Frontiers in Scanning Probe Microscopy
SPMW Nonlinear dynamics in AFM - chaos and parametric resonance
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Supporting Documents
- Presentation (with audio) (SWF)
- Presentation Slides (PDF, 2.11 Mb)
- Podcast (video) What's this? (MP4, 26.56 Mb)
- Podcast (audio) What's this? (MP3, 14.22 Mb)
Licensed under Creative Commons according to this deed.
| Contributor(s) | Arvind Raman Purdue University, West Lafayette |
|---|---|
| Abstract | The field of nonlinear dynamics deals with mathematical techniques to study the nonlinear equations that serve as models of physical systems. The benefits of using nonlinear dynamics concepts to interpret and predict probe oscillations in dynamic AFM [1] are becoming increasingly clear. Nonlinear dynamics lies at the heart of probe instabilities [2], tip-sample dissipation processes [3], and higher harmonic generation in AFM [4]. In this talk we will first review known experimental phenomena in dynamic AFM, and how a nonlinear dynamicist interprets them. We will then discuss recent experimental results that have established the existence of chaos in tapping mode AFM under reasonable operating conditions [5, 6]. We will also discuss parametric resonance, a phenomenon that underlies the physics of surface waves and of childrens swings, and its recent implementation in dynamic AFM [7]. While still in its infancy, this is a completely different way of oscillating an AFM probe that offers significant promise while posing specific challenges. |
| References |
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| Cite this work | If you reference this work in a publication, please cite as follows: |
| Date posted | 08 Feb, 2007 |
| Time | 05:00 PM, October 06, 2006 |
| Location | Burton Morgan Building, Room 121 |
| Type | Online Presentations |
| Tags |
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