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Dynamic mechanical thermal analysis of aqueous sugar solutions containing fructose, glucose, sucrose, maltose and lactose

机译:含果糖,葡萄糖,蔗糖,麦芽糖和乳糖的糖水溶液的动态机械热分析

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摘要

The glass transition of glucose, fructose, lactose, maltose and sucrose solutions at maximum cryo-concentration was studied by Dynamic Mechanical Thermal Analysis (DMTA), using the disc bending technique. The glass transition temperatures were determined from the peaks in the loss modulus E′′, which corresponds theoretically to the resonance point (Maxwell model) for several input frequencies. The frequency dependence was well described by both an Arrhenius-type model and by the WLF (Williams, Landel and Ferry) equation, yielding glass transition temperatures for an average molecular vibration time of 100 s, which were similar to published midpoint temperatures determined by DSC scans. Some sugar mixtures were studied, yielding results that were well described by the Gordon–Taylor equation, using literature data. The frequency dependence of the viscoelastic ratio was also well approximated by an Arrhenius-type equation, with activation energies similar to those of the glass transition temperature and corresponded well to published values of the endset of glass transition.
机译:使用圆盘弯曲技术,通过动态机械热分析(DMTA)研究了最大冷冻浓度下葡萄糖,果糖,乳糖,麦芽糖和蔗糖溶液的玻璃化转变。从损耗模量E''的峰值确定玻璃化转变温度,其在理论上对应于多个输入频率的共振点(麦克斯韦模型)。 Arrhenius型模型和WLF(Williams,Landel和Ferry)方程均很好地描述了频率依赖性,得出的平均分子振动时间为100 s的玻璃化转变温度与DSC确定的中点温度相似扫描。对一些糖混合物进行了研究,使用文献数据得出的结果可以用戈登-泰勒方程很好地描述。粘弹性比的频率依赖性也可以通过Arrhenius型方程很好地近似,其活化能与玻璃化转变温度的活化能相似,并且与玻璃化转变终点的公开值非常一致。

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