Agilent 6890 Detectors Performance Factor Calculation Technical Note

This technical note documents the relationships between the different data paths and the conversion factors needed for different performance calculations for the Agilent 6890 Series gas chromatograph (GC) system, with particular emphasis on the calculation of minimum detection limits for the flame photometric detector (FPD) and the micro-electron capture detector (micro-ECD).


Agilent 6890 Detectors Performance Factor Calculation Technical Note - cover page
Brand
Agilent
Category
Other
Document type
Application Note
Language
English
Pages
8
File format
PDF
File size
222 KB
Published
05 July, 2012
Updated
30 September, 2023
MD5 checksum
2500E2B14B79469B5D95B871B927CBF7

About this manual

This document details the relationships between different data paths (GPIB, LAN, analog, INET) available for the Agilent 6890 Series gas chromatograph system. It focuses on calculating minimum detection limits (MDL) for the flame photometric detector (FPD) and the micro-electron capture detector (micro-ECD).

The text provides specific equations for MDL calculations in phosphorus and sulfur modes for the FPD, as well as for the micro-ECD. It further explains how to convert noise and area measurements to comparable units when using different data handling devices, such as the Agilent ChemStation or analog integrators, to ensure accurate performance comparisons.

What's inside

  • Minimum Detection Limit Equations
  • FPD Phosphorus Mode Calculation
  • FPD Sulfur Mode Calculation
  • Micro-ECD Sensitivity Calculation
  • Signal Path Reporting Units
  • ChemStation Data Path
  • Analog Data Path
  • Noise Determination

Specifications

FPD Display Unit150 pA
Micro-ECD Display Unit1Hz
FID Display Unit1pA
NPD Display Unit1pA
ECD Display Unit5Hz

Frequently asked questions

How is the Minimum Detection Limit (MDL) calculated for the FPD in phosphorus mode?

The MDL is calculated using the equation MDL(P) = 2-N,-m,/A, where N is noise, m is the mass of phosphorus, and A is the integrated area.

What is the formula for calculating the MDL of the FPD in sulfur mode?

The formula is MDL(S) = [2 -N/S,}2, which accounts for the squared dependence of the signal on sulfur concentration.

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