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首页> 外文期刊>Micromachines >Flexible Helicoids, Atomic Force Microscopy (AFM) Cantilevers in High Mode Vibration, and Concave Notch Hinges in Precision Measurements and Research
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Flexible Helicoids, Atomic Force Microscopy (AFM) Cantilevers in High Mode Vibration, and Concave Notch Hinges in Precision Measurements and Research

机译:柔性螺旋体,高模振动中的原子力显微镜(AFM)悬臂以及精密测量和研究中的凹形凹槽铰链

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Flexible structures are the main components in many precision measuring and research systems. They provide miniaturization, repeatability, minimal damping, low measuring forces, and very high resolution. This article focuses on the modeling, development, and comparison of three typical flexible micro- nano-structures: flexible helicoids, atomic force microscopy (AFM) cantilevers, and concave notch hinges. Our theory yields results which allow us to increase the accuracy and functionality of these structures in new fields of application such as the modeling of helicoidal DNA molecules’ mechanics, the definition of instantaneous center of rotation in concave flexure notch hinges, and the estimation of the increase of spring constants and resolution at higher mode vibration in AFM cantilevers with an additional concentrated and end extended mass. We developed the original kinetostatic, reverse conformal mapping of approximating contours, and non-linear thermomechanical fluctuation methods for calculation, comparison, and research of the micromechanical structures. These methods simplify complicated solutions in micro elasticity but provide them with necessary accuracy. All our calculation results in this article and in all corresponding referenced author’s publications are in a good agreement with experimental and finite element modeling data within 10% or less.
机译:柔性结构是许多精密测量和研究系统的主要组成部分。它们提供了小型化,可重复性,最小的阻尼,低的测量力和非常高的分辨率。本文重点介绍三种典型的柔性纳米结构的建模,开发和比较:柔性螺旋体,原子力显微镜(AFM)悬臂和凹形缺口铰链。我们的理论得出的结果使我们能够在新的应用领域中提高这些结构的准确性和功能性,例如对螺旋DNA分子的力学建模,凹形挠性缺口铰链中瞬时旋转中心的定义以及对这些结构的估计。在AFM悬臂中,在较高模式的振动下,弹簧常数和分辨率增加,并具有附加的集中质量和末端扩展质量。我们开发了近似轮廓的原始运动静态,反向共形映射以及非线性热机械波动方法,用于计算,比较和研究微机械结构。这些方法简化了复杂的微观弹性解决方案,但为它们提供了必要的精度。我们在本文和所有相应的参考作者出版物中的所有计算结果与10%或更少范围内的实验和有限元建模数据非常吻合。

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