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首页> 外文期刊>Journal of Rheology >Linear viscoelasticity of entangled wormlike micelles bridged by telechelic polymers: An experimental model for a double transient network
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Linear viscoelasticity of entangled wormlike micelles bridged by telechelic polymers: An experimental model for a double transient network

机译:远螯聚合物桥接的纠缠蠕虫胶束的线性粘弹性:双瞬态网络的实验模型

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We survey the linear viscoelasticity of a new type of transient network: bridged wormlike micelles, whose structure has been characterized recently by Ramos and Ligoure [Macromolecules 40, 1248-1251 (2007)]. This composite material is obtained by adding telechelic copolymers (water-soluble chains with hydrophobic stickers at each extremity) to a solution of entangled wormlike micelles (WM). For comparison, naked WM and WM decorated by amphiphilic copolymers are also investigated. While these latter systems exhibit almost a same single ideal Maxwell behavior, solutions of bridged WM can be described as two Maxwell fluids component blends, characterized by two markedly different characteristic timesT(fast) and T-slow, and two elastic moduli, G(fast) and G(slow), with G(fast) G(slow). We show that the slow mode is related to the viscoelasticity of the transient network of entangled WM, and the fast mode to the network of telechelic active chains (i.e., chains that do not form loops but bridge two micelles). The dependence of the viscoelasticity with the surfactant concentration, phi, and the sticker-to-surfactant molar ratio, beta, is discussed. In particular, we show that G(fast) is proportional to the number of active chains in the material, phi beta. Simple theoretical expectations then allow evaluation of the bridges/loops ratio for the telechelic polymers. (C) 2008 The Society of Rheology.
机译:我们研究了一种新型瞬态网络的线性粘弹性:桥接的蠕虫状胶束,其结构最近已由Ramos和Ligoure表征[Macromolecules 40,1248-1251(2007)]。通过将遥螯共聚物(在每个末端带有疏水性标签的水溶性链)添加到缠结的蠕虫状胶束(WM)的溶液中来获得这种复合材料。为了比较,还研究了裸露的WM和由两亲共聚物修饰的WM。虽然这些后一种系统表现出几乎相同的单一理想麦克斯韦性能,但桥接WM的解决方案可描述为两种麦克斯韦流体组分的共混物,其特征在于两个明显不同的特征时间T(fast)和T-slow,以及两个弹性模量G(fast )和G(慢),其中G(快) G(慢)。我们表明慢速模式与纠缠的WM瞬态网络的粘弹性有关,而快速模式与遥螯活性链(即不形成环但桥接两个胶束的链)的网络有关。讨论了粘弹性与表面活性剂浓度phi和胶粘剂与表面活性剂摩尔比β的关系。特别是,我们表明G(fast)与材料phi beta中的活性链数量成正比。然后通过简单的理论期望就可以评估远螯聚合物的桥环比。 (C)2008流变学学会。

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