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A New Approach to Model Adsorption in Heterogeneous Phase System with Monte Carlo Method

机译:蒙特卡罗方法研究非均相体系吸附的新方法

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A new approach to model adsorption in heterogeneous phase system has been proposed. Three truncated carbon nano tubes and argon are selected as sorbets and sorbent respectively and located into a canonical ensemble which is a cubic box. The length of carbon nano tubes was firstly built by using Hamada index and then the size of cubic box is determined and latticed. The new manner of distributing constant number of fluid particles into cubic box at initial state for an inhomogeneous phase system is randomly distributing particles into the spatial space without touching solid phase. The new approach is not only saving a lot of computational time but also new algorithms are generated so that trajectories of fluid particles can be traced in detail in pursuit of Monte Carlo simulation. Based on a number of fluid particles appears in specific domains, adsorption and desorption can be dynamically defined. In above approach, the interaction energy was calculated by Lennard-Jones 12-6 potential equation, rejection or acceptance of each fluid particle trial was assessed by Boltzmann factor according to Metropolis method.
机译:提出了一种新的非均相体系中吸附模型的方法。分别选择三个截断的碳纳米管和氩气作为吸附剂和吸附剂,并将其放置在一个立方盒的规范集合中。首先利用Hamada指数建立碳纳米管的长度,然后确定立方晶格的大小并进行网格化。对于不均匀相系统,在初始状态下将恒定数量的流体粒子分配到立方箱中的新方法是将粒子随机分配到空间空间而不会接触固相。这种新方法不仅节省了大量的计算时间,而且生成了新的算法,以便可以在追踪蒙特卡洛模拟时详细跟踪流体粒子的轨迹。基于特定域中出现的大量流体粒子,可以动态定义吸附和解吸。在上述方法中,通过Lennard-Jones 12-6电势方程计算相互作用能,并根据Metropolis方法通过玻尔兹曼因子评估每个流体粒子试验的拒绝或接受程度。

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