Tanaka Yoshimi, Seii Miyu, Sui Jize, Doi Masao
Yokohama National University, Yokohama, Japan.
Beihang University, Beihang, China.
J Chem Phys. 2020 May 14;152(18):184901. doi: 10.1063/5.0002266.
When a gel swollen with a certain solvent is placed in the bath of another solvent, the gel swells or de-swells depending on the thermodynamic affinity to the gel. Toyotama et al. [Langmuir 22, 1952 (2006)] reported an unusual volume change of chemical gels that cannot be explained by the affinity difference: when a chemical gel saturated with water is immersed in ethylene glycol (EG), although those solvents have almost the same affinity to the polymer, the gel first shrinks and then re-swells and finally takes the same equilibrium volume as the initial. The re-entrant swelling was attributed to different diffusion rates between water and EG (dynamical asymmetry), but the detailed mechanism was not clarified. In this paper, we experimentally show that the characteristic times for the temporal shrinking and subsequent volume relaxation are proportional to the squared system size. This indicates that the phenomenon is governed by diffusive dynamics. According to this observation, we propose a coupled diffusion model explaining the physical mechanism of the re-entrant volume change.
当用某种溶剂溶胀的凝胶置于另一种溶剂的浴中时,凝胶会根据对凝胶的热力学亲和力而溶胀或消溶胀。丰玉等人[《朗缪尔》22卷,1952页(2006年)]报道了化学凝胶不寻常的体积变化,这种变化无法用亲和力差异来解释:当用水饱和的化学凝胶浸入乙二醇(EG)中时,尽管这些溶剂对聚合物的亲和力几乎相同,但凝胶首先会收缩,然后再溶胀,最终达到与初始时相同的平衡体积。这种折返式溶胀归因于水和EG之间不同的扩散速率(动力学不对称),但详细机制尚未阐明。在本文中,我们通过实验表明,瞬时收缩和随后体积松弛的特征时间与系统尺寸的平方成正比。这表明该现象受扩散动力学支配。基于这一观察结果,我们提出了一个耦合扩散模型来解释折返式体积变化的物理机制。