Takagi M, Oyamada H, Abe H, Zee D S, Hasebe H, Miki A, Usui T, Hasegawa S, Bando T
Department of Ophthalmology and. Physiology, Niigata University School of Medicine, Japan.
Invest Ophthalmol Vis Sci. 2001 Jun;42(7):1479-86.
Vergence eye movements undergo adaptive recalibration in response to a training stimulus in which the initial disparity is changed just after vergence begins (the double-step paradigm). In the present study the changes in the dynamic properties of convergence, speed and acceleration, were examined by using this double-step paradigm, before and after adaptation.
Four normal subjects participated. Three-dimensional visual stimuli were provided by a head-mounted display with two liquid crystal diode (LCD) panels. To induce adaptation, a double step of disparity was used: an initial step from distances of 2 to 1 m was followed by a second step to distances of 0.7 m ("increasing paradigm") or 1.4 m ("decreasing paradigm") after a constant period of 0.2 seconds. The dynamic properties of vergence were compared before and after 30 minutes of training with these paradigms.
Peak velocity of convergence became significantly greater (increasing paradigm) or smaller (decreasing paradigm) after 30 minutes' training. Changes in the dynamic properties of convergence were also obvious in phase-plane (velocity versus position) and main sequence (peak velocity versus amplitude) plots. Further analysis revealed that adaptive increases in vergence velocity were accomplished by an increase in the duration of the acceleration period, whereas adaptive decreases were induced by a decrease in the maximum value of acceleration.
The pattern of change in the dynamic characteristics of vergence after adaptation was similar to that of saccades and the initiation of pursuit eye movements, suggesting common neural mechanisms for adaptive changes in the open-loop control of eye movements.
在双眼运动开始后立即改变初始视差的训练刺激(双步范式)作用下,双眼的聚散运动可进行适应性重新校准。在本研究中,利用该双步范式,在适应前后检测了会聚的动态特性、速度和加速度的变化。
四名正常受试者参与研究。三维视觉刺激由配有两个液晶二极管(LCD)面板的头戴式显示器提供。为诱导适应,采用双步视差:从2米距离开始的初始步进到1米,然后在0.2秒的固定时间段后,第二步进到0.7米(“增加范式”)或1.4米(“减少范式”)。使用这些范式在训练30分钟前后比较了聚散的动态特性。
训练30分钟后,会聚的峰值速度显著增大(增加范式)或减小(减少范式)。在相平面(速度与位置)和主序列(峰值速度与幅度)图中,会聚动态特性的变化也很明显。进一步分析表明,会聚速度的适应性增加是通过加速期持续时间的增加实现的,而适应性降低是由加速度最大值的降低引起的。
适应后会聚动态特征的变化模式与扫视和追踪眼动的起始相似,提示在眼动开环控制的适应性变化中存在共同的神经机制。