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Molecular Dynamics Simulation of Nanoscopic Couette Flow and Lubricated Nanoindentation

机译:纳米级Couette流和润滑纳米压痕的分子动力学模拟

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Summary form only given. Molecular dynamics simulation is a powerful tool for the investigation of nanoscopic processes that are hard or impossible to investigate by experiment in detail at the molecular level. The present work concerns tribological properties of model systems which are described by the Lennard-Jones truncated-shifted potential. Two related scenarios are studied: 1) Couette flow; 2) lubricated contact of two solid bodies. The influence of the solid-fluid interaction energy on the tribological properties, which is found to be significant, controls the adhesion of the fluid at the solid surface and therefore the wetting properties of the system. In particular, it is shown here that the solid-fluid interaction energy decisively affects the heat balance of stationary non-equilibrium states for the studied systems, regarding both the source and the sink term. Thereby, various phenomena combine in a non-trivial way: Firstly, upon increasing the solid-fluid interaction energy, the friction coefficient increases, so that more heat is dissipated. This leads to an enhanced heating of the surrounding fluid. Simultaneously, the thermal resistance at the solid-fluid interface decreases due to a stronger thermal coupling between the substrate and the adsorbed fluid. Since a greater solid-fluid interaction energy leads to a higher average fluid temperature (at otherwise constant conditions), the thermal conductivity of the fluid increases, which reinforces these effects by enhancing the transfer of the dissipated heat to the fluid.
机译:仅提供摘要表格。分子动力学模拟是研究纳米过程的强大工具,这些纳米过程很难或不可能通过分子水平的详细实验进行研究。本工作涉及模型系统的摩擦学特性,该特性由Lennard-Jones截短位移势描述。研究了两个相关的场景:1)Couette流; 2)两个固体的润滑接触。固液相互作用能对摩擦学性质的影响被发现是显着的,它控制了流体在固体表面上的粘附力,并因此控制了系统的润湿性质。特别是,在此表明,对于源系统和汇源项,固-流体相互作用能对研究系统的稳态非平衡态的热平衡具有决定性的影响。因此,各种现象以非平凡的方式结合:首先,随着固液相互作用能的增加,摩擦系数增加,从而散发了更多的热量。这导致周围流体的热量增加。同时,由于基材和吸附的流体之间更强的热耦合,固体-流体界面处的热阻降低。由于较大的固液相互作用能导致较高的平均流体温度(在其他恒定条件下),因此流体的热导率增加,这通过增强耗散热量向流体的传递而增强了这些效果。

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