报告
聚合物
量子纠缠
材料科学
应力松弛
高原(数学)
放松(心理学)
化学物理
链条(单位)
戒指(化学)
幂律
线型聚合物
摩尔质量
压力(语言学)
化学
物理
量子
复合材料
量子力学
数学
有机化学
蠕动
哲学
数学分析
统计
社会心理学
语言学
心理学
作者
M. Kapnistos,Michael Lang,Dimitris Vlassopoulos,Wim Pyckhout‐Hintzen,Dieter Richter,Dong Pil Cho,Taihyun Chang,Michael Rubinstein
出处
期刊:Nature Materials
[Nature Portfolio]
日期:2008-10-26
卷期号:7 (12): 997-1002
被引量:562
摘要
After many years of intense research, most aspects of the motion of entangled polymers have been understood. Long linear and branched polymers have a characteristic entanglement plateau and their stress relaxes by chain reptation or branch retraction, respectively. In both mechanisms, the presence of chain ends is essential. But how do entangled polymers without ends relax their stress? Using properly purified high-molar-mass ring polymers, we demonstrate that these materials exhibit self-similar dynamics, yielding a power-law stress relaxation. However, trace amounts of linear chains at a concentration almost two decades below their overlap cause an enhanced mechanical response. An entanglement plateau is recovered at higher concentrations of linear chains. These results constitute an important step towards solving an outstanding problem of polymer science and are useful for manipulating properties of materials ranging from DNA to polycarbonate. They also provide possible directions for tuning the rheology of entangled polymers.
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