1998
DOI: 10.1073/pnas.95.26.15321
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A model for amplification of hair-bundle motion by cyclical binding of Ca 2+ to mechanoelectrical-transduction channels

Abstract: Amplification of auditory stimuli by hair cells augments the sensitivity of the vertebrate inner ear. Cell-body contractions of outer hair cells are thought to mediate amplification in the mammalian cochlea. In vertebrates that lack these cells, and perhaps in mammals as well, active movements of hair bundles may underlie amplification. We have evaluated a mathematical model in which amplification stems from the activity of mechanoelectricaltransduction channels. The intracellular binding of Ca 2؉ to channels … Show more

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Cited by 213 publications
(249 citation statements)
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References 36 publications
(46 reference statements)
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“…These energy estimates are comparable with the amount of work needed to deflect hair bundles during calcium-driven bundle motility (∼2 aJ) and are significantly larger than the work performed against viscosity during bundle movements (∼0.1 aJ) (56,57), suggesting that electrically evoked motions of the TM might interact with MET currents of the hair bundles. The direction of TM motion and the associated feedback mechanism at the level of the hair bundles depend on the location of the MET channels.…”
Section: Resultssupporting
confidence: 55%
“…These energy estimates are comparable with the amount of work needed to deflect hair bundles during calcium-driven bundle motility (∼2 aJ) and are significantly larger than the work performed against viscosity during bundle movements (∼0.1 aJ) (56,57), suggesting that electrically evoked motions of the TM might interact with MET currents of the hair bundles. The direction of TM motion and the associated feedback mechanism at the level of the hair bundles depend on the location of the MET channels.…”
Section: Resultssupporting
confidence: 55%
“…Similar systems that involve the concerted movements of clustered myosin molecules are known to be subject to a Hopf bifurcation (25). Ca 2ϩ -driven reclosure of transduction channels (14,26), a mechanism that can operate at relatively high frequencies, has also been shown by modeling to experience a Hopf bifurcation (27).…”
Section: Scaling Of Responses With Stimulationmentioning
confidence: 99%
“…As the channels close, the tension in each associated gating spring increases, pulling the hair bundle in the negative direction. This process underlies active hair-bundle motility that can both foster spontaneous bundle oscillation and amplify mechanical inputs (33,46). Ca 2ϩ affects all three of the proposed components of active hair-bundle motility in ways that have been incorporated into the model (P. Martin, D.B., Y. Choe, and A.J.H., unpublished data).…”
Section: Duality Of Force-producing Mechanismsmentioning
confidence: 99%