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Hydrodynamic radius determination with asymmetrical flow field-flow fractionation using decaying cross-flows. Part I. A theoretical approach

机译:使用不对称的流场-流动分馏法(使用递减的交叉流)确定水动力半径。第一部分:理论方法

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Direct determination of hydrodynamic radius from retention time is an advantage of the field-flow fractionation techniques. However, this is not always completely straight forward since non-idealities exist and assumptions have been made in deriving the retention equations. In this study we investigate the effect on accuracy from two factors: (1) level of sophistication of the equations used to determine channel height from a calibration experiment and (2) the influence of secondary relaxation on the accuracy of hydrodynamic radius determination. A new improved technique for estimating the channel height from calibration experiments is suggested. It is concluded that severe systematic error can arise if the most common channel height equations are used and an alternative more rigorous approach is described. For secondary relaxation it is concluded that this effect increases with the cross-flow decay rate. The secondary relaxation effect is quantified for different conditions. This is part one of two. In the second part the determination of hydrodynamic radius are evaluated experimentally under similar conditions.
机译:从保留时间直接确定流体力学半径是场流分离技术的优势。但是,由于存在非理想性,并且在推导保留方程式时进行了假设,因此,这并不总是完全直截了当的。在这项研究中,我们从两个因素研究了对精度的影响:(1)用于通过校准实验确定通道高度的方程的复杂程度,以及(2)二次松弛对流体动力学半径确定精度的影响。提出了一种新的改进技术,用于根据校准实验估算通道高度。结论是,如果使用最常见的通道高度方程式,则会出现严重的系统误差,并描述了另一种更严格的方法。对于二次弛豫,可以得出结论,这种影响随着横流衰减率的增加而增加。针对不同条件量化了次级松弛效应。这是两个的一部分。在第二部分中,在相似条件下通过实验评估了流体动力学半径的确定。

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