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首页> 外文期刊>Fluid Phase Equilibria >Non-equilibrium molecular dynamics simulation study on permeation phenomena of LJ particles in slit-shaped membranes with periodic belt-like heterogeneous surfaces
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Non-equilibrium molecular dynamics simulation study on permeation phenomena of LJ particles in slit-shaped membranes with periodic belt-like heterogeneous surfaces

机译:LJ颗粒在周期性带状异质表面的缝隙状膜中渗透现象的非平衡分子动力学模拟

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摘要

In order to make clear the relationship between the pore structure and the diffusivity, we have carried out permeation simulations of pure gases through simple model membranes by using the external-field non-equilibrium molecular dynamics method. As the membrane, we model slit-shaped pores with periodic belt-like heterogeneous pore surfaces which are caused by the upheaval of surface atoms. Applying simulation results for membranes with several upheaval interval distances to Maxwell–Stefan (MS) theory, we calculate the effects of the molecular loading of permeating molecules in the pores on MS diffusivity (DMS). In addition, the permeation potential barrier is estimated as the difference between the maximum and minimum permeation potential energies. The effect of the molecular loading on the permeation potential barrier and the DMS are in inverse proportion. It is noted that, when the width of the adsorption area in the permeation direction is not common multiples of the molecular diameter, the permeation potential barrier decreases with the increase in the molecular loading. This is because the positive force against the permeation direction is caused to the permeating molecules by interactions with permeating molecules in the adsorpton area between adjacent upheavals. Therefore, we could suggest that the key factor for controlling diffusion property is the structural relationship between the adsorption area and the permeating molecules.
机译:为了弄清楚孔结构与扩散率之间的关系,我们使用外场非平衡分子动力学方法,通过简单的模型膜对纯净气体进行了渗透模拟。作为膜,我们用具有周期性带状异质孔表面的狭缝形孔建模,这些孔表面是由表面原子的剧变引起的。将具有多个起伏间隔距离的膜的模拟结果应用于Maxwell–Stefan(MS)理论,我们计算了孔隙中渗透分子的分子负载对MS扩散率(DMS)的影响。另外,渗透势垒被估计为最大和最小渗透势能之间的差。分子负载对渗透势垒和DMS的影响成反比。注意,当在渗透方向上的吸附区域的宽度不是分子直径的公倍数时,渗透势垒随着分子负载的增加而降低。这是因为通过与相邻的隆起之间的吸附区域中的渗透分子的相互作用,对渗透分子产生了反作用于渗透方向的正力。因此,我们可以认为控制扩散性能的关键因素是吸附面积和渗透分子之间的结构关系。

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