2014
DOI: 10.1007/978-3-319-05657-9_5
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Numerical Study on Isotachophoretic Separation of Ionic Samples in Microfluidics

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Cited by 1 publication
(3 citation statements)
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“…As mentioned earlier, we here cover strong electrolyte ITP as a starting point of instruction. This theory is also useful for providing closed-form analytical solutions, which can be used to benchmark new computational approaches and simulation results. ,, For an example illustration and benchmark of a strong electrolyte ITP simulation, see Figure Figure shows simulation results of an ITP system involving exclusively strong acids and bases.…”
Section: Itp Using Strong Electrolytesmentioning
confidence: 99%
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“…As mentioned earlier, we here cover strong electrolyte ITP as a starting point of instruction. This theory is also useful for providing closed-form analytical solutions, which can be used to benchmark new computational approaches and simulation results. ,, For an example illustration and benchmark of a strong electrolyte ITP simulation, see Figure Figure shows simulation results of an ITP system involving exclusively strong acids and bases.…”
Section: Itp Using Strong Electrolytesmentioning
confidence: 99%
“…We next mention some work on analyses of dispersed ITP peaks. See refs and for detailed discussions around models, which include dispersion effects on sample zone dynamics due to EOF and externally applied pressure gradients (e.g., in counterflow ITP). For readers interested in the effects of dispersion due to EOF or pressure-driven flow on the LE-to-TE interface itself (independent of the focused sample dynamics), we refer to refs , , Quantitative studies of the axial distribution ofpeak-mode ITP under dispersive conditions typically employ Taylor–Aris-type dispersion models and hence describe area-averaged one-dimensional concentration fields. , …”
Section: Peak-mode Itp Dynamicsmentioning
confidence: 99%
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