Lee You Yun, Granger-Donetti Bérangère, Chang Chung, Alvarez Tara L
Department of Biomedical Engineering, New Jersey Institute of Technology, Newark, NJ 07102, USA.
Vision Res. 2009 Dec;49(24):2960-72. doi: 10.1016/j.visres.2009.09.013. Epub 2009 Sep 23.
The purpose of this study was to investigate how sustained convergence induces phoria adaptation and changes divergence dynamics.
Near dissociated phoria and divergence step responses were recorded using an infrared eye movement monitor on four binocularly normal subjects. We tested three different adapting vergence positions (16 degrees , 6 degrees , and 0.5 degrees ) and measured 4 degrees divergence step responses for two different initial vergence positions (16 degrees and 4.5 degrees ). Dynamics were quantified by measuring peak velocities of the divergence responses.
Phoria was significantly adapted after subjects fixated on a sustained convergent target at near (16 degrees ) and at far (0.5 degrees ). As a result of sustained convergence, divergence peak velocity from a 4 degrees step stimulus significantly changed. A regression analysis showed that when the phoria became more esophoric (near adapted) the peak velocity for the divergence steps with an initial position of 16 degrees decreased (R=0.54, p=0.04). A trend was observed between the change vergence velocity and the change in phoria. Change was defined as the post-adapted data minus the pre-adapted data for vergence steps with an initial position of 16 degrees (R=0.65) and 4.5 degrees (R=0.66). Furthermore, the modification of divergence dynamics was dependent on the initial position of those divergence steps (initial position of 16 degrees versus 4.5 degrees ).
As a result of sustained convergence, phoria and divergence dynamics changed in a correlated manner. Such correlated changes in phoria and divergence dynamics are not explained by current models of disparity vergence eye movements.
本研究旨在探讨持续集合如何诱发隐斜适应并改变散开动力学。
使用红外眼动监测仪记录了四名双眼正常受试者的近距分离隐斜和散开阶跃反应。我们测试了三种不同的适应集合位置(16度、6度和0.5度),并测量了两种不同初始集合位置(16度和4.5度)下的4度散开阶跃反应。通过测量散开反应的峰值速度来量化动力学。
受试者在近距(16度)和远距(0.5度)注视持续集合目标后,隐斜有显著适应。由于持续集合,4度阶跃刺激的散开峰值速度发生了显著变化。回归分析表明,当隐斜变得更内隐斜(近距适应)时,初始位置为16度的散开阶跃的峰值速度降低(R=0.54,p=0.04)。在散开速度变化和隐斜变化之间观察到一种趋势。变化定义为初始位置为16度(R=0.65)和4.5度(R=0.66)的散开阶跃的适应后数据减去适应前数据。此外,散开动力学的改变取决于那些散开阶跃的初始位置(初始位置为16度与4.5度)。
由于持续集合,隐斜和散开动力学以相关方式发生变化。隐斜和散开动力学的这种相关变化无法用当前的视差集合眼动模型来解释。