Sensors · 2007 · 24 citations · 25 references
Health ProfessionsBiologyPhysiologyAcousticsHearing ScienceSensorsAuditory PhysiologyAuditory SystemCochlear FunctionCochlear MechanicsInner Ear FunctionCochlear Amplifier FunctionCochlear BiophysicsCochlear Frequency TuningCochlear ModelingCochlear PhysiologyDifferential Equation FormulationDifferential Equation ModelsHopf Bifurcation
An important step towards understanding the working principles of the mammalian hearing sensor is the concept of an active cochlear amplifier. Theoretical arguments and physiological measurements suggest that the active cochlear amplifiers originate from systems close to a Hopf bifurcation. Efforts to model the mammalian hearing sensor on these grounds have, however, either had problems in reproducing sufficiently close essential aspects of the biological example (Magnasco, M.O. Phys. Rev. Lett. 90, 058101 (2003); Duke, T. & Jülicher, F. Phys. Rev. Lett. 90, 158101 (2003)), or required complicated spatially coupled differential equation systems that are unfeasible for transient signals (Kern, A. & Stoop, R. Phys. Rev. Lett. 91, 128101 (2003)). Here, we demonstrate a simple system of electronically coupled Hopf amplifiers that not only leads to the desired biological response behavior, but also has real-time capacity. The obtained electronic Hopf cochlea shares all salient signal processing features exhibited by the mammalian cochlea and thus provides a simple and efficient design of an artificial mammalian hearing sensor.
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<i>Linear and Nonlinear Waves</i>
G. B. Whitham, Richard Fowler · Physics Today · 1975 · 8.3K citations
Evoked Mechanical Responses of Isolated Cochlear Outer Hair Cells
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