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首页> 外文期刊>The Journal of Chemical Physics >Transport in nanoporous zeolites: Relationships between sorbate size, entropy, and diffusivity
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Transport in nanoporous zeolites: Relationships between sorbate size, entropy, and diffusivity

机译:纳米多孔沸石中的运输:山梨酸酯尺寸,熵和扩散率之间的关系

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Molecular dynamics simulations have been performed on monatomic sorbates confined within zeolite NaY to obtain the dependence of entropy and self-diffusivity on the sorbate diameter. Previously, molecular dynamics simulations by Santikary and Yashonath [J. Phys. Chem. 98, 6368 (1994)], theoretical analysis by Derouane [J. Catal. 110, 58 (1988)] as well as experiments by Kemball [Adv. Catal. 2, 233 (1950)] found that certain sorbates in certain adsorbents exhibit unusually high self-diffusivity. Experiments showed that the loss of entropy for certain sorbates in specific adsorbents was minimum. Kemball suggested that such sorbates will have high self-diffusivity in these adsorbents. Entropy of the adsorbed phase has been evaluated from the trajectory information by two alternative methods: two-phase and multiparticle expansion. The results show that anomalous maximum in entropy is also seen as a function of the sorbate diameter. Further, the experimental observation of Kemball that minimum loss of entropy is associated with maximum in self-diffusivity is found to be true for the system studied here. A suitably scaled dimensionless self-diffusivity shows an exponential dependence on the excess entropy of the adsorbed phase, analogous to excess entropy scaling rules seen in many bulk and confined fluids. The two trajectory-based estimators for the entropy show good semiquantitative agreement and provide some interesting microscopic insights into entropy changes associated with confinement.
机译:对局限在NaY沸石内的单原子吸附物进行了分子动力学模拟,以求得熵和自扩散率对吸附物直径的依赖性。以前,Santikary和Yashonath进行了分子动力学模拟[J.物理化学98,6368(1994)],Derouane的理论分析[J.卡塔尔。 110,58(1988)]以及Kemball的实验[Adv。卡塔尔。 [2,233(1950)]发现某些吸附剂中的某些吸附物表现出异常高的自扩散性。实验表明,某些吸附剂中特定吸附剂的熵损失最小。 Kemball认为这类吸附剂在这些吸附剂中将具有很高的自扩散性。已通过两种替代方法从轨迹信息评估了吸附相的熵:两相和多颗粒膨胀。结果表明,熵的异常最大值也被视为吸附物直径的函数。此外,发现Kemball的熵最小损失与最大自扩散系数有关的实验观察对于此处研究的系统是正确的。适当缩放的无量纲自扩散系数显示了对吸附相的过量熵的指数依赖性,这类似于在许多散装和受限流体中看到的过量熵的缩放规则。两种基于轨迹的熵估计量显示出良好的半定量一致性,并为与约束相关的熵变化提供了一些有趣的微观见解。

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