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Oscillating modes of driven colloids in overdamped systems

机译:过阻尼系统中驱动胶体的振荡模式

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Microscopic colloidal particles suspended in liquids are a prominent example of an overdamped system where viscous forces dominate over inertial effects. Frequently, colloids are used as sensitive probes, e.g., in biophysical applications from which molecular forces are inferred. The interpretation of such experiments rests on the assumption that, even when the particles are driven, the liquid remains in equilibrium. Here we experimentally demonstrate that this is not valid for particles in viscoelastic fluids. Even at small driving forces, we observe particle oscillations with several tens of seconds. They are attributed to non-equilibrium fluctuations of the fluid being excited by the particle’s motion. The oscillatory dynamics is in quantitative agreement with an overdamped Langevin equation with negative friction-memory term being equivalent to a stochastically driven underdamped oscillator. Such oscillatory modes are expected to widen the use of colloids as model systems but must also be considered in colloidal probe experiments.
机译:悬浮在液体中的微观胶体颗粒是过度阻尼系统的一个突出例子,在该系统中,粘滞力占惯性效应的主导地位。通常,胶体被用作灵敏的探针,例如,在可推断分子力的生物物理应用中。对此类实验的解释基于这样一个假设:即使驱动颗粒,液体仍保持平衡。在这里,我们通过实验证明这对于粘弹性流体中的粒子无效。即使在很小的驱动力下,我们也会观察到几十秒的粒子振动。它们归因于粒子运动激发的流体的非平衡波动。振荡动力学与带有负摩擦记忆项的过阻尼Langevin方程在数量上是一致的,其等效于随机驱动的欠阻尼振荡器。预期这种振荡模式将扩大胶体作为模型系统的使用,但在胶体探针实验中也必须考虑。

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