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半稀溶液状态下的聚乙二醇:本体中的回转半径及在纳米孔中的分配

Poly(ethylene glycol)s in Semidilute Regime: Radius of Gyration in the Bulk and Partitioning into a Nanopore.

作者信息

Gurnev Philip A, Stanley Christopher B, Aksoyoglu M Alphan, Hong Kunlun, Parsegian V Adrian, Bezrukov Sergey M

机构信息

Section on Molecular Transport, Eunice Kennedy Shriver National Institute of Child Health and Human Development, National Institutes of Health, Bethesda, Maryland 20892, United States.

Biology and Soft Matter Division, Oak Ridge National Laboratory, Oak Ridge, Tennessee 37831, United States.

出版信息

Macromolecules. 2017 Mar 28;50(6):2477-2483. doi: 10.1021/acs.macromol.6b02571. Epub 2017 Mar 9.

Abstract

Using two approaches, small-angle neutron scattering (SANS) from bulk solutions and nanopore conductance-fluctuation analysis, we studied structural and dynamic features of poly(ethylene glycol) (PEG) water/salt solutions in the dilute and semidilute regimes. SANS measurements on PEG 3400 at the zero-average contrast yielded the single chain radius of gyration () over 1-30 wt %. We observed a small but statistically reliable decrease in with increasing PEG concentration: at 30 wt % the chain contracts by a factor of 0.94. Analyzing conductance fluctuations of the -hemolysin nanopore in the mixtures of PEG 200 with PEG 3400, we demonstrated that polymer partitioning into the nanopore is mostly due to PEG 200. Specifically, for a 1:1 wt/wt mixture the smaller polymer dominates to the extent that only about 1/25 of the nanopore volume is taken by the larger polymer. These findings advance our conceptual and quantitative understanding of nanopore polymer partitioning; they also support the main assumptions of the recent "polymers-pushing-polymers" model.

摘要

我们采用两种方法,即对本体溶液进行小角中子散射(SANS)以及进行纳米孔电导涨落分析,研究了聚乙二醇(PEG)水/盐溶液在稀溶液和半稀溶液状态下的结构和动力学特征。在零平均对比度下对PEG 3400进行SANS测量,得出了1-30 wt%范围内的单链回转半径()。我们观察到,随着PEG浓度的增加,虽有微小但在统计学上可靠的下降:在30 wt%时,链收缩了0.94倍。通过分析PEG 200与PEG 3400混合物中α-溶血素纳米孔的电导涨落,我们证明聚合物进入纳米孔主要是由于PEG 200。具体而言,对于1:1 wt/wt的混合物,较小的聚合物占主导地位,以至于较大的聚合物仅占据约1/25的纳米孔体积。这些发现推进了我们对纳米孔聚合物分配的概念性和定量理解;它们也支持了最近“聚合物推动聚合物”模型的主要假设。

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