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Computation of liquid heat capacities of polymers

机译:聚合物的液体热容量的计算

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摘要

The heat capacities of liquid polymers have been estimated as the sum of vibrational, external, and conformational contributions. The major part of the total liquid heat capacity originates from vibrational motion and can be calculated as the sum of heat-capacity contributions from group and skeletal vibrations. The external contribution to the liquid heat capacity, C_(ext), is: C_p - C_v =TV #alpha#~2/#beta#, where V is the molar volume; #alpha#, thermal expansivity and #beta3, the compressibility. All need to be known as function of temperature, T. The conformational contribution is calculated using a one-dimensional, Ising model with two discrete, degenerate conformational states. Depending on the stiffness and cooperativity parameters, the conformational heat capacities were calculated for a series of macromolecules. Results are compared to experimental data for the liquid heat capacity of polyethylene, polyprpylene, poly(methyl methacrylate), poly(n-butyl methacrylate), polycrbonate, polystyrene, and polytetrafluoroethylene. Agreement between both, computed and experimental liquid heat capacities is within a few percent.
机译:液态聚合物的热容已估计为振动,外部和构象贡献的总和。液体总热容量的主要部分来自振动运动,可以计算为组振动和骨骼振动对热容量的总和。对液体热容量的外部贡献C_(ext)为:C_p-C_v = TV#alpha#〜2 /#beta#,其中V为摩尔体积; #alpha#,热膨胀率和#beta3,可压缩性。所有这些都需要作为温度T的函数来知道。构象贡献是使用一维Ising模型计算的,该模型具有两个离散的简并构象状态。根据刚度和协同性参数,计算了一系列大分子的构象热容。将结果与聚乙烯,聚丙烯,聚甲基丙烯酸甲酯,聚甲基丙烯酸正丁酯,聚碳酸酯,聚苯乙烯和聚四氟乙烯的液体热容量的实验数据进行比较。计算和实验液体热容量之间的一致性在百分之几以内。

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