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Brownian dynamics simulations of polyelectrolyte adsorption in shear flow with hydrodynamic interaction

机译:流体动力作用下剪切流中聚电解质吸附的布朗动力学模拟

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The adsorption of single polyelectrolyte molecules in shear flow is studied using Brownian dynamics simulations with hydrodynamic interaction (HI).Simulations are performed with bead-rod and bead-spring chains,and electrostatic interactions are incorporated through a screened Goulombic potential with excluded volume accounted for by the repulsive part of a Lennard-Jones potential.A correction to the Rotne-Prager-Yamakawa tensor is derived that accounts for the presence of a planar wall.The simulations show that migration away from an uncharged wall,which is due to bead-wall HI,is enhanced by increases in the strength of flow and intrachain electrostatic repulsion,consistent with kinetic theory predictions.When the wall and polyelectrolyte are oppositely charged,chain behavior depends on the strength of electrostatic screening.For strong screening,chains get depleted from a region close to the wall and the thickness of this depletion layer scales as N~(1/3)Wi~(2/3) at high Wi,where N is the chain length and Wi is the Weissenberg number.At intermediate screening,bead-wall electrostatic attraction competes with bead-wall HI,and it is found that there is a critical Weissenberg number for desorption which scales as N~_(1/2) kappa~(-3)(l_B|sigmaq|)~(3/2),where K is the inverse screening length,l_B is the Bjerrum length,sigma is the surface charge density,and q is the bead charge.When the screening is weak,adsorbed chains are observed to align in the vorticity direction at low shear rates due to the effects of repulsive intramolecular interactions.At higher shear rates,the chains align in the flow direction.The simulation method and results of this work are expected to be useful for a number of applications in biophysics and materials science in which polyelectrolyte adsorption plays a key role.
机译:利用带流体动力相互作用(HI)的布朗动力学模拟研究了剪切流中单个聚电解质分子的吸附情况。使用珠-棒和珠-弹簧链进行模拟,并通过筛选的古洛姆势将静电相互作用纳入其中,排除了体积由Lennard-Jones势能的排斥部分得出。对Rotne-Prager-Yamakawa张量的校正得出了平面壁的存在。模拟表明,由于珠-流动强度的增加和链内静电排斥力增强了壁HI,这与动力学理论预测一致。当壁和聚电解质带相反电荷时,链的行为取决于静电筛选的强度。对于强力筛选,链会从靠近壁的区域,该耗尽层的厚度在高Wi时缩放为N〜(1/3)Wi〜(2/3),其中N为在中间筛选时,珠壁静电吸引与珠壁HI竞争,发现存在一个解吸的临界Weissenberg数,其标度为N〜_(1/2)。 kappa〜(-3)(l_B | sigmaq |)〜(3/2),其中K为反屏蔽长度,l_B为Bjerrum长度,sigma为表面电荷密度,q为磁珠电荷。弱,由于排斥性分子内相互作用的影响,吸附链在低剪切速率下沿涡度方向排列。在较高剪切速率下,链沿流动方向排列。模拟方法和结果有望可用于生物物理和材料科学中的许多应用,其中聚电解质的吸附起着关键作用。

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