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Effect of three types of piezoelectric cantilever on the topography quality in the vicinity of rough surface in a fluid ambient

机译:三种压电悬臂梁对流体环境中粗糙表面附近形貌质量的影响

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The use of higher vibration modes and different geometries of the atomic force microscopy (AFM) piezoelectric micro cantilever (MC) is affected by the surface topography quality in a liquid medium. Therefore, utilizing an appropriate MC geometry and vibration mode is of a great importance. This paper analyzes the effect of different types of AFM MCs on the surface topography quality in the noncontact and tapping modes in a liquid medium. The modified couple stress theory (MCS) in a liquid based on the Timoshenko beam theory is used in order to enhance the accuracy of MC dynamic modeling. In addition, the differential quadrature (DQ) method has been used to discrete the equations. Identification of environmental forces helps to measure the accurate MC vibration amplitude. Investigating the effect of geometric and force parameters on the MC vibration behavior leads to understanding the system to design it properly in a liquid medium. Based on the advanced dynamic modeling, the best MC geometry for the specific surface roughness has been determined in the liquid for the surface topography. Also, due to oscillating the MC near the sample surface, the effect of interaction forces between the sample surface and the MC, including van der Waals, contact and squeeze forces is analyzed in a liquid medium in addition to the hydrodynamic forces. Furthermore, due to the reduction of the MC amplitude caused by the squeeze force; the MC is angled in proportion to the horizontal surface.
机译:液体介质中的表面形貌质量会影响使用更高的振动模式和原子力显微镜(AFM)压电微悬臂梁(MC)的不同几何形状。因此,利用适当的MC几何形状和振动模式非常重要。本文分析了液体介质中非接触和攻丝模式下不同类型的AFM MC对表面形貌质量的影响。为了提高MC动态建模的准确性,使用了基于Timoshenko束理论的液体中的改进耦合应力理论(MCS)。此外,微分正交(DQ)方法已用于离散方程。识别环境力有助于测量准确的MC振动幅度。研究几何参数和力参数对MC振动行为的影响,有助于理解系统以在液体介质中正确设计它。基于先进的动力学建模,已在液体中确定了用于表面形貌的最佳MC几何形状,以用于特定的表面粗糙度。另外,由于MC在样品表面附近振荡,除了流体动力外,还分析了液体介质中样品表面与MC之间的相互作用力(包括范德华力,接触力和挤压力)的影响。此外,由于挤压力导致MC振幅减小; MC与水平面成角度。

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