Saccade Tasks Visual Search Saccades Micro-Fixation Saccades - - PowerPoint PPT Presentation

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Saccade Tasks Visual Search Saccades Micro-Fixation Saccades - - PowerPoint PPT Presentation

Derivation of Saccade Saccade Tasks Visual Search Saccades Micro-Fixation Saccades Reading Gaze Shifts Reading Gaze Shifts Catch-up Saccades Saccadic Fast Phase Ballistic nature of saccades. Pulse and step are pre-programmed Latency


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Derivation of “Saccade”

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Saccade Tasks

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Visual Search Saccades

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Micro-Fixation Saccades

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Reading Gaze Shifts

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Reading Gaze Shifts

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Catch-up Saccades

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Saccadic Fast Phase

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Ballistic nature of saccades. Pulse and step are pre-programmed Prediction can reduce saccade latency to zero.

Latency = 250 msec

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Vision During Saccades is very reduced. Demo:Watch eye movements in a mirror Explination: Smearing of the retinal image Shearing of the retina Backward masking- second target erases the first

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Saccades are characterized by their high velocity that comes at the cost additional force to needed to overcome muscle viscosity. Analogous to stealing second base in baseball. A pulse component of the saccade provides this extra force that is absorbed by the muscle. Pulse height sets velocity and width sets amplitude. A step component follows the pulse to hold the eye in its new position. This force counteracts the spring force of the antagonist.

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Pulse and Step Innervation

Reciprocal innervation Agonist innervation Antagonist innervation

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Pulse-Slide-Step components of saccade generation

Time in msec Time in msec

Eye Position IR Motoneuron

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Muscle innervation increases the spring constant (K) or muscle stiffness. This increases the restoring force applied to the eye and antagonist muscle. Step innervation changes muscle stiffness maintains eye position

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Hooke’s Law: Force exerted by a spring equals the product of its length (L) and spring- stiffness constant (K) or elasticity. F = L x K Innervation increases the spring stiffness and force of the agonist against the antagonist. The length of the antagonist increases when stretched by the agonist until their forces become equal. Force exerted by the agonist and antagonist is smallest in primary position.

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X1 * K1 = F = X2 * K2

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X1 * K1 = F = X2 * K2

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Pause Cell determine the duration of a saccade Triggers the burst cell activity like a car clutch Burst Cell determine the velocity of a saccade Overcome viscosity to achieve high velocity Neural Integration transforms burst activity into tonic cell activity Tonic cells maintain the new eye position at the end

  • f a saccade
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Pause, Burst and Integration circuit

Pause Cell Burst Cell Neural Integration Oculomotor Neuron Eye position Pre-motor sites include PPRF and Prepositus for horizontal saccades & riMLF and nucleus of Cajal for vertical saccades

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Brainstem Burst and Integrator regions H Integrator H Burst V Burst V Integrator

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Brainstem burst and pause cell areas- Schematic

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Amplitude of a saccade is determined by the duration and amplitude of the pulse.

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Main sequence diagram plots velocity or duration as a function Of saccade amplitude. 10 deg saccade lasts 50 msec. Saccades are rarely longer than 100 msec Main sequence reflects the activity of Burst neurons.

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Main Sequence Curve- peak velocity

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Main Sequence Curve- Saccade duration

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Supra-nuclear sites Frontal eye fields (Area 8) Superior Colliculus

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Frontal Eye Fields

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Cortical Projections

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Saccade Pathways Schematic

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Saccade amplitude abnormalities related to pulse and step

Normal Saccade Hypometric Saccade Slow Saccade-Glissade Gaze-evoked Nystagmus (leaky integrator) Pulse-Step mismatch Innervation Motor response

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Inappropriate Saccades Saccadic Oscillations- Dysmetria, Jerks and Flutter Dysmetria- (inaccurate size) Macrosaccadic Oscillations Square Wave Jerks Macro Square Wave Jerks Ocular Flutter

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Parinaud’s Syndrome- no downward vertical saccades

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Square Wave Jerks

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Slow Saccades

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Macro Saccadic Oscillations

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Hypermetric Saccades

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Adult Opsoclonus Movie

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Infant Opsoclonus Movie

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Spasmus Nutans

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Saccade measured with coils and dual-Purkinje trackers Horizontal Vertical Degrees

<- Coils dual-Purkinje -> <- Difference

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Spasmus Nutans