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Acta Oto-Laryngologica Volume 108, 1989 - Issue sup467
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Original Article

Models of Nonlinear Vibration. II. Oscillator with Bilinear Stiffness

Malvin C. Teich Columbia University, Departments of Applied Physics, New York, USA
,
Suzanne E. Keilson Columbia University, Departments of Applied Physics, New York, USA
&
Shyam M. Khanna Columbia University, Departments of Otolaryngology, New York, USA
Pages 249-256 | Published online: 08 Jul 2009

References

  • Berge P, Pomeau Y, Christian V. Order within chaos. Wiley & Sons, New York 1986
  • Flock Å, Strelioff D. Stiffness of sensory-cell hair bundles in the isolated guinea pig cochlea. Hearing Research 1984; 15: 19–28
  • Hudspeth A J, Howard J. Compliance of the hair bundles associated with gating of mechanoelectrical transduction channels in the bullfrog's saccular hair cell. Neuron 1988; I: 189–199
  • Keilson S E, Teich M C, Khanna SM. Models of nonlinear vibration. I. Oscillator with bilinear resistance. Acta Otolaryngol (Stockh) Suppl 1989a; 467: 241–248
  • Keilson SE., Teich M C, Khanna SM. Models of nonlinear vibration. III. Oscillator with bilinear mass. Acta Otolaryngol (Stockh) Suppl 1989b; 467: 257–264
  • Teich M C, Keilson S E, Khanna SM. Rectification models in cochlear transduction. Acta Otolaryngol (Stockh) Suppl 1989; 467: 235–240
  • Thompson J MT, Bokaian A R, Ghaffari R. Subharmonic and chaotic motions of compliant offshore structures and articulated mooring towers. ASME J Energy Resources Technology 1984; 106: 191–198
  • Thompson J MT, Ghaffari R. Chaotic dynamics of an impact oscillator. Phys Rev A 1983; 27: 1741–1743
  • Thompson J MT, Stewart HB. Nonlinear dynamics and chaos. Wiley & Sons, New York 1986

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