Abstract
The fundamental mechanism of Flow injection analysis (FIA) is assumed to be simple diffusion and the
response of the detector is included in a model description that provide information about the shape of the FIA
peak in terms of, basically, five parameters. Two of the five parameters are associated with the compound while
the rest yield information about the solvent and friction. By introducing a kinetic-diffusion coefficient, it is shown
that the shape of the HA peak is well described by the theory for diffusion of KJF~(cN),,], KyCr04 and
Ni(NOy)-, in distilled water. It is suggested that any deviation from the features of the present model and the
results of a tentative chemical reaction with one of the test compounds, is related to chemical kinetics
response of the detector is included in a model description that provide information about the shape of the FIA
peak in terms of, basically, five parameters. Two of the five parameters are associated with the compound while
the rest yield information about the solvent and friction. By introducing a kinetic-diffusion coefficient, it is shown
that the shape of the HA peak is well described by the theory for diffusion of KJF~(cN),,], KyCr04 and
Ni(NOy)-, in distilled water. It is suggested that any deviation from the features of the present model and the
results of a tentative chemical reaction with one of the test compounds, is related to chemical kinetics
| Original language | English |
|---|---|
| Pages (from-to) | 59-64 |
| Journal | Journal of Flow Injection Analysis |
| Volume | 17 |
| Issue number | 1 |
| Publication status | Published - 2000 |
All Science Journal Classification (ASJC) codes
- Analytical Chemistry