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POLYMER CONFORMATION AND DYNAMICS IN CROWDED ENVIRONMENTS: A COMBINED DIFFUSION NMR AND SMALL-ANGLE NEUTRON SCATTERING STUDY

机译:拥挤环境中的聚合物构型和动力学:扩散核磁共振和小角度中子散射的组合研究

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The effect of particles on the behavior of polymers in solution is important in a number of important phenomena such as the effect of "crowding" proteins in cells, colloid-polymer mixtures, and nanoparticle "fillers" in polymer solutions and melts. In this talk, I will present a study of the effect of spherical inert nanoparticles (which we refer to as "crowders") on the diffusion coefficient and radius of gyration of polymers in solution using pulsed-field-gra- dient NMR and small-angle neutron scattering (SANS), respectively. In addition, the role of enthalpic crowder- crowder interactions on the crowding process is unknown: we can control this by varying charge on the crowder particle. Below a characteristic polymer concentration, which we identify as the overlap threshold concentration c*, the diffusion coefficients exhibit a plateau. Above c*, in a crossover region between the dilute and semidilute regimes, the (long-time) self-diffusion coefficients are found, universally, to decrease exponentially with polymer concentration at all crowder packing fractions, consistent with a structural basis for the long-time dynamics. When the polymer radius of gyration and crowder size are comparable, the polymer size is very weakly affected by the presence of crowders, consistent with recent computer simulations. We find that crowder charge only weakly affects polymer size and dynamics in the crowding limit, but that local macromolecular mobility depends strongly on molecular flexibility.
机译:在许多重要现象中,颗粒对溶液中聚合物行为的影响非常重要,例如细胞中蛋白质“拥挤”,胶体-聚合物混合物以及聚合物溶液和熔体中的纳米颗粒“填充剂”的影响。在本次演讲中,我将使用脉冲场梯度NMR和小波谱法研究球形惰性纳米颗粒(我们称为“拥挤物”)对溶液中聚合物扩散系数和旋转半径的影响。角中子散射(SANS)。另外,焓拥挤-拥挤相互作用在拥挤过程中的作用是未知的:我们可以通过改变拥挤颗粒的电荷来控制它。在特征聚合物浓度(我们确定为重叠阈值浓度c *)以下,扩散系数呈现平稳状态。在c *以上,在稀和半稀体系之间的交叉区域,发现(长期)自扩散系数普遍随所有拥挤堆积分数的聚合物浓度呈指数下降,这与长期的结构基础一致。时间动态。当聚合物的回转半径和拥挤物的大小可比时,拥挤物的存在对聚合物的大小影响很小,这与最近的计算机模拟是一致的。我们发现拥挤电荷仅对拥挤极限中的聚合物大小和动力学产生微弱影响,但是局部大分子迁移率强烈取决于分子的柔性。

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