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Chain Conformational Statistics and Mechanical Properties of Elastomer Blends

机译:链构象统计和弹性体共混物的力学性能

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Design of mechanical properties, especially the relation between tensile and dynamic moduli in terms of chain conformational statistics is considered. Data on new elastomer blends with gradient properties, able for mixing on molecular level and partial networking with separation of phases, are analyzed in parallel to classical commodity materials. Especial attention is paid to synergetic effects of the increase of blend modulus, relative to moduli obtained by linear "rule of mixtures" for component polymer moduli, described by Kleiner-Karasz-MacKnight equation, and new models based on self-similar scaling of elastomer network dynamics. New data on model blends exposing synergetic effects with the change of conformational statistics are presented as well.
机译:考虑了机械性能的设计,特别是在链构象统计方面的拉伸和动态模量之间的关系。在分子水平上混合的新弹性体与梯度进行混合的数据,并与典型的商品材料平行分析分子水平和分离相的部分网络。特别注意,相对于通过用于组分聚合物Moduli的线性“混合物规则”的线性“混合物规则”获得的模量来支付协同作用,该组分聚合物Moduli,由Kleiner-Karasz-Macknight方程和基于弹性体的自相似缩放的新模型网络动态。还提供了关于模型混合的新数据,并介绍了与构象统计数据的变化揭示了协同效应。

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