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首页> 外文期刊>Bulletin of the Korean Chemical Society >Calculation of the Entropies and Chemical Potentials of Hard-Sphere Solutes Solvated in Hard-Sphere Solids Using the Radial Free-Space Distribution Function
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Calculation of the Entropies and Chemical Potentials of Hard-Sphere Solutes Solvated in Hard-Sphere Solids Using the Radial Free-Space Distribution Function

机译:利用径向自由空间分布函数计算硬球固体中溶解的硬球溶质的熵和化学势

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The entropies and chemical potentials of hard-sphere solutes solvated in hard-sphere solids were calculated by Monte Carlo method using the radial free-space distribution function. This method is based on calculating the entropy by comparing the free volume of a molecule with that of an ideal gas, and is applicable even when the size of solute is very large and the solvent is a solid. When the diameter of hard-sphere solute is small the solute molecule behaves as like as a fluid in solid structures, but when the diameter of solute becomes large, a fluid-to-solid phase transition takes place. The fluid-to-solid phase transition occurs at the region of the smaller size of solute with the more increase of solvent density. The least square fit values of analytical form of the radial free-space distribution functions of solute molecules are presented for future uses.
机译:利用径向自由空间分布函数,通过蒙特卡罗方法计算了硬球固体中溶解的硬球溶质的熵和化学势。该方法基于通过将分子的自由体积与理想气体的自由体积进行比较来计算熵,并且即使在溶质的尺寸非常大且溶剂为固体的情况下也适用。当硬球溶质的直径较小时,溶质分子的行为就像固体结构中的流体一样,但是当溶质的直径变大时,就会发生流体到固相的转变。流体到固相的转变发生在溶质尺寸较小,溶剂密度增加较大的区域。提出了溶质分子的径向自由空间分布函数的解析形式的最小二乘拟合值,以供将来使用。

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