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Sedimentation and diffusion coefficients in polymer solutions and gels

机译:聚合物溶液和凝胶中的沉降和扩散系数

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Recently Lamms differential equation, which frequently was applied in ultracentrifugal sedimentation experiments of polymer solutions, was extended to cross-linked swollen polymers. If a polymer solution is chemically cross-linked to a swollen polymer network (gel), the transport of a solvent in a gel in a centrifugal field consists of velocities due to sedimentation, diffusion and deformation. It was shown that the elastically active coefficient describing the deformation velocity has the same units as the diffusion coefficient. The sum of both coefficients in a gel is proportional to the mobility of the polymer and the thermodynamic factor. The latter can be found in the literature in papers of G. Rehage and coworkers. As diffusion coefficients are also known for some systems, the sedimentation coefficients for solutions and gels can be calculated and compared at the same concentrations and temperatures. The transport coefficients in thermodynamically good and bad solvents are discussed.
机译:最近LAMM差分方程,其经常应用于聚合物溶液的超速细分沉降实验中,延伸到交联溶胀的聚合物。如果聚合物溶液与溶胀的聚合物网络(凝胶)化学交联,则在离心场中的凝胶中的溶剂在凝胶中传送由于沉降,扩散和变形引起的速度。结果表明,描述变形速度的弹性主动系数具有与扩散系数相同的单元。凝胶中的两个系数的总和与聚合物的迁移率和热力学因子成比例。后者可以在G. Rehage和Coworkers论文的文献中找到。由于一些系统也已知扩散系数,可以计算溶液和凝胶的沉降系数,并在相同的浓度和温度下进行比较。讨论了热力学良好和坏溶剂中的传输系数。

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