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Sample plug induced peak splitting in capillary electrophoresis studied using dual backscattered interferometry and
Miyuru De Silva1, Robert C Dunn1
1Ralph N. Adams Institute for Bioanalytical Chemistry, University of Kansas, Lawrence, Kansas, USA.
Electrophoresis
|January 15, 2023
Summary
Unexpected peaks in capillary electrophoresis (CE) are often caused by sample plug and analyte zone overlap, leading to peak splitting. Strategies like reducing sample plug size and slowing electroosmotic flow can effectively mitigate this common issue.
Area of Science:
- Analytical Chemistry
- Separation Science
- Microfluidics
Background:
- Unexpected peaks in capillary electrophoresis (CE) prolong method development.
- Peak splitting, where a single analyte zone divides, is a common CE challenge.
- Understanding peak splitting mechanisms is crucial for efficient CE method optimization.
Purpose of the Study:
- To investigate peak splitting in CE caused by analyte zone and sample plug overlap.
- To experimentally and computationally confirm the mechanism of peak splitting.
- To develop strategies for reducing or eliminating peak splitting in CE separations.
Main Methods:
- Dual detection CE was employed to simultaneously monitor sample plugs and analyte zones.
- COMSOL Multiphysics simulations were used to model and understand peak splitting.
- Experimental variations and a diffusion-less model guided strategy development.
Main Results:
- Analyte zone and sample plug overlap was identified as a cause of peak splitting.
- Peak splitting occurs for both small and large molecules, particularly macromolecules.
- The effect is exacerbated in microfluidic devices with short detector lengths.
- Reducing sample plug length and electroosmotic flow effectively minimized peak splitting.
Conclusions:
- Analyte zone and sample plug overlap is a significant cause of peak splitting in CE.
- Strategies focusing on sample plug dimensions and electroosmotic flow offer practical solutions.
- These findings aid in optimizing CE methods, especially for complex samples and microfluidic systems.
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