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Homology Violation in a Series of Amphiphilic Comb-Like Statistical Copolymers of N-Methyl-N-vinylacetamide and N-Methyl-N-vinylamine with Moderate Density of Grafting of Side Dodecyl Groups
Polymer Science, Series A ( IF 1 ) Pub Date : 2023-11-23 , DOI: 10.1134/s0965545x2370116x
A. A. Gosteva , O. V. Okatova , I. I. Gavrilova , E. F. Panarin , G. M. Pavlov

Abstract

A series of water-soluble comb-like copolymers of N-methyl-N-vinylacetamide and N-methyl-N-vinylamine (MVAA‒со‒MVA) bearing hydrophobic dodecyl side groups С12Н25 has been investigated by means of molecular hydrodynamics (viscometry, translational diffusion, and analytical ultracentrifugation) in dilute solutions in 0.1 M NaCl, under conditions of suppression of the polyelectrolyte effects. The issues of homology of these amphiphilic copolymers have been considered. The viscometry data plotted as lnηr as function of c[η] have allowed to distinguish between macromolecules of the copolymers according to their hydrophobicity. Positive values of the second derivative B2 determined from the initial parts of these curves have served as a measure of hydrophobicity of the amphiphilic copolymers. The noticeable differences in the B2 values for different copolymers have shown that they do not form true homologous series. For the quasi-homologous series of the MVAA–со–MVAC12H25·HI copolymers with close values of B2, the Kuhn–Mark–Houwink–Sakurada relationships have been obtained and the equilibrium rigidity of the chains has been assessed using the modified Gray–Bloomfield–Hearst equation.



中文翻译:

中等十二烷基侧接枝密度的 N-甲基-N-乙烯基乙酰胺和 N-甲基-N-乙烯基胺系列两亲性梳状统计共聚物中的同源破坏

摘要

通过分子流体力学研究了一系列带有疏水性十二烷基侧基 С 12 Н 25的N -甲基- N -乙烯基乙酰胺和N -甲基- N -乙烯基胺 (MVAA- со -MVA) 的水溶性梳状共聚物(粘度测定、平移扩散和分析超速离心)在 0.1 M 氯化钠稀溶液中,在抑制聚电解质效应的条件下。已经考虑了这些两亲共聚物的同源性问题。将粘度测定数据绘制为 lnη r作为c [η] 的函数,可以根据共聚物的疏水性区分它们的大分子。由这些曲线的初始部分确定的二阶导数B 2的正值已用作两亲共聚物疏水性的量度。不同共聚物的B 2值的显着差异表明它们不形成真正的同系物。对于B 2值接近的MVAA– со –MVAC 12 H 25 ·HI 共聚物的准同系系列,获得了 Kuhn–Mark–Houwink–Sakurada 关系,并使用以下公式评估了链的平衡刚性修正的格雷-布卢姆菲尔德-赫斯特方程。

更新日期:2023-11-23
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