Guo Yifei, van Beek Jacco D, Zhang Baozhong, Colussi Martin, Walde Peter, Zhang Afang, Kröger Martin, Halperin Avraham, Schlüter A Dieter
Department of Materials, Institute of Polymers, Swiss Federal Institute of Technology, ETH Zurich, HCI J 541, 8093 Zurich, Switzerland.
J Am Chem Soc. 2009 Aug 26;131(33):11841-54. doi: 10.1021/ja9032132.
The thickness of dendronized polymers can be tuned by varying their generation g and the dendron functionality X. Systematic studies of this effect require (i) synthetic ability to produce large samples of high quality polymers with systematic variation of g, X and of the backbone polymerization degree N, (ii) a theoretical model relating the solvent swollen polymer diameter, r, and persistence length, lambda, to g and X. This article presents an optimized synthetic method and a simple theoretical model. Our theory approach, based on the Boris-Rubinstein model of dendrimers predicts r approximately n(1/4)g(1/2) and lambda approximately n(2) where n = [(X - 1)(g) - 1]/(X - 2) is the number of monomers in a dendron. The average monomer concentration in the branched side chains of a dendronized polymer increases with g in qualitative contrast to bottle brushes whose side chains are linear. The stepwise, attach-to, synthesis of X = 3 dendronized polymers yielded gram amounts of g = 1-4 polymers with N approximately = 1000 and N approximately = 7000 as compared to earlier maxima of 0.1 g amounts and of N approximately = 1000. The method can be modified to dendrons of different X. The conversion fraction at each attach-to step, as quantified by converting unreacted groups with UV labels, was 99.3% to 99.8%. Atomic force microscopy on mixed polymer samples allows to distinguish between chains of different g and suggests an apparent height difference of 0.85 nm per generation as well as an increase of persistence length with g. We suggest synthetic directions to allow confrontation with theory.
树枝状聚合物的厚度可通过改变其代数g和树枝状官能团X来调节。对这种效应进行系统研究需要:(i)具备合成能力,能够制备出大量高质量聚合物,且g、X以及主链聚合度N呈系统变化;(ii)有一个理论模型,将溶剂溶胀的聚合物直径r和持久长度λ与g和X联系起来。本文介绍了一种优化的合成方法和一个简单的理论模型。我们基于树枝状大分子的鲍里斯 - 鲁宾斯坦模型的理论方法预测r约为n(1/4)g(1/2),λ约为n(2),其中n = [(X - 1)(g) - 1]/(X - 2)是树枝状结构中单体的数量。与侧链为线性的瓶刷状聚合物形成定性对比的是,树枝状聚合物支化侧链中的平均单体浓度随g增加。与早期最大产量0.1克及N约为1000相比,逐步“附着到”合成X = 3的树枝状聚合物可得到克级的g = 1 - 4聚合物,N约为1000和N约为7000。该方法可修改用于不同X的树枝状结构。通过用紫外标记转化未反应基团来量化,每个“附着到”步骤的转化分数为99.3%至99.8%。对混合聚合物样品进行原子力显微镜观察能够区分不同g的链,并表明每一代的表观高度差为0.85纳米,且持久长度随g增加。我们提出了合成方向,以便与理论进行对比。