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Communication: Direct determination of triple-point coexistence through cell model simulation

机译:交流:通过细胞模型仿真直接确定三点共存

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In simulations of fluid-solid coexistence, the solid phase is modeled as a constrained system of Wigner-Seitz cells with one particle per cell. This model, commonly referred to as the constrained cell model, is a limiting case of a more general cell model, which is formed by considering a homogeneous external field that controls the number of particles per cell and, hence, the relative stability of the solid against the fluid phase. The generalized cell model provides a link that connects the disordered, fluid phase with the ordered, solid phase. In the present work, the phase diagram of this model is investigated through multicanonical simulations at constant pressure and histogram reweighting techniques for a system of 256 Lennard-Jones particles. The simulation data are used to obtain an estimate of the triple point of the Lennard-Jones system. The triple-point pressure is found to be higher compared to previous work. The likely explanation for this discrepancy is the highly compressible nature of the gas phase.
机译:在流固共存的模拟中,固相被建模为Wigner-Seitz细胞的约束系统,每个细胞一个粒子。此模型通常称为约束细胞模型,它是更通用的细胞模型的一种极限情况,该模型是通过考虑一个均匀的外部场而形成的,该场控制着每个单元的粒子数,从而控制了固体的相对稳定性。逆流相。广义单元模型提供了将无序流体相与有序固相连接起来的链接。在目前的工作中,该模型的相图是通过恒压和直方图重加权技术对256个Lennard-Jones粒子系统进行多规范模拟研究的。仿真数据用于获得Lennard-Jones系统三重点的估计值。发现三点压力比以前的工作更高。这种差异的可能解释是气相的高度可压缩性。

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