解吸
扩散
聚合物
材料科学
化学物理
背景(考古学)
随机游动
同种类的
表面扩散
动力学蒙特卡罗方法
连续时间随机游动
蒙特卡罗方法
分子动力学
反常扩散
吸附
纳米技术
统计物理学
物理化学
化学
物理
热力学
计算化学
复合材料
计算机科学
古生物学
统计
生物
知识管理
数学
创新扩散
作者
Dapeng Wang,Huai-Ying Chin,Chunlin He,Mark P. Stoykovich,Daniel K. Schwartz
出处
期刊:ACS Macro Letters
[American Chemical Society]
日期:2016-04-04
卷期号:5 (4): 509-514
被引量:24
标识
DOI:10.1021/acsmacrolett.6b00183
摘要
Previous studies of polymer motion at solid/liquid interfaces described the transport in the context of a continuous time random walk (CTRW) process, in which diffusion switches between desorption-mediated "flights" (i.e., hopping) and surface-adsorbed waiting-time intervals. However, it has been unclear whether the waiting times represented periods of complete immobility or times during which molecules engaged in a different (e.g., slower or confined) mode of interfacial transport. Here we designed high-throughput, single-molecule tracking measurements to address this question. Specifically, we studied polymer dynamics on either chemically homogeneous or nanopatterned surfaces (hexagonal diblock copolymer films) with chemically distinct domains, where polymers were essentially excluded from the low-affinity domains, eliminating the possibility of significant continuous diffusion in the absence of desorption-mediated flights. Indeed, the step-size distributions on homogeneous surfaces exhibited an additional diffusive mode that was missing on the chemically heterogeneous nanopatterned surfaces, confirming the presence of a slow continuous mode due to 2D in-plane diffusion. Kinetic Monte Carlo simulations were performed to test this model and, with the theoretical in-plane diffusion coefficient of D2D = 0.20 μm2/s, we found a good agreement between simulations and experimental data on both chemically homogeneous and nanopatterned surfaces.
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