固体苯、萘和蒽的拉曼频移计算熵和热容的温度依赖性

IF 0.9 Q4 THERMODYNAMICS
H. Yurtseven, Hilal Özdemi̇r
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引用次数: 1

摘要

用准调和近似计算了有机化合物(固体苯、萘和蒽)的自由能(F)、熵(S)和热容(C_v)的温度依赖性(P=0)。在我们的计算中,考虑了晶格模式(固体苯)、振动模式(萘)、声子和振动子(蒽)的拉曼频率对这些热力学函数的贡献。结果表明,在苯和萘中,随着温度的升高,F的线性增加与S和C_v的非线性增加相似。正如预期的那样,随着分子结构变得复杂(苯-萘-蒽),蒽的线性(F)和非线性(S,C_v)增加是相当不同的。我们的准谐波近似计算可以与这些有机化合物的实验进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Temperature Dependence of the Entropy and the Heat Capacity Calculated from the Raman Frequency Shifts for Solid Benzene, Naphthalene and Anthracene
Temperature dependences of the free energy (F), entropy (S) and the heat capacity (C_v) are calculated (P=0) for the organic compounds (solid benzene, naphthalene and anthracene) by using the quasiharmonic approximation. Contributions to those thermodynamic functions due to the Raman frequencies of lattice modes (solid benzene), librational modes (naphthalene), phonons and vibrons (anthracene) are taken into account in our calculations. We obtain that similar linear increase of F and nonlinear increase of S and C_v, occur with the increasing temperature in benzene and naphthalene. This linear (F) and nonlinear (S, C_v) increase is rather different for anthracene as the molecular structure becomes complex (benzene-naphthalene-anthracene), as expected. Our calculations by the quasiharmonic approximation can be compared with the experiments for those organic compounds.
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来源期刊
CiteScore
1.50
自引率
12.50%
发文量
35
期刊介绍: The purpose and scope of the International Journal of Thermodynamics is · to provide a forum for the publication of original theoretical and applied work in the field of thermodynamics as it relates to systems, states, processes, and both non-equilibrium and equilibrium phenomena at all temporal and spatial scales. · to provide a multidisciplinary and international platform for the dissemination to academia and industry of both scientific and engineering contributions, which touch upon a broad class of disciplines that are foundationally linked to thermodynamics and the methods and analyses derived there from. · to assess how both the first and particularly the second laws of thermodynamics touch upon these disciplines. · to highlight innovative & pioneer research in the field of thermodynamics in the following subjects (but not limited to the following, novel research in new areas are strongly suggested): o Entropy in thermodynamics and information theory. o Thermodynamics in process intensification. o Biothermodynamics (topics such as self-organization far from equilibrium etc.) o Thermodynamics of nonadditive systems. o Nonequilibrium thermal complex systems. o Sustainable design and thermodynamics. o Engineering thermodynamics. o Energy.
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