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Modeling of the rough spherical nanoparticles manipulation on a substrate based on the AFM nanorobot

机译:基于AFM纳米机器人的球形纳米颗粒粗糙处理模型

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摘要

In this paper, dynamic behavior of the rough spherical microanoparticles during pulling/pushing on the flat substrate has been investigated and analyzed. For this purpose, at first, two hexagonal roughness models (George and Cooper) were studied and then evaluations for adhesion force were determined for rough particle manipulation on flat substrate. These two models were then changed by using of the Rabinovich theory. Evaluations were determined for contact adhesion force between rough particle and flat substrate; depth of penetration evaluations were determined by the Johnson-Kendall-Roberts contact mechanic theory and the Schwartz method and according to Cooper and George roughness models. Then, the novel contact theory was used to determine a dynamic model for rough microanoparticle manipulation on flat substrate. Finally, simulation of particle dynamic behavior was implemented during pushing of rough spherical gold particles with radii of 50, 150, 400, 600, and 1,000 nm. Results derived from simulations of particles with several rates of roughness on flat substrate indicated that compared to results for flat particles, inherent roughness on particles might reduce the rate of critical force needed for sliding and rolling given particles. Given a fixed radius for roughness value and increased roughness height, evaluations for sliding and rolling critical forces showed greater reduction. Alternately, the rate of critical force was shown to reduce relative to an increased roughness radius. With respect to both models, based on the George roughness model, the predicted rate of adhesion force was greater than that determined in the Cooper roughness model, and as a result, the predicted rate of critical force based on the George roughness model was closer to the critical force value of flat parricle.
机译:本文研究并分析了粗糙的球形纳米微粒在平面基板上的推拉过程中的动力学行为。为此,首先研究了两个六边形粗糙度模型(George和Cooper),然后确定了粘附力的评估值,以便在平坦的基板上进行粗糙的颗粒处理。然后通过使用拉比诺维奇理论改变了这两个模型。确定粗糙颗粒与平坦基材之间的接触粘附力的评估;渗透深度的评估是根据Johnson-Kendall-Roberts接触力学理论和Schwartz方法,并根据Cooper和George粗糙度模型确定的。然后,使用新颖的接触理论确定用于在平坦基板上进行粗糙的微米/纳米颗粒处理的动力学模型。最后,在推动半径为50、150、400、600和1,000 nm的粗糙球形金颗粒过程中,对颗粒动力学行为进行了模拟。来自在平坦基板上具有多种粗糙度比率的粒子的模拟结果表明,与平坦粒子的结果相比,粒子固有的粗糙度可能会降低给定粒子滑动和滚动所需的临界力比率。给定粗糙度值的固定半径和增加的粗糙度高度,对滑动和滚动临界力的评估显示出更大的减小。或者,显示出临界力的速率相对于增加的粗糙度半径降低。对于这两个模型,基于乔治粗糙度模型的预测粘附力速率大于在库珀粗糙度模型中确定的粘附力速率,因此,基于乔治粗糙度模型的临界力预测速率更接近于平板的临界力值。

著录项

  • 来源
    《Applied Physics》 |2014年第4期|1947-1962|共16页
  • 作者

    M. Zakeri; J. Faraji;

  • 作者单位

    School of Engineering Emerging Technologies, University of Tabriz, Tabriz, Iran;

    School of Engineering Emerging Technologies, University of Tabriz, Tabriz, Iran;

  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);美国《生物学医学文摘》(MEDLINE);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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