NON-LINEAR DYNAMICS OF GEAR-PAIR SYSTEMS WITH PERIODIC STIFFNESS AND BACKLASH

By S. Theodossiades, S. Natsiavas. 2000

328 citations recorded by the source corpus.

Subfields: Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/7fb2b605aa9c9fd3f170fd9d7c31e50e26c7d162

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In Mechanical Engineering

1. Sheng Li
2. A. Kahraman
3. Paulo Flores

Citations in the corpus

• A tribo-dynamic model of a spur gear pair (2013, background): “[15–17], which focused on the LOA motion without including the gear tooth mesh friction forces can still be valid provided the mesh damping is estimated accurately.”
• Global bifurcation and chaos analysis in nonlinear vibration of spur gear systems (2014, neutral): “Theodossiades and Natsiavas [6, 7] analyzed the motor driven gear systems and predicted chaotic behaviors.”
• Generalized parametric resonance in electrostatically actuated microelectromechanical oscillators (2006, background): “The minimum detectable frequency change is inversely proportional to the quality factor [18]: Df 1⁄4 1 A f0kBTB kQ (2) where A is the amplitude of the oscillation, B the bandwidth, Q the quality factor, T the temperature and k the stiffness of the oscillator.”