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Alternative first-principles calculation of entropy for liquids

机译:液体熵的备选第一性原理计算

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We present an alternative method for interpreting the velocity autocorrelation function (VACF) of a fluid with application to extracting the entropy in a manner similar to the methods developed by Lin et al. [J. Chem. Phys. 119, 11792 (2003)] and improved upon by Desjarlais [Phys. Rev. E 88, 062145 (2013)]. The liquid VACF is decomposed into two components, one gas and one solid, and each contribution's entropic portion is calculated. However, we fit both the gas and solid portions of the VACF in the time domain. This approach is applied to a single-component liquid (a two-phase model of liquid Al at the melt line) and two different two-component systems: a superionic-to-superionic (bcc to fcc) phase transition in H2O at high temperatures and pressures and a metastable liquid state of MgO. For all three examples, comparisons to existing results in the literature demonstrate the validity of our alternative.
机译:我们提出了一种替代方法,用于解释流体的速度自相关函数(VACF),并以类似于Lin等人开发的方法来提取熵。 [J.化学物理119,11792(2003)]并由Desjarlais进行了改进[Phys。 E 88,062145(2013)。液体VACF分解为两种成分,一种气体和一种固体,并计算出每个贡献的熵部分。但是,我们在时域中同时拟合了VACF的气体部分和固体部分。该方法适用于单组分液体(熔融线处的液态Al的两相模型)和两个不同的两组分系统:高温下H2O中的超离子到超离子(bcc到fcc)相变和压力以及MgO的亚稳态液态。对于所有三个示例,与文献中现有结果的比较证明了我们替代方法的有效性。

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