Institute for Materials Research (IMR), Tohoku University, Sendai 980-8577, Japan.
J Colloid Interface Sci. 2010 Dec 15;352(2):566-72. doi: 10.1016/j.jcis.2010.09.011. Epub 2010 Sep 15.
A molecular dynamics (MD) approach was employed to simulate the imbibition of a designed nanopore by a simple fluid (i.e., a Lennard-Jones (LJ) fluid). The length of imbibition as a function of time for various interactions between the LJ fluid and the pore wall was recorded for this system (i.e., the LJ fluid and the nanopore). By and large, the kinetics of imbibition was successfully described by the Lucas-Washburn (LW) equation, although deviation from it was observed in some cases. This lack of agreement is due to the neglect of the dynamic contact angle (DCA) in the LW equation. Two commonly used models (i.e., hydrodynamic and molecular-kinetic (MK) models) were thus employed to calculate the DCA. It is demonstrated that the MK model is able to justify the simulation results in which are not in good agreement with the simple LW equation. However, the hydrodynamic model is not capable of doing that. Further investigation of the MD simulation data revealed an interesting fact that there is a direct relationship between the wall-fluid interaction and the speed of the capillary imbibition. More evidence to support this claim is presented.
采用分子动力学(MD)方法模拟了设计的纳米孔被简单流体(即 Lennard-Jones(LJ)流体)的吸入。记录了该系统(即 LJ 流体和纳米孔)中 LJ 流体与孔壁之间各种相互作用的吸入长度随时间的变化。总的来说,虽然在某些情况下观察到了偏离,但吸入动力学成功地用 Lucas-Washburn(LW)方程描述。这种不一致是由于 LW 方程中忽略了动态接触角(DCA)。因此,采用了两种常用模型(即流体动力学和分子动力学(MK)模型)来计算 DCA。结果表明,MK 模型能够解释与简单 LW 方程不一致的模拟结果。然而,流体动力学模型不能做到这一点。对 MD 模拟数据的进一步研究揭示了一个有趣的事实,即壁-流体相互作用与毛细吸入速度之间存在直接关系。提出了更多支持这一说法的证据。