Morphometry of the primate bony labyrinth: a new method based on high-resolution computed tomography.

A method is described for taking accurate measurements of the bony labyrinth of humans and other primates using high-resolution computed tomography (CT). The measurements comprise 8 dimensions, 14 orientations and 2 indices of the labyrinth, as well as 7 orientations of related structures of the petrous pyramid. Comparison of the measurements taken from CT scans with those taken from subsequently made casts and cryosections demonstrates that the method is sufficiently accurate to permit the morphometric analysis of labyrinthine size and shape. Since the CT method is nondestructive, fast and easy to perform, it is applicable to large samples and to rare or precious anthropological specimens.

[1]  B. Wood,et al.  Implications of early hominid labyrinthine morphology for evolution of human bipedal locomotion , 1994, Nature.

[2]  M Igarashi,et al.  Volumetric and dimensional measurements of vestibular structures in the squirrel monkey. , 1981, Acta oto-laryngologica.

[3]  M. Igarashi Dimensional study of the vestibular apparatus , 1967, The Laryngoscope.

[4]  F. Zonneveld,et al.  Linear measurements of cortical bone and dental enamel by computed tomography: applications and problems. , 1993, American journal of physical anthropology.

[5]  C. Muren,et al.  Anatomic Variations of the Cochlea and Relations to other Temporal Bone Structures , 1990, Acta radiologica.

[6]  G. M. Jones,et al.  A theoretical and comparative study of the functional dependence of the semicircular canal upon its physical dimensions , 1963, Proceedings of the Royal Society of London. Series B. Biological Sciences.

[7]  I. Curthoys,et al.  Planar relationships of semicircular canals in the cat. , 1972, The American journal of physiology.

[8]  Ian S. Curthoys,et al.  Planar relationships of the semicircular canals in rhesus and squirrel monkeys , 1985, Brain Research.

[9]  J. Barnes,et al.  Accurate CT measurement of the spinal cord using metrizamide: physical factors. , 1981, AJR. American journal of roentgenology.

[10]  D. Pappas,et al.  High‐resolution computed tomography: Determination of the cause of pediatric sensorineural hearing loss , 1990, The Laryngoscope.

[11]  J. H. ten Kate,et al.  The dimensions and sensitivities of semicircular canals. , 1970, The Journal of experimental biology.

[12]  I. Curthoys,et al.  The orientation of the semicircular canals in the guinea pig. , 1975, Acta oto-laryngologica.

[13]  W. Rauschning,et al.  Investigation of Temporal Bone Anatomy by Plastic Moulding and Cryomicrotomy , 1986, Acta radiologica: diagnosis.

[14]  M. Muller,et al.  A mathematical approach enabling the calculation of the total endolymph flow in the semicircular ducts. , 1988, Journal of theoretical biology.

[15]  C. Muren,et al.  Computed Tomography of Temporal Bone Specimens , 1986, Acta radiologica: diagnosis.

[16]  J. Sorenson,et al.  Factors affecting the measurement of size and CT number in computed tomography. , 1981, Investigative radiology.

[17]  M. Muller,et al.  A new quantitative model of total endolymph flow in the system of semicircular ducts. , 1988, Journal of theoretical biology.

[18]  K. Money,et al.  Dimensional analysis and dynamic response characterization of mammalian peripheral vestibular structures. , 1984, The American journal of anatomy.

[19]  I. Curthoys,et al.  Planar relationships of the semicircular canals in man. , 1975, Acta oto-laryngologica.

[20]  I S Curthoys,et al.  Semicircular duct and ampulla dimensions in cat, guinea pig and man , 1977, Journal of morphology.

[21]  C M Oman,et al.  The influence of semicircular canal morphology on endolymph flow dynamics. An anatomically descriptive mathematical model. , 1987, Acta oto-laryngologica.

[22]  E. Binet,et al.  Quantitative assessment of the lumbar spinal canal by computed tomography. , 1980, Radiology.

[23]  V Henn,et al.  A Geometric Analysis of Semicircular Canals and Induced Activity in Their Peripheral Afferents in the Rhesus Monkey , 1988, Annals of the New York Academy of Sciences.