeia (USP) regulations.

The experiments evaluated the precision of areas and retention times, as well as chromatographic parameters such as resolution and signal-to-noise ratios. The results demonstrate that the Agilent 1120 Compact LC is a reliable instrument capable of fulfilling regulatory requirements and producing results comparable to the standard 1200 Series system, making it suitable for routine quality control testing in medium to small companies.

What's inside

  • Abstract
  • Introduction
  • Instrumentation
  • Preparation of samples
  • Chromatographic conditions
  • System suitability and performance test
  • Results and discussion
  • Conclusion

Specifications

Mobile phaseDisodium hydrogen phosphate, sodium dihydrogen phosphate, methanol, tetrabutylammonium hydroxide
Flow rate1.5 mL/min
Column temperature35 °C
Detector wavelength245 nm
Stop time45 min

Frequently asked questions

Which impurities of paracetamol are analyzed in this method?

The method analyzes paracetamol and impurities K, A, B, H, I, J, and F.

What is the maximum allowed relative standard deviation for retention times?

The relative standard deviation for retention times must be less than 0.5%.

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