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The first and second order dynamics of accommodative convergence and disparity convergence.

机译:适应收敛和视差收敛的一阶和二阶动力学。

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摘要

Main sequences, the function describing the relationship between eye movement amplitude and velocity, have been used extensively in oculomotor research as an indicator of first-order dynamics yet it is difficult to find main sequence analyses for accommodative vergence or for disparity vergence in isolation when all mitigating factors have been well controlled and there are no studies in which accommodative vergence and disparity vergence main sequences have been generated for the same group of subjects. The present study measured main sequences in: (1) accommodative vergence with disparity vergence open loop, (2) disparity vergence with accommodation open loop, and (3) combinations of accommodative and disparity vergence. A dynamic AC/A ratio was defined and was found to be similar to the traditional static AC/A ratio. Vergence acceleration was measured for all conditions. A pulse-step model of accommodation and convergence was constructed to interpret the dynamics of the crosslinked interactions between the two systems. The model supports cross-coupling of both the pulse and step components and simulates the primary empirical findings that: (1) disparity vergence has a higher main sequence slope than accommodative vergence, (2) both accommodative and disparity vergence acceleration increase with response amplitude whereas accommodation acceleration does not.
机译:主序列是描述眼动幅度与速度之间关系的函数,已被广泛用于动眼研究,作为一阶动力学的指标,但很难找到孤立的适应性散度或视差散度的主序列分析。缓解因素得到了很好的控制,没有研究针对同一组受试者产生适应性散度和视差散度的主要序列。本研究测量了以下主要序列:(1)具有视差收敛开环的适应性收敛,(2)具有适应性开环的视差收敛,以及(3)适应性和视差收敛的组合。定义了动态AC / A比,发现它与传统的静态AC / A比相似。在所有条件下均测量了收敛加速度。构建了适应和收敛的脉冲步进模型,以解释两个系统之间的交联相互作用的动力学。该模型支持脉冲和阶跃分量的交叉耦合,并模拟以下主要的经验发现:(1)视差收敛的主序列斜率高于调节视差,(2)调节和视差收敛的加速度随响应幅度的增加而增加,而住宿加速没有。

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