期刊文献+

原子力显微镜动力学行为的数值分析

Numerical Analysis of Dynamics in Atomic Force Microscopes
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摘要 以原子力显微镜单自由度模型为研究对象,在考虑激励和摩擦的情况下,应用相轨迹、Poincare图、Lyapunov指数、分叉图等对硅—硅模型系统进行分析计算,说明在其它参数不变激励频率为基频率和2倍基频时激励振幅对杆的影响。 Take the single mode model of microcantilever-sample in an atomic force microscope as research subject. The phase trajectory, poincare maps and bifurcation map have been used to analyze and calculate the silicon-silicon model with consideration of encouragement and friction. The effect of pole is demonstrated when excitation amplitude is single or double basic amplitude while other parameters are fixed.
出处 《山东交通学院学报》 CAS 2009年第2期82-86,共5页 Journal of Shandong Jiaotong University
基金 山东交通学院科研基金项目(Z200812)
关键词 原子力显微镜 非线性系统 数值分析 atomic force microscope (AFM) nonlinear system numerical analysis
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参考文献8

  • 1Binnig G,Quate C F,Gerber C.Atomic Force Microscope[J].Phys Rev Lett,1986,56(9):930-933.
  • 2Aimé J P,Couturier G,Boisgard R,et al.Relationship Between the Nonlinear Dynamic Behaviour of an Oscillating Tip-Microlever System and the Contrast at the Atomic Scale[J].Applied Surface Science,1999,140(3-4):333-338.
  • 3Ashhab M,Salapaka M V,Dahleh M,et al.Dynamical Analysis and Control of Microcantilever[J].Automatic,1999,35:1663-1670.
  • 4Ashhab M,Salapaka M V,Dahleh M,et al.Melnikov-Based Dynamical Analysis of Microcantilivers in Scanning Probe Microscopy[J].Nonlinear Dynamics,1999,20:197-220.
  • 5Lee S I,Howell S W,Raman A D,et al.Nonlinear Dynamic Perspectives on Dynamic Force Microscopy[J].Ultramicroscopy,2003,97(1-4):185-198.
  • 6胡庆泉,唐倩,陈立群.原子力显微镜微悬臂梁非线性振动分析[J].科技导报,2007,25(22):32-35. 被引量:1
  • 7刘延柱 陈文良 陈立群.振动力学[M].北京:高等教育出版社,2000..
  • 8刘延柱,陈立群.非线性动力学[M].上海:上海交通大学出版社,2001.

二级参考文献13

  • 1AIME J P, COUTURIER G, BOISGARD R, et al. Relationship between the non linear dynamic behaviour of an oscillating tip-microlever system and the contrast at the atomic scale [J]. Applied Surface Science, 1999, 140 (3-4): 333-338.
  • 2ASHHAB M, SALAPAKA M V, DAHLEH M, et al. Dynamical analysis and control of micocantilever [J]. Automatica, 1999, 35: 1663-1670.
  • 3ASHHAB M, SALAPAKA M V, DAHLEH M, et al. Melnikov-based dynamical analysis of microcantilevers in scanning probe microscopy [J]. Nonlinear Dynamics, 1999, 20: 197-220.
  • 4BASSO M, GIARRE L, DAHLEH M, et al. Complex dynamics in a harmonically excited Lennard-Jones oscillator: microcantilever: Sa mple interaction in scanning probe microscopes [J]. Journal of Dynamic Systems, Measurement. and Control, 2000, 122: 240-245.
  • 5RUETZEL S, LEE S I, RAMAN A. Nonlinear dynamics of atomic-force-microscope probes driven in LennardJones potentials [C]//Proceedings of Royal Society of London, ser A, 2003, 459: 1925-1948.
  • 6LEE S I, HOWELL S W, RAMAN A, et al. Nonlinear dynamic perspectives on dynamic force microscopy[J]. Ultramicroscopy, 2003, 97(1-4): 185-198.
  • 7LEE S I, HOWELL S, RAMAN dynamics of microcantilevers in force microscopy: Comparison experiment[J]. Physical Review B A, et al. Nonlinear tapping mode atomic between theory and 2002, 66(11):115409.
  • 8HU Qingquan, CHEN Liqun. Bifurcation and chaos in atomic force microscope [J]. Chaos, Solitons and Fractals, 2007, 33(2): 711-715.
  • 9GARCIA R, SAN PAULO A. Attractive and repulsive tip: Sample interaction regimes in tapping-mode atomic force microscopy[J]. Phys Rev, 1999, B60: 4961-4967.
  • 10BINNIG G, C F QUATE, GERBER C. Atomic force microscope [J]. Physical Review Letters, 1986, 56: 930-933.

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