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基于有限元法的原子力显微镜悬臂梁弹簧常数的准确性

Accuracy of the spring constant of atomic force microscopy cantilevers by finite element method.

作者信息

Chen Bo-Yi, Yeh Meng-Kao, Tai Nyan-Hwa

机构信息

Department of Power Mechanical Engineering and Department of Materials Science and Engineering, National Tsing Hua University, Hsinchu 30013 Taiwan, Republic of China.

出版信息

Anal Chem. 2007 Feb 15;79(4):1333-8. doi: 10.1021/ac061380v.

Abstract

Atomic force microscopy (AFM) probe with different functions can be used to measure the bonding force between atoms or molecules. In order to have accurate results, AFM cantilevers must be calibrated precisely before use. The AFM cantilever's spring constant is usually provided by the manufacturer, and it is calculated from simple equations or some other calibration methods. The spring constant may have some uncertainty, which may cause large errors in force measurement. In this paper, finite element analysis was used to obtain the deformation behavior of the AFM cantilever and to calculate its spring constant. The influence of prestress, ignored by other methods, is discussed in this paper. The variations of Young's modulus, Poisson's ratio, cantilever geometries, tilt angle, and the influence of image tip mass were evaluated to find their effects on the cantilever's characteristics. The results were compared with those obtained from other methods.

摘要

具有不同功能的原子力显微镜(AFM)探针可用于测量原子或分子之间的结合力。为了获得准确的结果,AFM悬臂在使用前必须进行精确校准。AFM悬臂的弹簧常数通常由制造商提供,它通过简单的公式或其他一些校准方法计算得出。弹簧常数可能存在一定的不确定性,这可能在力的测量中导致较大误差。本文采用有限元分析来获得AFM悬臂的变形行为并计算其弹簧常数。本文讨论了其他方法忽略的预应力的影响。评估了杨氏模量、泊松比、悬臂几何形状、倾斜角度的变化以及图像尖端质量的影响,以找出它们对悬臂特性的影响。将结果与其他方法获得的结果进行了比较。

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