Invariant slow manifolds of an Atomic Force Microscope system under the effects of Lennard-Jones forces and a slow harmonic base motion
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文摘

We model an AFM system subject to Lennard-Jones forces and to a slow harmonic base motion.

We approximate the invariant slow manifolds of the system and we study their bifurcations.

It is shown that the tapping mode takes place through a saddle-node bifurcation of the contact and noncontact slow manifolds respectively.

Chart of behaviors of different modes are determined and the time contact is computed.

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