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首页> 外文期刊>Thermochimica Acta: An International Journal Concerned with the Broader Aspects of Thermochemistry and Its Applications to Chemical Problems >Structural recovery of a single polystyrene thin film using nanocalorimetry to extend the aging time and temperature range
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Structural recovery of a single polystyrene thin film using nanocalorimetry to extend the aging time and temperature range

机译:使用纳米量热法恢复单一聚苯乙烯薄膜的结构,以延长老化时间和温度范围

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The structural recovery of a single polystyrene thin film is investigated using nanocalorimetry at aging times as short as 0.01 s, as well as aging at temperatures as high as 15 K above the nominal glass transition temperature for high fictive-temperature glasses obtained at high cooling rates. The results indicate that structural recovery progresses as expected when the aging temperature is low compared to the initial fictive temperature; in this case, the fictive temperature evolves smoothly towards the aging temperature at a rate that depends on the aging temperature and initial fictive temperature (i.e., on the cooling rate prior to aging), and at equilibrium, the fictive temperature T-f = T-a. For the case when the aging temperature is much higher than the initial fictive temperature, no relaxation occurs during isothermal aging. For the intermediate case when the aging temperature is in the vicinity of the initial fictive temperature, relaxation occurs both during isothermal aging and during cooling after aging, with the result that the equilibrium fictive temperature is lower than the aging temperature. The use of a new equation for the relaxation time in the framework of the Tool-Narayanaswamy-Moynihan (TNM) model allows description of the data with a single set of model parameters. (C) 2014 Elsevier B.V. All rights reserved.
机译:使用纳米量热法在短至0.01 s的老化时间下以及在高冷却速率下获得的高虚拟玻璃的标称玻璃化温度高出标称玻璃化温度15 K的条件下进行老化,研究了单聚苯乙烯薄膜的结构恢复。结果表明,当时效温度低于初始虚拟温度时,结构恢复按预期进行。在这种情况下,虚拟温度朝着老化温度的方向平滑地发展,该速率取决于老化温度和初始虚拟温度(即,取决于老化之前的冷却速率),并且在平衡时虚拟温度T-f = T-a。对于时效温度远高于初始虚拟温度的情况,在等温时效过程中不会出现松弛现象。对于时效温度在初始假想温度附近的中间情况,在等温时效和时效后冷却期间均出现松弛,结果平衡假想温度低于时效温度。在Tool-Narayanaswamy-Moynihan(TNM)模型的框架中使用弛豫时间的新方程式可以使用一组模型参数来描述数据。 (C)2014 Elsevier B.V.保留所有权利。

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