Potentials of composite nanoparticles interaction with each other and with molecules of the carrier medium

V. Rudyak, S. Krasnolutsky
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Abstract

Studies of nanofluids have showed that they have non-standard properties. In particular, transport processes in nanofluids, their viscosity and thermal conductivity are not described by classical theories. At present the molecular dynamics (MD) method is widely used to model transport processes in nanofluids. This method, in its turn, requires knowing appropriate interaction potentials. To stabilize nanofluids, in particular, to prevent aggregation of nanoparticles sur-factants are used. In addition to homogeneous nanoparticles, composite nanoparticles are of great practical interest. The purpose of this paper is to construct interaction potentials of surfactant coated nanoparticles and composite ones with each other and with molecules of the carrier medium. A nanofluid consisting of a carrier fluid (gas or liquid) and surfactant coated nanoparticles or composite ones is considered. The particles are assumed to be solid and spherical. The interaction between the atoms of the nanoparticles and molecules of the carrier medium is described by Len-nard-Jones potentials with the appropriate parameters. Also, Lennard-Jones potentials describe the interaction of atoms of two nanoparticles with each other. The interaction potential of a mole-cule of the carrier medium with this nanoparticle is given as a sum of the potentials of this mole-cule with all the atoms of the nanoparticle. Similarly, the interaction potential of two nanoparticles is determined. In both above cases, the solid is approximated by the continuum model. The potentials obtained are intended for modeling of transport processes in nanofluids containing surfactant coated nanoparticles and composite ones as a dispersed element and their flows. kinetic theory fluid laminar-turbulent mathematical
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复合纳米粒子相互作用以及与载体介质分子相互作用的电位
对纳米流体的研究表明,它们具有非标准性质。特别是,纳米流体中的输运过程,它们的粘度和导热性不是经典理论所描述的。目前,分子动力学(MD)方法被广泛用于模拟纳米流体中的输运过程。这种方法,反过来,需要知道适当的相互作用势。为了稳定纳米流体,特别是防止纳米颗粒聚集,需要使用表面活性剂。除了均质纳米粒子外,复合纳米粒子也具有很大的实用价值。本文的目的是构建表面活性剂包覆纳米粒子和复合纳米粒子相互作用以及与载体介质分子的相互作用势。考虑由载体流体(气体或液体)和表面活性剂包覆的纳米颗粒或复合纳米颗粒组成的纳米流体。假设粒子是固体和球形的。纳米粒子原子与载体介质分子之间的相互作用用具有适当参数的Len-nard-Jones势来描述。此外,Lennard-Jones势描述了两个纳米粒子原子之间的相互作用。一分子载体介质与该纳米粒子的相互作用势可以用该分子与该纳米粒子的所有原子的相互作用势的总和来表示。同样,确定了两个纳米粒子的相互作用势。在上述两种情况下,固体都近似于连续体模型。所获得的电位用于模拟含有表面活性剂包裹的纳米颗粒和作为分散元素的复合纳米颗粒及其流动的纳米流体中的传输过程。运动理论流体层流-湍流数学
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