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Phase equations for quasi-periodic oscillators

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Gu, Chenjie
Roychowdhury, Jaijeet

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Oscillations and rhythmic activity are seen in natural and man-made systems. Dynamics of oscillators can be compactly described by phase domain models. Phase equations for periodic, single-frequency oscillators have been developed and utilized in analyzing oscillation phenomena that arise in electronic systems, circadian clocks, and the nervous system. We consider quasi-periodic oscillators and present a general phase model theory and numerical techniques for the construction of phase equations for multi-frequency oscillators. We demonstrate the utility of these phase equations in analyzing oscillators experiencing perturbations.

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Ieee

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Computer science, Theory methods, Engineering, Electrical electronic engineering

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2010 Ieee And Acm International Conference On Computer-Aided Design (Iccad)

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DOI

10.1109/ICCAD.2010.5654185

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