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Nanoscale electrostatic actuators in liquid electrolytes: analysis and experiment

机译:液体电解质中的纳米级静电执行器:分析和实验

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摘要

The objective of this dissertation is to analytically model a parallel plateelectrostatic actuator operating in a liquid electrolyte and experimentally verify theanalysis.The model assumes the system remains in thermodynamic equilibrium duringactuation, which enables the ion mass balance equations and Guass?? Law to be combinedinto the Poisson-Boltzmann equation. The governing equations also include the linearmomentum equation including the following forces: the electric force, the osmotic force,the spring force, the viscous damping force, and the van der Waals force. Equations arealso derived for the energy stored in the actuator. The analytical results emphasize thestored energy at mechanical equilibrium and the voltage versus electrode separationbehavior including the instability. The analytical results predict that the system may notbe a good actuator because the displacement has a very limited stable range, although theactuator would be suitable for bistable applications.The experiment consisted of a fixed flat gold electrode and a movable goldelectrode consisting of a gold sphere several micrometers in diameter mounted on the end of an Atomic Force Microscope (AFM) cantilever, which serves as the spring. Theelectrodes were separated by approximately 100nm of 1mM NaCl aqueous solution.The analytical results were not verified by the experiment. Relative to the analysis,the experiments did not show distinct critical points, and the experiments showed lesselectrode separation for a given applied electric potential. The experiments did showpoints at which the electrode separation versus electric potential rapidly changed slope,which may be instability points.It is suggested that this phenomenon may be due to coalesced gas bubbles onhydrophobic regions of the electrode surfaces, which are not included in the model.Although clean gold surfaces are hydrophilic, gold surfaces may become hydrophobicdue to impurities.
机译:本文的目的是对在液体电解质中运行的平行板静电致动器进行分析建模,并通过实验验证分析结果。该模型假设该系统在致动过程中保持热力学平衡,这使得离子质量平衡方程式和Guass?将定律组合到Poisson-Boltzmann方程中。控制方程还包括线性动量方程,该线性动量方程包括以下力:电力,渗透力,弹簧力,粘性阻尼力和范德华力。还导出了存储在执行器中的能量的方程式。分析结果强调了在机械平衡时存储的能量以及电压与电极分离行为(包括不稳定性)的关系。分析结果表明,该系统可能不是一个好的致动器,因为该位移的稳定范围非常有限,尽管该致动器适用于双稳态应用。该实验由一个固定的扁平金电极和一个由金球组成的可移动金电极组成。直径千分尺安装在用作弹簧的原子力显微镜(AFM)悬臂末端。电极被约100nm的1mM NaCl水溶液隔开。分析结果未经实验证实。相对于分析,实验没有显示出明显的临界点,并且在给定的施加电势下,实验显示出较少的电极分离。实验确实显示了电极间距随电位变化的斜率快速变化的点,这可能是不稳定性点。这表明该现象可能是由于电极表面疏水区域上的聚结气泡所致,该模型未包括在内。尽管干净的金表面是亲水的,但金表面可能由于杂质而变得疏水。

著录项

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    Kim Doyoung;

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  • 年度 2006
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  • 原文格式 PDF
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