Results 191 to 200 of about 15,347 (247)
Triple semicircular canal occlusion with endolymphatic sac decompression for intractable Meniere's disease. [PDF]
Tian J +5 more
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Bilateral Semicircular Canal Dehiscence Analyzed Using the International Classification of Functioning, Disability, and Health (ICF) Framework: Case Report. [PDF]
Novoa-Cornejo I +5 more
europepmc +1 more source
Epley Maneuver Skills in Primary Care: 3D Semicircular Canal Models for Self-Learning. [PDF]
Kita K, Watanabe K, Saito M, Kuroiwa M.
europepmc +1 more source
Clinical observations from the clinical video head pulse test in patients with idiopathic horizontal semicircular canal light cupula. [PDF]
Song N, Jingling C, Wenyan X, Xuemei P.
europepmc +1 more source
Congenital Dehiscence in the Posterior Semicircular Canal
Posterior semicircular canal dehiscence (PSCD) may be of congenital origin.PSCD is characterized by the lack of bone coverage, which results in its lumen being exposed to the meninges of the posterior cranial fossa or to the gulf of the jugular vein. It has an incidence of 0.2%.
Whyte, J. +6 more
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Orientation of the semicircular canals in rat
Brain Research, 1989The orientation of the rat semicircular canals was determined using one of two techniques. Null point analysis was used to define physiologically the planar equations of the anterior (n = 15) and posterior canals (n = 15); equations for the horizontal canal (n = 19) were determined using an anatomical dissection technique. Canal orientation was defined
R H, Blanks, Y, Torigoe
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Superior semicircular canal dehiscence: A new perspective
Objective: To determine the use of multi-detector computed tomography (MDCT) in the diagnostic interpretation of superior semicircular canal dehiscence (SSCD) or thinning and its association with ear pathologies and to find whether it is an acquired ...
Raman Chauhan +4 more
exaly +2 more sources
The flow of endolymph in the semicircular canals
Physics in Medicine & Biology, 1979The response of the receptors in the semicircular canals to rotary movement of the head is usually described in terms of an ordinary second order differential equation. There are, however, some theoretical objections to this equation and these are examined.
K, Pardoe, P M, Haughton
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