Semmlow John L, Yaramothu Chang, Alvarez Tara L
Rutgers University, New Brunswick, NJ, USA.
New Jersey Institute of Technology, Newark, NJ, USA.
J Eye Mov Res. 2019 Oct 3;12(4). doi: 10.16910/jemr.12.4.11. Epub 2019 Dec 4.
The stereotypical vergence response to a step stimulus consists of two dynamic components: a high velocity fusion initiating component followed by a slower component that may mediate sustained fusion. The initial component has been well-studied and is thought to be controlled by an open-loop mechanism. Less is known about the slow, or fusion sustaining component except that it must be feedback controlled to achieve the positional precision of sustained fusion. Given the delays in disparity vergence control, a feedback control system is likely to exhibit oscillatory behavior. Vergence responses to 4 deg step changes in target position were recorded in eight subjects. The slow component of each response was isolated manually using interactive graphics and the frequency spectrum determined. The frequency spectra of all isolated slow vergence movements showed a large low frequency peak between 1.0 and 2.0 Hz and one or more higher frequency components. The higher frequency components were found to be harmonics of the low frequency oscillation. A feedback model of the slow component was developed consisting of a time delay, an integral/derivative controller and an oculomotor plant based on Robinson's model. Model simulations showed that a direction dependent asymmetry in the derivative element was primarily responsible for the higher frequency harmonic components. Simulations also showed that the base frequencies are primarily dependent on the time delay in the feedback control system. The fact that oscillatory behavior was found in all subjects provides strong support that the slow, fusion sustaining component is mediated by a feedback system.
一个高速的融合起始成分,随后是一个较慢的成分,该成分可能介导持续融合。初始成分已得到充分研究,被认为由开环机制控制。关于缓慢的或融合维持成分,除了它必须通过反馈控制以实现持续融合的位置精度外,人们了解较少。考虑到视差聚散控制中的延迟,反馈控制系统可能会表现出振荡行为。记录了8名受试者对目标位置4度阶跃变化的聚散反应。使用交互式图形手动分离每个反应的慢成分,并确定其频谱。所有分离出的慢聚散运动的频谱在1.0至2.0赫兹之间显示出一个大的低频峰值以及一个或多个高频成分。发现高频成分是低频振荡的谐波。基于罗宾逊模型,开发了一个慢成分的反馈模型,该模型由一个时间延迟、一个积分/微分控制器和一个动眼神经装置组成。模型模拟表明,微分元件中与方向相关的不对称性主要导致了高频谐波成分。模拟还表明,基频主要取决于反馈控制系统中的时间延迟。在所有受试者中都发现了振荡行为这一事实有力地支持了缓慢的融合维持成分是由反馈系统介导的这一观点。