Dynamic overshoot in saccadic eye movements is caused by neurological control signal reversals
References (45)
- et al.
Overlapping saccades and glissades are produced by fatigue in the saccadic eye movement system
Exp. Neurol.
(1975) - et al.
Short latency jaw movement produced by low intensity intracortical microstimulation of the precentral face area in monkeys
Brain Res.
(1974) A comment on the “glissade”
Vision Res.
(1973)- et al.
Inhibitory postsynaptic potentials in the abducens motoneurons associated with the quick relaxation phase of vestibular nystagmus
Brain Res.
(1971) - et al.
Parameters of the control signals for saccadic eye movement: Electrical stimulation and modelling
Exp. Neurol.
(1971) - et al.
Frequency characteristics of the saccadic eye movement
Biophys. J.
(1968) - et al.
The main sequence, a tool for studying eye movements
Math. Biosci.
(1975) - et al.
Organization of vestibular nystagmus in oblique oculomotor system
J. Neurophysiol.
(1974) The control of eye movements in the saccadic system
Bibl. Ophthal.
(1972)- et al.
Steps in production of motoneuron spikes during rhythmic firing
J. Neurophysiol.
(1972)
Control of human eye movements
Math. Biosci.
Time optimal behavior of human saccadic eye movements
IEEE Trans. Auto. Control
The human oculomotor control system
The eye movement control signal
Dynamic behavior of human eye-positioning mechanism
Commun. Behav. Biol.
An experimental study of visual fixation
Psy Rev.
Precentral and postcentral cortical activity in association with visual triggered movement
J. Neurophysiol.
Saccadic and smooth pursuit movements in the monkey
J. Physiol.
Firing patterns of abducens neurons of alert monkeys in relationship to horizontal eye movement
J. Neurophysiol.
Development of isometric tension in simian extraocular muscle
J. Physiol.
Interactions between voluntary and postural mechanisms of the human motor system
J. Neurophysiol.
Feeding in Helisoma trivolvis: The morphological and physiological bases of a fixed action pattern
Amer. Zool.
Cited by (149)
Dynamics of plant mechanics
2022, Progress in Brain ResearchCitation Excerpt :While not incorporated in the models of Figs. 2 and 4, Stark, Bahill and colleagues have pointed out that in a predominately second-order system, active braking (a small reversed pulse just at the end of the saccade) can bring the eye quickly to rest and act as a so-called time-optimal input signal. This idea is correct on theoretical grounds (e.g., Clark and Stark, 1975), and, evidently, on experimental grounds as well (Bahill et al., 1975), although the pulse actually seen is tiny compared to what these authors anticipated. Here again, the models (Figs. 2 and 4) produced correct saccades in the absence of a component of the input signal subsequently declared by their authors to be important.
Neurophysiology, pathology and models of rapid eye movements
2022, Progress in Brain ResearchThe effects of cognitive distraction on behavioural, oculomotor and electrophysiological metrics during a driving hazard perception task
2020, Accident Analysis and PreventionEffect of aging on post-saccadic oscillations
2018, Vision ResearchA clinical and neurophysiological motor signature of Unverricht–Lundborg disease
2018, Revue NeurologiqueCitation Excerpt :Gain (ratio of initial saccade amplitude to final eye position on target) was computed for each centrifugal and centripetal saccade, and the gain SD (gain variation) was computed in each subject for both centrifugal and centripetal saccades. As ULD saccade gains differed from those in the HV and because the VPeak depends on saccade amplitude [28], the VPeak of six amplitudes (9°–14°) were collected. The quality of fixation was also analyzed with the square-wave jerk (horizontal saccadic intrusions) frequency (SWJF) counted during central fixation.
Are high lags of accommodation in myopic children due to motor deficits?
2017, Vision ResearchCitation Excerpt :Studies on adults showed atypical patterns such as the dynamic overshoots and oscillations in saccades (Bahill, Clark, & Stark, 1975; Bahill, Hsu, & Stark, 1978; Doslak, Dell’osso, & Daroff, 1983; Zee, Robinson, & Eng, 1979). These atypical patterns were predicted to be due to either an unstable (Zee et al., 1979) or an inaccurate pulse generator (Bahill et al., 1975). Also, atypical patterns like the double step responses found here were shown to exist with the vergence system (Alvarez, Semmlow, Yuan, & Munoz, 2000; Semmlow, Hung, Horng, & Ciuffreda, 1994).
- 1
Dr. Clark's present address is Stanford Research Institute, Menlo Park, California 94025. We thank Dr. Robert Mandell for the soft contact lenses, and Robert Kenyon, Karen Bahill, and Cynthia Cowee for their assistance. We acknowledge partial support from NIH-GM 1418.