期刊
JOURNAL OF CHROMATOGRAPHY A
卷 1217, 期 26, 页码 4306-4312出版社
ELSEVIER SCIENCE BV
DOI: 10.1016/j.chroma.2010.04.045
关键词
Injection profile; Convection-diffusion equation; Finite elements; Injection volume; Flow rate; Computer optimization
资金
- Swedish Research Council
This is a fundamental experimental and theoretical investigation on how the injection profile depends on important experimental parameters. The experiments revealed that the injection profile becomes more eroded with increased (i) flow rate, (ii) viscosity of the eluent, (iii) size of the solute, (iv) injection volume and (v) inner diameter of the injection loop capillary. These observations cannot be explained by a 1D-convection-diffusion equation, since it does not account for the effect of the parabolic flow and the radial diffusion on the elution profile. Therefore, the 1D model was expanded into a 2D-convection-diffusion equation with cylindrical coordinates, a model that showed a good agreement with the experimental injection profiles dependence on the experimental parameters. For a deeper understanding of the appearance of the injection profile the 2D model is excellent, but to account for injection profiles of various injection volumes and flow rates in preparative and process-chromatography using computer-optimizations, a more pragmatic approach must be developed. The result will give guidelines about how to reduce the extra-column variance caused by the injection profile. This is important both for preparative and analytical chromatography; in particular for modern analytical systems using short and narrow columns. (c) 2010 Elsevier B.V. All rights reserved.
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