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用于液相色谱的微机械径向伸长柱阵列柱的详细动力学性能分析。

Detailed kinetic performance analysis of micromachined radially elongated pillar array columns for liquid chromatography.

作者信息

Callewaert Manly, Desmet Gert, Ottevaere Heidi, De Malsche Wim

机构信息

Department of Chemical Engineering, Vrije Universiteit Brussel, Pleinlaan 2, 1050 Brussels, Belgium; B-PHOT, Department of Applied Physics, Vrije Universiteit Brussel, Pleinlaan 2, 1050 Brussels, Belgium.

Department of Chemical Engineering, Vrije Universiteit Brussel, Pleinlaan 2, 1050 Brussels, Belgium.

出版信息

J Chromatogr A. 2016 Feb 12;1433:75-84. doi: 10.1016/j.chroma.2015.12.086. Epub 2016 Jan 8.

Abstract

The individual factors that determine the kinetic performance (B- and C-term band broadening and bed permeability Kv) of radially elongated pillar (REP) columns are studied. To this end, columns with REPs having 4 different aspect ratios (AR=9, 12, 15, 20) were characterized experimentally and by means of numerical simulations. A tortuosity and retention based plate height equation was established, enabling a good global fit for all studied conditions. The B-term plate height contribution appears to decrease with a factor equaling the square of the flow path tortuosity τ. Going from AR=12 to AR=20 (τ=5.7 and τ=9.0 respectively), this resulted in a shift in plate height expressed in axial coordinates from Hmin=0.42 μm to Hmin=0.25 for non-retained conditions and from H=0.77 μm to H=0.57 μm for a component with k=1.0. The obtained parameters were combined to predict optimal time-efficiency combinations for all possible channel lengths. This revealed an efficiency limit of N=10(7) plates for a non-retained component and N=7-8 × 10(6) for k=1 for a channel with an AR=20, corresponding to a channel length of 2.5m and a void time of 2.4h.

摘要

研究了决定径向细长柱(REP)色谱柱动力学性能(B项和C项谱带展宽以及柱床渗透率Kv)的各个因素。为此,对具有4种不同纵横比(AR = 9、12、15、20)的REP色谱柱进行了实验表征,并通过数值模拟进行了研究。建立了基于曲折因子和保留因子的塔板高度方程,能对所有研究条件进行良好的整体拟合。B项塔板高度贡献似乎随着等于流路曲折因子τ平方的系数而降低。从AR = 12变为AR = 20(分别为τ = 5.7和τ = 9.0),对于非保留条件,这导致以轴向坐标表示的塔板高度从Hmin = 0.42μm变为Hmin = 0.25μm,对于k = 1.0的组分,从H = 0.77μm变为H = 0.57μm。将获得的参数结合起来预测所有可能通道长度的最佳时间效率组合。这表明对于AR = 20的通道,非保留组分的效率极限为N = 10(7)块塔板,k = 1时为N = 7 - 8×10(6),对应通道长度为2.5m,空时为2.4h。

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