Two-dimensional spatiotemporal coding of linear acceleration in vestibular nuclei neurons

Response properties of vertical (VC) and horizontal (HC) canal/otolith- convergent vestibular nuclei neurons were studied in decerebrate rats during stimulation with sinusoidal linear accelerations (0.2–1.4 Hz) along different directions in the head horizontal plane. A novel characteristic of the majority of tested neurons was the nonzero response often elicited during stimulation along the “null” direction (i.e., the direction perpendicular to the maximum sensitivity vector, Smax). The tuning ratio (Smin gain/Smax gain), a measure of the two- dimensional spatial sensitivity, depended on stimulus frequency. For most vestibular nuclei neurons, the tuning ratio was small at the lowest stimulus frequencies and progressively increased with frequency. Specifically, HC neurons were characterized by a flat Smax gain and an approximately 10-fold increase of Smin gain per frequency decade. Thus, these neurons encode linear acceleration when stimulated along their maximum sensitivity direction, and the rate of change of linear acceleration (jerk) when stimulated along their minimum sensitivity direction. While the Smax vectors were distributed throughout the horizontal plane, the Smin vectors were concentrated mainly ipsilaterally with respect to head acceleration and clustered around the naso-occipital head axis. The properties of VC neurons were distinctly different from those of HC cells. The majority of VC cells showed decreasing Smax gains and small, relatively flat, Smin gains as a function of frequency. The Smax vectors were distributed ipsilaterally relative to the induced (apparent) head tilt. In type I anterior or posterior VC neurons, Smax vectors were clustered around the projection of the respective ipsilateral canal plane onto the horizontal head plane. These distinct spatial and temporal properties of HC and VC neurons during linear acceleration are compatible with the spatiotemporal organization of the horizontal and the vertical/torsional ocular responses, respectively, elicited in the rat during linear translation in the horizontal head plane. In addition, the data suggest a spatially and temporally specific and selective otolith/canal convergence. We propose that the central otolith system is organized in canal coordinates such that there is a close alignment between the plane of angular acceleration (canal) sensitivity and the plane of linear acceleration (otolith) sensitivity in otolith/canal- convergent vestibular nuclei neurons.

[1]  K. Schaefer,et al.  [On the convergence of various labyrinthine afferent nerves toward individual neurons of the vestibular nuclear area]. , 1959, Archiv fur Psychiatrie und Nervenkrankheiten, vereinigt mit Zeitschrift fur die gesamte Neurologie und Psychiatrie.

[2]  M J Correia,et al.  Elicitation of horizontal nystagmus by periodic linear acceleration. , 1966, Acta oto-laryngologica.

[3]  M J Correia,et al.  The effect of blockage of all six semicircular canal ducts on nystagmus produced by dynamic linear acceleration in the cat. , 1970, Acta oto-laryngologica.

[4]  I S Curthoys,et al.  Convergence of labyrinthine influences on units in the vestibular nuclei of the cat. I. Natural stimulation. , 1971, Brain research.

[5]  D L Tomko,et al.  The neural signal of angular head position in primary afferent vestibular nerve axons , 1973, The Journal of physiology.

[6]  R. Mayne,et al.  A Systems Concept of the Vestibular Organs , 1974 .

[7]  H Collewijn,et al.  Eye movements due to linear accelerations in the rabbit. , 1975, The Journal of physiology.

[8]  M. S. Estes,et al.  Physiologic characteristics of vestibular first-order canal neurons in the cat. I. Response plane determination and resting discharge characteristics. , 1975, Journal of neurophysiology.

[9]  J. Goldberg,et al.  Physiology of peripheral neurons innervating otolith organs of the squirrel monkey. III. Response dynamics. , 1976, Journal of neurophysiology.

[10]  J. Goldberg,et al.  Physiology of peripheral neurons innervating otolith organs of the squirrel monkey. II. Directional selectivity and force-response relations. , 1976, Journal of neurophysiology.

[11]  J. Goldberg,et al.  Physiology of peripheral neurons innervating otolith organs of the squirrel monkey. I. Response to static tilts and to long-duration centrifugal force. , 1976, Journal of neurophysiology.

[12]  C. Barnes,et al.  Ipsilateral utricular and semicircular canal interactions from electrical stimulation of individual vestibular nerve branches recorded in the descending medial longitudinal fasciculus , 1977, Brain Research.

[13]  A. Perachio Responses of Neurons in the Vestibular Nuclei of Awake Squirrel Monkeys During Linear Acceleration , 1981 .

