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首页> 外文期刊>Macromolecules >Terminal attachment of polyethylene glycol (PEG) chains to a gold electrode surface. Cyclic voltammetry applied to the quantitative characterization of the flexibility of the attached PEG chains and of their penetration by mobile PEG chains
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Terminal attachment of polyethylene glycol (PEG) chains to a gold electrode surface. Cyclic voltammetry applied to the quantitative characterization of the flexibility of the attached PEG chains and of their penetration by mobile PEG chains

机译:聚乙二醇(PEG)链与金电极表面的末端连接。循环伏安法用于定量表征附着的PEG链的柔韧性及其通过可移动PEG链的渗透

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摘要

In the first part of the study, PEG(3400)-Fc linear polymeric chains bearing an electrochemically active ferrocene (Fc) head at their loose end are terminally attached at the gold electrode surface. The surface concentration of grafted polymeric chains is measured electrochemically under good solvent (water) conditions, and in the present work, it appears that the electrode is covered with terminally attached PEG chains in the mushroom configuration. The dynamics of the terminally attached chain can be completely characterized according to a model of elastic bounded diffusion which requires the knowledge of the diffusion coefficient D of the loose end and a spring constant, k(spr), that is entropic in nature. Both D and k(spr) are determined. In the second part, the electrode is coated with terminally attached PEG(3400) and PEG(20000) chains which are not electrochemically active. The rate constants of penetration and escape of mobile HO-PEG(3400)-Fc chains in and out of the polymeric coating were determined together with the partition coefficient of HO-PEG(3400)-Fc between the coating and the surrounding aqueous solution. [References: 55]
机译:在研究的第一部分中,PEG(3400)-Fc线性聚合物链在其松散端带有一个电化学活性的二茂铁(Fc)头,末端连接在金电极表面。接枝的聚合物链的表面浓度是在良好的溶剂(水)条件下进行电化学测量的,在本工作中,似乎电极被蘑菇构型的末端连接的PEG链覆盖。末端连接链的动力学可以根据弹性有界扩散模型来完全表征,该模型需要了解松弛端的扩散系数D和本质上是熵的弹簧常数k(spr)。确定D和k(spr)。在第二部分中,电极涂有末端连接的没有电化学活性的PEG(3400)和PEG(20000)链。确定了可移动的HO-PEG(3400)-Fc链进出聚合物涂层的渗透速率和逸出速率常数,以及HO-PEG(3400)-Fc在涂层与周围水溶液之间的分配系数。 [参考:55]

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