Department of Physics, The University of Tokyo, 113-0033 Tokyo, Japan.
Department of Chemistry, Princeton University, Princeton, NJ.
Proc Natl Acad Sci U S A. 2017 Mar 28;114(13):E2580-E2589. doi: 10.1073/pnas.1616013114. Epub 2017 Mar 14.
Although making artificial micrometric swimmers has been made possible by using various propulsion mechanisms, guiding their motion in the presence of thermal fluctuations still remains a great challenge. Such a task is essential in biological systems, which present a number of intriguing solutions that are robust against noisy environmental conditions as well as variability in individual genetic makeup. Using synthetic Janus particles driven by an electric field, we present a feedback-based particle-guiding method quite analogous to the "run-and-tumbling" behavior of but with a deterministic steering in the tumbling phase: the particle is set to the run state when its orientation vector aligns with the target, whereas the transition to the "steering" state is triggered when it exceeds a tolerance angle [Formula: see text] The active and deterministic reorientation of the particle is achieved by a characteristic rotational motion that can be switched on and off by modulating the ac frequency of the electric field, which is reported in this work. Relying on numerical simulations and analytical results, we show that this feedback algorithm can be optimized by tuning the tolerance angle [Formula: see text] The optimal resetting angle depends on signal to noise ratio in the steering state, and it is shown in the experiment. The proposed method is simple and robust for targeting, despite variability in self-propelling speeds and angular velocities of individual particles.
尽管使用各种推进机制已经可以制造出人工微型游泳者,但在热涨落存在的情况下引导它们的运动仍然是一个巨大的挑战。在生物系统中,这项任务至关重要,生物系统中存在着许多引人入胜的解决方案,这些方案能够在嘈杂的环境条件和个体遗传组成的变化下保持稳健。我们使用受电场驱动的合成各向异性粒子展示了一种基于反馈的粒子导向方法,这种方法与“奔跑-翻滚”行为非常相似,但在翻滚阶段具有确定性的转向:当粒子的方向向量与目标对齐时,它会被设置为奔跑状态,而当它超过容忍角[公式:见正文]时,就会触发向“转向”状态的转变。通过一种特征旋转运动来实现粒子的主动和确定性重新定向,这种运动可以通过调制电场的交流频率来开启和关闭,这在本工作中有所报道。我们依靠数值模拟和分析结果表明,通过调整容忍角[公式:见正文],可以对这种反馈算法进行优化。最优重置角度取决于转向状态下的信噪比,并在实验中进行了展示。尽管单个粒子的自推进速度和角速度存在变化,但这种方法对于目标定位仍然简单而稳健。