1999
DOI: 10.1007/s004220050536
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Directional coding of three-dimensional movements by the vestibular semicircular canals

Abstract: A morphologically descriptive mathematical model was developed to study the role of labyrinthine geometry in determining sensitivities of each semicircular canal to angular motion stimuli in three-dimensional (3D) space. For this, equations describing viscous flow of the endolymph and poro-elastic response of the cupulae were coupled together and solved within a 3D reconstructed geometry. Results predict the existence of prime rotational directions about which the labyrinth resolves 3D angular movements into s… Show more

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Cited by 96 publications
(98 citation statements)
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References 67 publications
(92 reference statements)
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“…Out-of-plane torsion was calculated as the mean angular deviation from the plane of best fit of the canal, measured from the centroid of the canal. It was predicted that torsion helps to optimize overall sensitivity by sacrificing in-plane mechanical sensitivity, as denoted by P ⁄ L, in order to shift the best fit plane closer to the plane of maximal sensitivity (Rabbitt, 1999). This predicts that P ⁄ L and torsion are negatively correlated.…”
Section: Discussionmentioning
confidence: 99%
See 1 more Smart Citation
“…Out-of-plane torsion was calculated as the mean angular deviation from the plane of best fit of the canal, measured from the centroid of the canal. It was predicted that torsion helps to optimize overall sensitivity by sacrificing in-plane mechanical sensitivity, as denoted by P ⁄ L, in order to shift the best fit plane closer to the plane of maximal sensitivity (Rabbitt, 1999). This predicts that P ⁄ L and torsion are negatively correlated.…”
Section: Discussionmentioning
confidence: 99%
“…Torsion can allow the canals to pick up accelerations outside its plane of best fit at the expense of in-plane sensitivity (L increases relative to P). This can be particularly important as the maximal response directions of the nerves frequently differ from the anatomical planes of the canals (Rabbitt, 1999). The misalignment between the anatomical plane and maximal response direction has been calculated to be approximately 6°in monkeys (Reisine et al 1988) and 7°i n cats .…”
Section: Canal Shapementioning
confidence: 99%
“…Differences between the anatomic planes of the canals and their planes of maximum sensitivity may arise from variance in the shape and size of the bony canal and the membranous duct, the departure of the canals from a strict toroidal shape, and the fluid mechanics of the endolymph system (Ghanem et al 1998;Rabbitt 1999). Divergences in the two planes (anatomic and physiologic) have been reported for several species: 4-for the horizontal canal and 5-for the posterior canal in rhesus monkey (Reisine et al 1988); 10-for the horizontal canal and 8-for the posterior canal in pigeons (Dickman 1996); and 6.5-for the horizontal canal and 10.2-for the posterior canal in cats (Blanks et al 1975b).…”
Section: Discussionmentioning
confidence: 99%
“…Maximal endolymph displacement within a SCC occurs with head rotations in a fixed plane that is close to but not necessarily equal to the anatomical SCC plane (Ifediba et al 2007;Curthoys and Oman 1987;Rabbitt et al 2003;Rabbitt 1999) and it is dependent on the 3D geometry and cross-sectional area of the membranous SCC Zonneveld 1995, 1998). The geometry of the membranous SCC can be inferred from reconstructed bony SCCs because of the direct connection between the spatial paths of the bony and membranous labyrinth (Igarashi 1966;Curthoys et al 1977b).…”
Section: Introductionmentioning
confidence: 99%