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Diffusion and electrophoresis in gels: going beyond standard Ogston and free volume models

机译:凝胶中的扩散和电泳:超越标准ogston和免费体积模型

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This presentation will start with an overview of the recent progress made in the development and application of our lattice model of low-field gel electrophoresis (the so-called "Ogston regime"). This model, which allows numerically exact results tobe obtained, can also be used to study a wide range of diffusion problems in a variety of disciplines. In particular, we will look at the dynamics of oligomers and spherical analytes in ordered and disordered gels, including the case of a thermodynamic ratchet system. We will then discuss how the model can be extended to treat the following situations: electric field lines going around non-conducting obstacles; inhomogeneous systems; high electric field intensities; and the limit to the continuum.
机译:本演示文稿将概述最近在开发和应用我们的低场凝胶电泳的晶格模型(所谓的“ogston制度”)方面取得的概述。该模型允许在获得的数字上进行数字精确结果,也可以用于研究各种学科中的广泛的扩散问题。特别是,我们将看看有序和无序凝胶中低聚物和球面分析物的动态,包括热力学棘轮系统的情况。然后,我们将讨论如何扩展模型以治疗以下情况:围绕非导电障碍的电场线路;不均匀的系统;高电场强度;和连续体的限制。

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