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The entropy of a complex molecule

机译:复杂分子的熵

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Entropy is a central concept in the theory of coarse-graining. Through Einstein's formula, it provides the equilibrium probability distribution of the coarse-grained variables used to describe the system of interest. We study with molecular dynamics simulations the equilibrium probability distribution of thermal blobs representing at a coarse-grained level star polymer molecules in melt. Thermal blobs are characterized by the positions and momenta of the centers of mass, and internal energies of the molecules. We show that the entropy of the level of description of thermal blobs can be very well approximated as the sum of the thermodynamic entropy of each single molecule considered as isolated thermodynamic systems. The entropy of a single molecule depends on the intrinsic energy, involving only contributions from the atoms that make the molecule and not from the interactions with atoms of other molecules. Published by AIP Publishing.
机译:熵是粗晶理论中的核心概念。 通过爱因斯坦的公式,它提供了用于描述感兴趣系统的粗粒变量的均衡概率分布。 我们使用分子动力学模拟熔体粗粒细量明星聚合物分子表示的热斑的平衡概率分布。 热斑的特征在于质量中心的位置和动量,以及分子的内部能量。 我们表明热斑的描述水平的熵可以非常好地近似,作为作为隔离热力学系统所考虑的每个单个分子的热力学熵的总和。 单个分子的熵取决于内在能量,仅涉及从制备分子的原子而不是与其他分子原子的相互作用的贡献。 通过AIP发布发布。

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