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Modelling self-assembling of colloid particles in multilayered structures

机译:模拟多层结构中胶体颗粒的自组装

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Simulations of particle multilayer build-up in the layer by layer (LbL) self-assembling processes have been performed according to the generalized random sequential adsorption (RSA) scheme. The first (precursor) layer having an arbitrary coverage of adsorption centers was generated using the standard RSA scheme pertinent to homogeneous surface. Formation of the consecutive layers (up to 20) was simulated by assuming short-range interaction potentials for two kinds of particles of equal size. Interaction of two particles of different kind resulted in irreversible and localized adsorption upon their contact, whereas particles of the same kind were assumed to interact via the hard potential (no adsorption possible). Using this algorithm theoretical simulations were performed aimed at determining the particle volume fraction as a function of the distance from the interface, as well as the multilayer film roughness and thickness as a function of the number of layers. The simulations revealed that particle concentration distribution in the film was more uniform for low precursor layer density than for higher density, where well-defined layers of closely packed particles appeared. On the other hand, the roughness of the film was the lowest at the highest precursor layer density. It was also predicted theoretically that for low precursor layer density the film thickness increased with the number of layers in a non-linear way. However, for high precursor layer density, the film thickness increased linearly with the number of layers and the average layer thickness was equal to 1.58 of the particle radius, which is close to the closely packed hexagonal layer thickness equal to 1.73. It was concluded by analysing the existing data for colloid particles and polyelectrolytes that the theoretical results can be effectively exploited for interpretation of the LbL processes involving colloid particles and molecular species like polymers or proteins.
机译:已根据广义随机顺序吸附(RSA)方案对逐层(LbL)自组装过程中的粒子多层堆积进行了模拟。使用与均匀表面相关的标准RSA方案生成具有任意覆盖率的吸附中心的第一(前体)层。通过假设两种大小相等的粒子的短程相互作用势来模拟连续层(最多20个)的形成。两个不同种类的粒子相互作用会导致不可逆的局部吸附,而相同种类的粒子则通过硬势相互作用(不可能吸附)。使用该算法进行了理论模拟,旨在确定颗粒体积分数与界面之间的距离,并确定多层膜的粗糙度和厚度与层数的关系。模拟显示,对于较低的前体层密度,膜中的颗粒浓度分布要比对于较高的密度(均匀分布的紧密堆积的颗粒层)高得多。另一方面,在最高的前体层密度下,膜的粗糙度最低。从理论上还预测,对于低前体层密度,膜厚度以非线性方式随层数而增加。然而,对于高的前体层密度,膜厚度随层数线性增加,平均层厚度等于颗粒半径的1.58,接近于紧密堆积的六边形层厚度(等于1.73)。通过分析胶体颗粒和聚电解质的现有数据得出结论,可以有效地利用理论结果来解释涉及胶体颗粒和分子种类(如聚合物或蛋白质)的LbL过程。

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