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From optical tweezers to optical forced oscillation: Principles and potential biomedical applications

机译:从光镊到强制振荡:原理和潜在的生物医学应用

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In this paper, we begin with a brief overview of optical trapping of micro- and nano- particles and of various techniques for the measurement of optical force constants in the linear spring model. We then move on to introduce two complimentary approaches to implement optical forced oscillation of the trapped particle, one by an oscillatory optical tweezers, and the other by chopping (i.e., switching on-and-off) one of the beams in a twin set of optical tweezers. In each implementation, we have measured the steady state amplitude and phase of the oscillating particle as a function of frequency (from ~ 10Hz to 600Hz) with the aid of a quadrant photo-diode in conjunction with a lock-in amplifier. For the case of optical forced oscillation of a "free" particle involving only the optical force and the viscous drag, the experimental data fit fairly well the theoretical curve obtained from the simple linear spring model; both the optical force constant and the viscosity of the surrounding fluid can be deduced with fairly high precision as the fitting parameters from the best fit of the experimental data to the theoretical curves. When one or more external forces, in addition to the optical force and the drag force, were applied to the oscillating particle via mechanisms such as protein-protein interaction or DNA stretching, the oscillating amplitude and phase varied in response to the external forces. Preliminary data showing the change in oscillating amplitude and phase as a function of time in response to external forces will be presented, and potential biomedical applications of this approach will be discussed.
机译:在本文中,我们首先简要概述了微米级和纳米级粒子的光学陷阱以及用于测量线性弹簧模型中的光学力常数的各种技术。然后,我们继续介绍两种互补的方法,以实现被捕获粒子的光学强制振荡,一种方法是使用振荡光镊,另一种方法是将两组中的一个光束斩波(即,打开和关闭)。光学镊子。在每种实现方式中,我们借助于象限光电二极管和锁相放大器一起测量了振荡粒子的稳态振幅和相位随频率的变化(从〜10Hz到600Hz)。对于仅涉及光学力和粘性阻力的“自由”粒子的光学强制振荡的情况,实验数据非常符合从简单线性弹簧模型获得的理论曲线;从实验数据的最佳拟合到理论曲线的拟合参数,都可以以相当高的精度推导出光学力常数和周围流体的粘度。当通过诸如蛋白质-蛋白质相互作用或DNA拉伸的机制将除光学力和阻力之外的一个或多个外力施加到振荡粒子时,振荡幅度和相位响应于外力而变化。将提供初步数据,显示响应外部力的振幅和相位随时间变化的变化,并将讨论这种方法的潜在生物医学应用。

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