论文标题

胶体单层的沉积物向下倾斜平面

Sedimentation of a Colloidal Monolayer Down an Inclined Plane

论文作者

Sprinkle, Brennan, Wilken, Sam, Karapetyan, Shake, Tanaka, Michio, Chen, Zhe, Cruise, Joseph R., Delmotte, Blaise, Driscoll, Michelle M., Chaikin, Paul, Donev, Aleksandar

论文摘要

我们研究了胶体单层的驱动集体动力学,使倾斜平面沉积。平行于底壁的重力力的作用会在每个胶体周围产生一个流动,并且随着局部密度的增加,胶体之间的流体动力相互作用会加速沉积。这导致创造了通用的“三角形”不均匀密度曲线,并在领先的前沿沿下坡方向移动的行进密度冲击。与胶体单层中的密度冲击不同,由施加的扭矩而不是力驱动[物理。 Rev. Fluids,2(9):092301,2017],在沉积过程中的密度前部在长时间内保持稳定,即使它在数十颗颗粒直径的序列上产生了粗糙度。通过实验测量和基于粒子的计算机模拟,我们发现汉堡方程可以沿沉积方向建模,因为时间的函数非常好,如果非线性保护法占集体沉积速度的亚线性依赖性,则可以进行适度的改进。

We study the driven collective dynamics of a colloidal monolayer sedimentating down an inclined plane. The action of the gravity force parallel to the bottom wall creates a flow around each colloid, and the hydrodynamic interactions among the colloids accelerate the sedimentation as the local density increases. This leads to the creation of a universal "triangular" inhomogeneous density profile, with a traveling density shock at the leading front moving in the downhill direction. Unlike density shocks in a colloidal monolayer driven by applied torques rather than forces [Phys. Rev. Fluids, 2(9):092301, 2017], the density front during sedimentation remains stable over long periods of time even though it develops a roughness on the order of tens of particle diameters. Through experimental measurements and particle-based computer simulations, we find that the Burgers equation can model the density profile along the sedimentation direction as a function of time remarkably well, with a modest improvement if the nonlinear conservation law accounts for the sub-linear dependence of the collective sedimentation velocity on density.

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