[14]  John H. Anderson,et al.  OCULAR TORSION IN THE CAT AFTER LESIONS OF THE INTERSTITIAL NUCLEUS OF CAJAL * , 1981, Annals of the New York Academy of Sciences.

[15]  D A Robinson,et al.  The use of control systems analysis in the neurophysiology of eye movements. , 1981, Annual review of neuroscience.

[16]  T. Tokita,et al.  DYNAMIC CHARACTERISTICS OF THE OTOLITHIC OCULOMOTOR SYSTEM , 1981, Annals of the New York Academy of Sciences.

[17]  R H Schor,et al.  Responses to head tilt in cat central vestibular neurons. I. Direction of maximum sensitivity. , 1984, Journal of neurophysiology.

[18]  B. Peterson,et al.  Spatial and temporal response properties of secondary neurons that receive convergent input in vestibular nuclei of alert cats , 1984, Brain Research.

[19]  R H Schor,et al.  Responses to head tilt in cat central vestibular neurons. II. Frequency dependence of neural response vectors. , 1985, Journal of neurophysiology.

[20]  W. J. Daunicht,et al.  Spatial arrangement of the vestibular and the oculomotor system in the rat , 1987, Brain Research.

[21]  N. G. Daunton,et al.  Basic and Applied Aspects of Vestibular Function , 1988 .

[22]  J. Simpson,et al.  The accessory optic system of rabbit. II. Spatial organization of direction selectivity. , 1988, Journal of neurophysiology.

[23]  R H Schor,et al.  Response of vestibular neurons to head rotations in vertical planes. I. Response to vestibular stimulation. , 1988, Journal of neurophysiology.

[24]  T Raphan,et al.  Modeling Slow Phase Velocity Generation during Off‐Vertical Axis Rotation a , 1988, Annals of the New York Academy of Sciences.

[25]  R. Blanks,et al.  Orientation of the semicircular canals in rat , 1989, Brain Research.

[26]  J. Goldberg,et al.  The vestibular nerve of the chinchilla. IV. Discharge properties of utricular afferents. , 1990, Journal of neurophysiology.

[27]  R H Schor,et al.  Response of vestibular neurons to head rotations in vertical planes. III. Response of vestibulocollic neurons to vestibular and neck stimulation. , 1990, Journal of neurophysiology.

[28]  J. Goldberg,et al.  The vestibular nerve of the chinchilla. V. Relation between afferent discharge properties and peripheral innervation patterns in the utricular macula. , 1990, Journal of neurophysiology.

[29]  N. Dieringer,et al.  Spatial Organization of the Maculo‐Ocular Reflex of the Rat: Responses During Off‐Vertical Axis Rotation , 1990, The European journal of neuroscience.

[30]  Dora E. Angelaki,et al.  Response properties of gerbil otolith afferents to small angle pitch and roll tilts , 1991, Brain Research.

[31]  Kikuro Fukushima,et al.  The interstitial nucleus of Cajal in the midbrain reticular formation and vertical eye movement , 1991, Neuroscience Research.

[32]  G D Paige,et al.  Eye movement responses to linear head motion in the squirrel monkey. II. Visual-vestibular interactions and kinematic considerations. , 1991, Journal of neurophysiology.

[33]  B J Hess,et al.  Spatial organization of linear vestibuloocular reflexes of the rat: responses during horizontal and vertical linear acceleration. , 1991, Journal of neurophysiology.

[34]  G. Paige,et al.  Eye movement responses to linear head motion in the squirrel monkey. I. Basic characteristics. , 1991, Journal of neurophysiology.

[35]  D.E. Angelaki,et al.  Dynamic polarization vector of spatially tuned neurons , 1991, IEEE Transactions on Biomedical Engineering.

[36]  R H Schor,et al.  The Algebra of Neural Response Vectors , 1992, Annals of the New York Academy of Sciences.

[37]  J F Soechting,et al.  Moving in three-dimensional space: frames of reference, vectors, and coordinate systems. , 1992, Annual review of neuroscience.

[38]  D E Angelaki,et al.  Vestibular Neurons Encoding Two‐Dimensional Linear Acceleration Assist in the Estimation of Rotational Velocity during Off‐Vertical Axis Rotation , 1992, Annals of the New York Academy of Sciences.

[39]  G. Bush,et al.  A Model of Responses of Horizontal‐Canal‐Related Vestibular Nuclei Neurons that Respond to Linear Head Acceleration , 1992, Annals of the New York Academy of Sciences.

[40]  D E Angelaki,et al.  Quantification of Different Classes of Canal‐Related Vestibular Nuclei Neuron Responses to Linear Acceleration , 1992, Annals of the New York Academy of Sciences.