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- W954136522 abstract "多重短暂的网络和 multiple-reptation 的机制的结构的模型在纠缠的地点由于动态重组纠缠了链广泛地在 die 上被使用聚合液体胀大在稳定简单砍流动。Thetotal (可重获并且 unrecoverable ) 变丑和流动，组成的方程和表示的粘弹性的免费精力简单砍(黝黑的 phi ) 从纠缠的聚合物链的 theconformational 概率分发功能被推出。它发现了那：(1 ) 大小简单砍(焦油 phi ) 取决于不仅免费撤退(或 recoverables 火车) 而且在粘滞的加热上(或 unrecoverable 紧张) ；(2 ) 总数撤退可以被变成即时、推迟撤退。把事实，分区的函数和二经验的部分基于这些可重获(1-W_( 鲸鱼群妈)) 并且 unrecoverable (W_( 鲸鱼群妈) 为 recoil 并且聚合液体的粘滞的加热的符合构造相应地被定义。然后关联即刻地并且最终(或全部) 去的 recoverables 火车(N_1/tau_(_(12 ))_W 和变换符合构造的部分被获得。Afterintroducing 一致二维的扩展的条件(alpha_x=alpha_y=alpha， alpha_z=alpha~(-2)) 和 swell 比率(B=alpha ) ，即时、最终的胀大的比率上的方程的二个集合(B_E， -B_(EVT)) 被获得，并且决定可重获的变换符合构造的部分的一个方法被建议。B_E 和 B_(E5 ) 的方程被 HDPE (高 denisity 聚乙烯) 的试验性的数据在二不同高温度验证。Itshows 分子的理论死胀大能被用来预言胀大到的关联(N_1/tau_(12 ))_w 和变换符合构造的部分。" @default.
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- W954136522 date "2009-10-10" @default.
- W954136522 modified "2023-09-23" @default.
- W954136522 title "Dynamics of Polymeric Fluids 1. The Molecular Theory of Die Swell: A Set of Equation on Swelling Ratio in Extrudates" @default.
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