“…( 11)). These observations are consistent with the results from Deridder et al [13] who investigated the band broadening during sample injection using a flow-through needle injection for 1D-LC and noted the emergence of the same two dimensionless numbers. In fact, the geometry and assumptions underlying this earlier study are the same as those presented here.…”
Section: Simulated Concentration Profiles and Broadening Modelsupporting
confidence: 92%
“…In 2D-LC, especially in the comprehensive mode of separation (LC×LC), this time is much shorter, and was assumed to be negligible in the simulations described here. In other 2D-LC applications, such as multiple 10 heartcutting, this assumption is of course no longer valid in the cases where there is a significant (>> 1 s) waiting time between the end of filling, and the start of emptying the loop [13]. Consideration of such cases is beyond the scope of this paper.…”
Section: Simulated Concentration Profiles and Broadening Modelmentioning
confidence: 99%
“…Gradients were evaluated using the Least Squares Cell Based method. More detail regarding the numerical models and simulations can be found in previous works [9,13].…”
“…( 11)). These observations are consistent with the results from Deridder et al [13] who investigated the band broadening during sample injection using a flow-through needle injection for 1D-LC and noted the emergence of the same two dimensionless numbers. In fact, the geometry and assumptions underlying this earlier study are the same as those presented here.…”
Section: Simulated Concentration Profiles and Broadening Modelsupporting
confidence: 92%
“…In 2D-LC, especially in the comprehensive mode of separation (LC×LC), this time is much shorter, and was assumed to be negligible in the simulations described here. In other 2D-LC applications, such as multiple 10 heartcutting, this assumption is of course no longer valid in the cases where there is a significant (>> 1 s) waiting time between the end of filling, and the start of emptying the loop [13]. Consideration of such cases is beyond the scope of this paper.…”
Section: Simulated Concentration Profiles and Broadening Modelmentioning
confidence: 99%
“…Gradients were evaluated using the Least Squares Cell Based method. More detail regarding the numerical models and simulations can be found in previous works [9,13].…”
“…In another study, 1/inj=0.8 was found for an injection volume of 0.5µL, although this was determined indirectly [13]. In a follow up study, numerical flow simulations of the injection and elution process of the sample showed that this variation in 1/inj is the combined result of a convective contribution (parabolic flow profile) and a diffusive contribution (radial equilibration) of which the relative contribution changes with changing injection volume [89]. The experimental study also found that V,inj,hydr² is the main source of injector dispersion for small injection volumes, reaching a maximum value of around 1.2µL² or 0.6µL² for a 120µm or 75µm needle seat capillary system at flow rates above 1ml/min [61].…”
Section: Dispersion Arising From the Injection Volume And The Hydrodynamic Flow Path In Injectormentioning
Columns for liquid chromatography produce ever narrower peaks and analysts continue to push to smaller column diameters to save solvents and have better MS responses. The combined effect of both trends is that the instrument volumes outside the separation column (=extra-column volumes of the instrument) become a significant contributor to the overall dispersion. This currently occurs to such an extent that the current state-of-the-art chromatographic columns have become too good compared to the quality of most instruments. Extra-column dispersion also becomes very critical in the now rapidly emerging multi-dimensional LC application area. The present contribution reviews past and recent studies of the experimental and theoretical work conducted thus far to measure, predict and optimize extra-column dispersion. Emphasis is put on providing some general rules that can be followed to minimize extra-column dispersion in the most efficient way (i.e., without sacrificing too much of the available pressure or detection sensitivity).
“…V² = Vinj²/12, as the result of the band broadening during sample loading and injection. This was discussed in detail for a flow-through needle type injector in LC in previous experimental work [19] and numerical simulations of the injection process [15]. Figure 8a shows an illustration of the sample plug in the needle at the end of the loading step, based on the simulations performed in [15].…”
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