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Incentives of Using the Hydrodynamic Invariant and Sedimentation Parameter for the Study of Naturally- and Synthetically-Based Macromolecules in Solution

机译:使用流体动力学不变和沉降参数研究溶液中基于天然和合成的大分子的动机

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摘要

The interrelation of experimental rotational and translational hydrodynamic friction data as a basis for the study of macromolecules in solution represents a useful attempt for the verification of hydrodynamic information. Such interrelation originates from the basic development of colloid and macromolecular science and has proven to be a powerful tool for the study of naturally- and synthetically-based, i.e., artificial, macromolecules. In this tutorial review, we introduce this very basic concept with a brief historical background, the governing physical principles, and guidelines for anyone making use of it. This is because very often data to determine such an interrelation are available and it only takes a set of simple equations for it to be established. We exemplify this with data collected over recent years, focused primarily on water-based macromolecular systems and with relevance for pharmaceutical applications. We conclude with future incentives and opportunities for verifying an advanced design and tailored properties of natural/synthetic macromolecular materials in a dispersed or dissolved manner, i.e., in solution. Particular importance for the here outlined concept emanates from the situation that the classical scaling relationships of Kuhn–Mark–Houwink–Sakurada, most frequently applied in macromolecular science, are fulfilled, once the hydrodynamic invariant and/or sedimentation parameter are established. However, the hydrodynamic invariant and sedimentation parameter concept do not require a series of molar masses for their establishment and can help in the verification of a sound estimation of molar mass values of macromolecules.
机译:实验的旋转和平移流体动力摩擦数据之间的相互关系是研究溶液中大分子的基础,是验证流体动力信息的有益尝试。这种相互关系源于胶体和大分子科学的基础发展,并已被证明是研究基于天然和合成的,即人造大分子的有力工具。在本教程的复习中,我们将介绍这个非常基本的概念,并简要介绍其历史背景,主导的物理原理以及使用它的任何人的指南。这是因为确定这种相互关系的数据经常可用,并且只需要一组简单的方程式就可以建立它。我们用最近几年收集的数据来举例说明这一点,这些数据主要集中在水基大分子系统上,并且与药物应用相关。我们以未来的动机和机会作为结论,以分散或溶解的方式(即在溶液中)验证天然/合成高分子材料的高级设计和量身定制的性能。一旦确定了流体动力学不变性和/或沉降参数,就可以满足在大分子科学中最常使用的Kuhn-Mark-Houwink-Sakurada经典比例关系的情况,因此对此处概述的概念尤为重要。但是,流体动力学不变性和沉降参数的概念并不需要一系列摩尔质量来建立,并且可以帮助验证大分子摩尔质量值的合理估计。

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